Newform data - 294.6.a.w

Formats: - HTML - YAML - JSON - 2026-03-12T16:00:18.409899

• 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': 10584, 'analytic_conductor': 47.1528430250163, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [7, -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': [294, 1, [197, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 9601, 'field_disc_factorization': [[9601, 1]], 'field_poly': [-2400, -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': [[5, [-1698, -53, 1]], [11, [-50886, -191, 1]]], 'hecke_orbit': 23, 'hecke_orbit_code': 99079191902814502, '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': '294.6.a.w', 'level': 294, '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, 3, 7], 'level_radical': 42, 'minimal_twist': '42.6.e.c', 'nf_label': '2.2.9601.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+9q^{3}+2^{4}q^{4}+(3^{3}-\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '294.6.a', 'trace_display': [8, 18, 53, 0], 'trace_hash': 209363954836824182, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.042', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.905', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.273', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.215', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.785', 'prec': 17}, {'__RealLiteral__': 0, 'data': '61.622', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 8, 18, 32, 53, 72, 0, 128, 162, 212, 191, 288, 379, 0, 477, 512, 340, 648, 1769, 848, 0, 764, 3236, 1152, -45, 1516, 1458, 0, 4459, 1908, -1994, 2048, 1719, 1360, 0, 2592, 20587, 7076, 3411, 3392, -8814, 0, 15853, 3056, 4293, 12944, -33912, 4608, 0, -180, 3060, 6064, 49239, 5832, -18941, 0, 15921, 17836, 56735, 7632, -67508, -7976, 0, 8192, -42762, 6876, 75723, 5440, 29124, 0, -8992, 10368, 3201, 82348, -405, 28304, 0, 13644, 26612, 13568, 13122, -35256, 949, 0, 105020, 63412, 40131, 12224, -176562, 17172, 0, 51776, -17946, -135648, 234098, 18432, 129423, 0, 15471, -720, 34508, 12240, -229531, 24256, 0, 196956, -142677, 23328, -70197, -75764, 185283, 0, 3922, 63684, 104956, 71344, 30699, 226940, 0, 30528, -183849, -270032, -79326, -31904, 87609, 0, -6088, 32768, 142677, -171048, -139567, 27504, 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• 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

  
  {'an': [[1, 0], [4, 0], [9, 0], [16, 0], [27, -1], [36, 0], [0, 0], [64, 0], [81, 0], [108, -4], [93, 5], [144, 0], [184, 11], [0, 0], [243, -9], [256, 0], [180, -20], [324, 0], [904, -39], [432, -16], [0, 0], [372, 20], [1620, -4], [576, 0], [4, -53], [736, 44], [729, 0], [0, 0], [2199, 61], [972, -36], [-1079, 164], [1024, 0], [837, 45], [720, -80], [0, 0], [1296, 0], [10268, 51], [3616, -156], [1656, 99], [1728, -64], [-4440, 66], [0, 0], [7970, -87], [1488, 80], [2187, -81], [6480, -16], [-17034, 156], [2304, 0], [0, 0], [16, -212], [1620, -180], [2944, 176], [24507, 225], [2916, 0], [-9489, 37], [0, 0], [8136, -351], [8796, 244], [28347, 41], [3888, -144], [-33770, 32], [-4316, 656], [0, 0], [4096, 0], [-21432, 102], [3348, 180], [38030, -337], [2880, -320], [14580, -36], [0, 0], [-5166, 1340], [5184, 0], [2038, -875], [41072, 204], [36, -477], [14464, -624], [0, 0], [6624, 396], [13799, -986], [6912, -256], [6561, 0], [-17760, 264], [1359, -1769], [0, 0], [52860, -700], [31880, -348], [19791, 549], [5952, 320], [-88386, 210], [8748, -324], [0, 0], [25920, -64], [-9711, 1476], [-68136, 624], [118008, -1918], [9216, 0], [63721, 1981], [0, 0], [7533, 405], [64, -848]], 'ap': [[4, 0], [9, 0], [27, -1], [0, 0], [93, 5], [184, 11], [180, -20], [904, -39], [1620, -4], [2199, 61], [-1079, 164], [10268, 51], [-4440, 66], [7970, -87], [-17034, 156], [24507, 225], [28347, 41], [-33770, 32], [38030, -337], [-5166, 1340], [2038, -875], [13799, -986], [1359, -1769], [-88386, 210], [63721, 1981], [16758, 992], [-114608, -315], [-72093, 1509], [-36586, 2975], [3960, -3998], [-3355, 622], [-68961, -1645], [37998, 1174], [35398, -2753], [-45282, -6378], [-73801, -7279], [157924, 7146], [-79036, -3480], [-474906, 1124], [211242, 5054], [241932, 10098], [-335768, 695], [-114840, 7638], [-578419, -5106], [-603534, -9106], [-373700, -6564], [193994, -5934], [-583061, 1149], [751317, 4653], [-428996, 10387], [-301524, 8378], [-695844, -4026], [-871439, 6945], [540963, 13173], [1150974, 888], [-289206, -37038], [1001709, -23371], [-1590011, -7453], [-1798672, 993], [-457134, 37658], [-1643834, -6329], [1755057, -9801], [-877268, 18571], [425736, 37706], [-1739849, -10742], [371439, -47607], [387980, 5061], [734033, 40132], [3048972, -8652], [-798506, 4504], [491736, 42390], [1444290, 28762], [-824981, 56160], [-45112, 45587], [4106648, -5947], [-1263438, -51374], [2559534, 10420], [836764, -61183], [1477944, 6036], [1005385, -68022], [1658400, 31854], [-1190242, -33689], [2296452, -48186], [-1792046, 98727], [679525, -23533], [-414423, 34139], [1015752, -97130], [1003679, 14126], [-524610, -81442], [4817768, 20381], [316404, 65186], [1437618, 56530], [351401, -121356], [2133657, 125235], [446642, -155263], [4420032, 35310], [-2878227, 21081], [-6164142, 17250], [2545744, 8943], [3955046, -36101], [-3367852, -116480], [-7967187, -25319], [680391, -185345], [-9381096, 94398], [-2046454, 6433], [-3711383, 26800], [-288771, 75523], [719796, -37470], [7395642, 4506], [-10525931, 14988], [6172927, -162172], [-7377436, 5182], [-3589926, 16928], [11018014, 40717], [-5884207, 29823], [-2088270, -119122], [5186434, -135525], [11219538, 26376], [-8968227, -163779], [4009416, -123964], [-40754, 53359], [-14751091, 5586], [4674783, -28011], [9956943, -22995], [9585472, -19989], [6576375, 284233], [1149350, -31848], [-5382282, 31824], [8911093, 268594], [10379710, 377381], [18669530, 54205], [9690342, -116616], [14169233, -171746], [2147498, -430736], [-9973392, -94160], [-3780581, -241514], [-2140026, -38572], [15234250, 128846], [6575823, -412023], [-4602120, -615722], [-839282, -115646], [-3888453, 42623], [14769920, 84632], [9656265, 374901], [9129664, 268171], [-3359076, 371560], [15795850, 323967], [-1402038, -411786], [-38287790, 19254], [1624026, -345212], [-8135008, 26618], [-725334, 258942], [17655872, -25443], [-8347836, 687954], [11670788, -709583], [-4897314, -566070], [-28945672, 75149], [10610166, -721860], [-5908355, -47484], [-4062921, -174691], [8978640, 33322], [19256994, -373942], [21336959, 170418], [15183849, -1269], [2514882, -11796], [-29498556, -257328], [-19067773, 503160], [6349426, -377745], [6247031, 668286], [46481703, -24999], [162243, -215507], [-6801482, 55660], [30120600, -489732], [-6435235, 1096], [-2684561, -1032190], [-1964124, -278308], [11978942, 198991], [-9996495, -303823], [-16945184, -354096], [40910674, 275451], [24861671, 372184], [-48722715, 28555], [23529086, -654385], [19377198, 453470], [8251566, -504368], [-42453693, 194097], [-40965094, 231508], [-4059218, -290919], [-6093013, -1203218], [-44020632, -299766], [-32754689, -587744], [-41919261, 480387], [-18886000, 681944], [-38230254, 991714], [40538577, -402117], [-5549646, 410806], [3629270, -381819], [-38631718, 554420], [-26880150, -728748], [11990118, 243174], [12967149, -122487], [14091352, -95077], [-27486134, -1095360], [12671134, 263408], [-34664928, -169338], [-20250063, -1351011], [-52359104, 434064], [3815403, -294177], [-15543036, 745080], [63182818, -538206], [5145794, 1421829], [26589159, 903473], [5211119, 1118149], [69306741, -749713], [64377576, -1087836], [57695518, 84867], [1014365, 475907], [-38781780, -700328], [76955118, 731270], [67871730, 580904], [20697680, 1189121], [-27586016, 819673], [-29686230, 1655112], [-88171429, 199085], [53095545, -893223], [-91142824, -1201854], [-102495102, -454634], [5091924, -726974], [971893, -1036666], [112243284, 290082], [21476054, -1114109], [18430456, -2328548], [-34586809, 680414], [85358586, 564708], [-44879942, -1007577], [5419920, 2630826], [-11134715, 700294], [-66183375, -379779], [-77305260, -994824], [-50389188, 171830], [-78080748, -1476706], [23445664, 1758801], [-83468645, 1770198], [-44459830, -432236], [101706288, 601912], [74256420, 287736], [-97483535, 968894], [121458180, -616274], [-62229088, 285864], [-34398816, -492168], [-104305438, 1582775], [-259986, -3008646], [-36523110, -1189980], [-50800322, 232045], [-133654779, -605381], [-16310979, -1080997], [169102958, -394569], [-28243868, 1307195], [49195773, 2096585], [103641811, 1093023], [-147900976, -1167415], [-115969839, 123751], [5862658, 641605], [54739996, 461173], [79625766, -425652], [107744830, 2505043], [-43661511, 1226841], [-78888048, -1935754], [-98907244, -1326424], [-187431951, -404067], [63144016, -1908007], [-106835074, -1897530], [95395603, 33896], [-44266543, 3044796], [-108130925, 512323], [3313576, -1909900], [-133206333, 500915], [-38655436, -279161], [71509478, -2045827], [68220192, 2727288], [112242654, -2788230], [-7716637, 1615234], [-10152552, 2799138], [48403540, 2408601], [-2363450, 882782], [62668236, 2708054], [117983375, 59674], [203995761, -1368979], [80298847, 1285098], [-191228628, 96930], [148559094, -1586322], [104945565, -2111649], [-157917036, -367518], [-38768460, 3661736], [261056, 2316663], [-14212881, 4696731], [194156320, -318987], [-42746022, -3372510], [-22247076, -2179662], [-104182454, -4628011], [-16017302, 4551016], [16817769, -3609351], [88568033, -566101], [34370553, -1282341], [150460862, 2872053], [-27730750, 5925507], [42439569, 2792533], [245751778, -2081655], [48731826, -4833490], [-83371666, -101559], [-111307746, 4526550], [54544050, -5615600], [262016280, -1103390], [-127456048, 2004432], [-43268532, -4255988], [78911962, 3006189], [-145454949, 3785055], [369847668, 41884], [158609587, 4360572], [302369976, 1373058], [-54398696, 1015197], [261100634, -1128115], [260420577, -1156287], [-7299976, 686357], [40507728, 5074438], [-105479603, -2020902], [71323442, 2689623], [-285253178, -1917761], [51860478, 4213622], [-71032275, -395047], [-1821538, 2785959], [6231009, 5087477], [200769688, 1210181], [-37733016, -8142806], [164753750, -3561865], [-19185948, -4789354], [219128840, -3057422], [-194436174, -538030], [-107185121, -1166244], [-4592621, -1297634], [-299103862, 881649], [-82747056, -188304], [273590577, 65487], [12176837, 7203082], [-302294961, -729465], [-76181481, 8421987], [-47662550, 2910273], [140137394, -2579094], [-133905774, -1401516], [110240145, -1921539], [-295589816, 1805748], [45051131, -1526673], [180047898, 964656], [-119121545, -2893663], [-39706510, -159751], [25227318, 1150360], [306862950, 3420464], [-13756605, 6508545], [-335403588, 1812356], [-259706454, -1960648], [44278334, -5435332], [149420136, 7634722], [-176696490, -1219388], [544271292, -567406], [42544084, -3437747], [-121856125, 6304227], [-8403258, 7772514], [14908256, 11204059], [-243707647, -2469907], [87656979, -6923719], [285110224, 780277], [-325665486, -1206276], [-139953921, -3926945], [35031640, -3274805], [-220511956, -7928623], [224807496, 8079504], [-113568048, 6134168], [263024149, 5724205], [357101754, 2327890], [-464784062, 785685], [-462548574, 4297806], [-164294850, 1305022], [-134740696, -164152], [-150901104, -6396180], [30687370, 3783682], [213840318, 4799126], [217705592, -6580659], [279183724, -44954], [-401865544, 6687749], [386758152, -2648666], [124819025, -1748040], [-14986734, -11948544], [-138769479, 8890403], [-242785802, -1837359], [470628018, -1848836], [91905143, -8429789], [-15863441, -13189715], [29599098, -11560604], [185691500, 3143845], [-77254983, 3065621], [-34077464, -3517158], [148334508, -11460480], [86531996, 5393276], [199520586, 9463964], [-149288691, -5355735], [-557279309, 3191394], [-210518938, 3997736], [263714730, -2468598], [303318034, -506253], [-403858209, 6644557], [86447521, -12529427], [-536167731, -5166481], [77367999, -8933743], [-63371914, 7689286], [-169919950, 6955335], [-373778235, -8376503], [-126608364, -1438414], [39493384, 3299245], [-330213852, 3960048], [-108282834, -3459886], [-464019219, -1046581], [114680626, 11519811], [242493882, 5851214], [-313525737, 7311339], [-480733130, -8996364], [688499622, -3685168], [-32893437, 6685075], [9922308, 6394644], [424778842, -7140118], [-469322748, 2644516]], 'char_orbit_index': 1, 'field_poly': [-2400, -1, 1], 'hecke_orbit_code': 99079191902814502, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '294.6.a.w', 'level': 294, 'maxp': 2999, 'weight': 6}
• 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': [3, 5, 4, 4, 4, 4, 3, 6], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4, 4, 4, 4, 4], 'ALdims_old': [27, 30, 30, 29, 30, 28, 31, 26], 'Nk2': 10584, 'analytic_conductor': 47.1528430250163, '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': [294, 1, [197, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 264, 'dim': 33, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100663590, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '294.6.a', 'level': 294, '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, 3, 7], 'level_radical': 42, 'mf_dim': 296, 'mf_new_dim': 33, 'num_forms': 23, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 33, 'sturm_bound': 336, 'trace_bound': 11, 'trace_display': [4, 9, 22, 0], 'traces': [33, 4, 9, 528, 22, 36, 0, 64, 2673, -360, -652, 144, 694, 0, 198, 8448, -1054, 324, 3124, 352, 0, -1696, 5424, 576, 24427, -4392, 729, 0, 1262, -5976, 616, 1024, 180, 13704, 0, 42768, -31658, 2192, -10134, -5760, -20742, 0, 3684, -10432, 1782, 14080, 13776, 2304, 0, -89124, 11718, 11104, -63538, 2916, -69672, 0, 80100, 2440, -80900, 3168, 86566, 106848, 0, 135168, 146500, 37008, 123956, -16864, -88920, 0, 161888, 5184, 105274, 349528, 48807, 49984, 0, -48024, 212748, 5632, 216513, 13800, 62612, 0, 158524, -172368, 188982, -27136, -121398, -29160, 0, 86784, 235656, 129024, 302848, 9216, -163646, 0, -52812, 390832, -356282, -61992, 22480, -70272, 0, -70264, -553196, 11664, -2546, -160864, -123210, 0, 851818, 54576, 369744, 20192, 56214, -205776, 0, -95616, 336185, -383976, -174906, 9856, 125148, 0, -566876, 16384, 681876, -414960, 256084, 2880, 0, 531312, 16038, 219264, 247418, 261216, 547900, 0, -817200, 395424, -1948584, 684288, -100956, -297944, 0, -506528, -552586, 267804, 262068, 35072, -85374, 0, 1572176, -162144, 1103542, 230016, -134082, -92160, 0, 26244, 358612, -331872, 299664, 343632, 689032, 0, -2156297, -59856, 253044, 58944, 146926, -223848, 0, -166912, 650952, 420264, 640188, 28512, 99838, 0, 498906, 225280, -240028, -670896, -1180056, 220416, 0, 493184, -1359696, 36864, -4293018, -1690808, -810108, 0, -1424730, -137376, -938576, -1425984, -69732, 939864, 0, 187488, 897076, 509696, 439344, 177664, 180976, 0, 2120636, -1016608, -54360, -571904, 674264, 46656, 0, -3453288, -2690442, -1114752, -2083740, 1321560, -636536, 0, 1978587, -1731960, -1886076, 1281600, 1743694, 830720, 0, 39040, -5933374, -355752, -8776880, -1294400, -1265544, 0, -5226456, 50688, 1463794, 1844052, 59049, 1385056, 0, 1405080, -1987784, 1709568, 1304640, -123024, 484860, 0, -1469384, 93824, -1811412, 2162688, 3505650, 913104, 0, 2344000, 102222, -595632, -191728, 592128, 98292, 0, 1744542, 1983296, 3293470, -484056, -5125064, -269824, 0, -5395800, 8624524, -1422720, 2342230, -5305232, 49896, 0, -3301302, -1852128, -5392388, 2590208, -3550536, 3464352, 0, 82944, 14426203, 4234768, 6337278, 1684384, -7055610, 0, -5865596, 5592448, 14580, -7907368, 5980944, 780912, 0, -3804768, -6137334, 799744, 1185284, 1110024, 1768900, 0, -6460056, -5067600, 2911624, -768384, -5596358, -4846888, 0, 3403968, 6406662, -2931336, -362804, 90112, 1268244, 0, 19140024, 3464208, 820426, 6768016, -4867794, 220800, 0, 6031728, -10851932, 1001792, -2564298, 4787808, -2279864, 0, -4137858, -6040836, -2751966, 2536384, 10348800, 177552, 0, -2757888, -673704, -4229640, -8215164, 3023712, 7407574, 0, -820854, -434176, 6092370, -5899536, 3521232, -1942368, 0, 11257392, -8594216, -466560, 4512917, -9228168, -756387, 0, 32168132, -1964088, 3854248, 1388544, -1680102, -5855856, 0, 3770496, -16647050, 7526752, 15673392, 2064384, 4790532, 0, -10763180, 4845568, -857304, -5263616, 8299376, 147456, 0, -9413560, 298404, -2618336, 24395358, 10367568, 4625808, 0, 1738800, 13177240, 5932080, -844992, -12438170, -11292352, 0, 6253312, -6724062, -4996368, 13252024, -5700512, 144342, 0, -2884032, -991872, -653126, -3242352, -6248790, 359680, 0, 1140480, 60427796, -1124352, -8596764, 12664896, 9891540, 0, 2828390, 5089616, 1115856, -1124224, 10816030, 907488, 0, -8851136, 3561696, -5983392, -1321808, 186624, -12458798, 0, -4846644, -40736, -10507328, 9774648, -13416944, -2573824, 0, 575760, 30627348, -1971360, 711308, -22790368, -4357746, 0, -13614654, -7219044, 11753736, 13629088, -9194112, 3136464, 0, 873216, -34734154, 8894008, 949158, 5915904, 12656398, 0, 13074904, 323072, 5434128, -9726360, 22401652, 899424, 0, -3086368, 2729826, -3292416, 11253080, 15259104, 1589836, 0, -5146578, 1394208, -9025600, -1529856, -4267996, -176248, 0, 5378960, 6414860, 236196, 1234796, -6143616, -4185252, 0, -13534428, -2798496, -5242068, -10552352, -5643432, 157696, 0, 4119120, -53290764, 2002368, 7658784, 9757488, -2226024, 0, 53485524, -30565920, 15818751, -9070016, 11268366, 6543792, 0, 262144, 6488100, -473784, -53967488, 10910016, -3938592, 0, 11032866, -6639360, -44120358, 197640, 9477724, 4097344, 0, -10199136, -47945064, 46080, -17088055, -32620848, -6552900, 0, -45585948, -4333032, 21490776, 8500992, -15195060, 16097976, 0, 256608, 39748798, 2153760, -19327302, 3508224, 4150996, 0, -57283820, 3958688, 7011846, 15225264, 5745848, 4179456, 0, -5196264, 14659812, 8766400, -40633866, 8654688, -50087272, 0, -23855040, 2123240, -11956060, -13075200, -22571892, 1371184, 0, 6326784, -10878366, -3170592, 33752788, -31177344, 4100544, 0, 40370568, 10948608, 6871762, -12333524, -5425902, -1615296, 0, 3899016, 34676156, -4767104, 11866500, 16730328, 19539548, 0, -46998416, 34391744, 27302094, -8104448, 10622946, 2997648, 0, -8841376, 6864480, -1968384, 32009592, 4284864, 28586602, 0, 10040436, 4193088, -41843026, -23772024, -20839640, 561152, 0, 24620080, 12658096, -1365984, 10960910, -46223408, -15519492, 0, 66304786, 26540928, 14137036, 25154816, -7202520, -6785568, 0, -2594304, -76942387, 1028392, -65025432, 17656672, 23028844, 0, -87101892, 3680256, 9578700, 42856040, 47892432, -2145312, 0, -82427968, 13112928, -1474560, -77233622, 26011152, -19841132, 0, -65713320, -72403936, -13619976, 419904, 2409744, -10963800, 0, 5737792, -63595570, -1617480, 15729348, -5309952, 8527194, 0, 126294220, 4794624, -5054402, -29077936, -24082164, 5498112, 0, 28311768, 11757656, 11024512, 21699792, 24433056, 23103384, 0, -20284690, -47500504, 3953367, -34500752, 37338534, 8369928, 0, -957696, -7677000, -23673216, 29494228, 4048704, -21955620, 0, -70224390, 943104, -33113292, -27225504, 20780020, 2350816, 0, 21537360, -52412376, -3581568, 60272668, -26137640, -8172774, 0, 31714462, -3889944, 6612344, -2670592, -28413504, -15138744, 0, 10415232, 25039006, 21153920, 17232588, 6724224, 9361632, 0, 120676104, 10243008, 10432800, 1435904, -13346928, 456192, 0, -2324172, -26922834, 1597408, -114722150, 21795444, 30797488, 0, 17537553, 58316272, -1331384, 7982496, -45894698, -27126880, 0, 3604480, 161305520, 1117800, -100986892, -3840448, 14881752, 0, -67912536, -10734336, -2881260, 138588120, 5071572, -18880896, 0, 9193392, 12163092, 3526656, 23075208, 16240272, 25894048, 0, 76776342, 71954128, -18761184, 7890944, 20619050, 2449440, 0, -21755136, 12840444, -13077312, 146325472, 589824, -11691134, 0, -293418, -68688288, 36976678, -13961808, -27324584, -27052928, 0, -60636296, 117357432, -12961728, 183198864, -31431296, 15307542, 0, -107853524, -7648560, 5808532, -22795680, -11266344, 42778176, 0, -2198016, -88285940, 44486808, 29515068, -15017216, -65522946, 0, 155875408, -22815744, -9833238, 15613608, 55331912, -1115712, 0, 59764704, 92938518, 15037824, -48985950, -2361960, -84110276, 0, 51588432, 138164480, 103717064, 2999808, -12738160, -590680, 0, 14353216, -59719522, -21765528, -60143744, 8155136, 43287948, 0, -134626476, 7029504, -56831114, 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-108772838, 0, -76792554, -140430080, 41983966, 34483464, -121701360, -20710400, 0, -18458240, 7029164, -20248704, -265205348, 29294704, -39753018, 0, 5281962, -5691384, -181702752, -83623296, -18337896, 35656896, 0, 811008, 69234205, -64978416, -44808876, 23420704, -112119220, 0, -22018204, 29504832, -9679896, 87369056, 735132, 944784, 0, 149152992, -4063986, 22160896, 44947082, -37715472, 153638664, 0, -206226, 36377184, 45759384, 22481280, -19181676, 32128688, 0, -31804544, 88032048, -13029984, -33419940, 27353088, 39342852, 0, -18024496, 20874240, 132149038, 161070256, -9980010, -1968384], '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: 228411
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 23, 'source_is_minimal': False, 'source_label': '294.6.a.w', 'source_level': 294, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '42.6.e.c', 'target_level': 42, 'twist_class_label': '42.6.e.c', 'twist_class_level': 42, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 228412
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 23, 'source_is_minimal': False, 'source_label': '294.6.a.w', 'source_level': 294, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '126.6.g.h', 'target_level': 126, 'twist_class_label': '42.6.e.c', 'twist_class_level': 42, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 228413
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 23, 'source_is_minimal': False, 'source_label': '294.6.a.w', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '294.6.a.r', 'target_level': 294, 'twist_class_label': '42.6.e.c', 'twist_class_level': 42, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 228414
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 23, 'source_is_minimal': False, 'source_label': '294.6.a.w', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 23, 'target_is_minimal': False, 'target_label': '294.6.a.w', 'target_level': 294, 'twist_class_label': '42.6.e.c', 'twist_class_level': 42, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 228415
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 23, 'source_is_minimal': False, 'source_label': '294.6.a.w', 'source_level': 294, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '294.6.e.s', 'target_level': 294, 'twist_class_label': '42.6.e.c', 'twist_class_level': 42, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 228416
    {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 23, 'source_is_minimal': False, 'source_label': '294.6.a.w', 'source_level': 294, 'target_char_orbit': 17, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '336.6.q.f', 'target_level': 336, 'twist_class_label': '42.6.e.c', 'twist_class_level': 42, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 228417
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 23, 'source_is_minimal': False, 'source_label': '294.6.a.w', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 28, 'target_is_minimal': False, 'target_label': '882.6.a.bb', 'target_level': 882, 'twist_class_label': '42.6.e.c', 'twist_class_level': 42, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 228418
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 23, 'source_is_minimal': False, 'source_label': '294.6.a.w', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 34, 'target_is_minimal': False, 'target_label': '882.6.a.bh', 'target_level': 882, 'twist_class_label': '42.6.e.c', 'twist_class_level': 42, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 658750
    {'charpoly_factorization': [[[-4, 1], 2]], 'hecke_orbit_code': 99079191902814502, 'p': 2}
  • id: 658751
    {'charpoly_factorization': [[[-9, 1], 2]], 'hecke_orbit_code': 99079191902814502, 'p': 3}
  • id: 658752
    {'charpoly_factorization': [[[-1698, -53, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 5}
  • id: 658753
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 99079191902814502, 'p': 7}
  • id: 658754
    {'charpoly_factorization': [[[-50886, -191, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 11}
  • id: 658755
    {'charpoly_factorization': [[[-254520, -379, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 13}
  • id: 658756
    {'charpoly_factorization': [[[-931200, -340, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 17}
  • id: 658757
    {'charpoly_factorization': [[[-2868440, -1769, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 19}
  • id: 658758
    {'charpoly_factorization': [[[2579520, -3236, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 23}
  • id: 658759
    {'charpoly_factorization': [[[-3960660, -4459, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 29}
  • id: 658760
    {'charpoly_factorization': [[[-63563115, 1994, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 31}
  • id: 658761
    {'charpoly_factorization': [[[99713092, -20587, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 37}
  • id: 658762
    {'charpoly_factorization': [[[8966160, 8814, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 41}
  • id: 658763
    {'charpoly_factorization': [[[44661910, -15853, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 43}
  • id: 658764
    {'charpoly_factorization': [[[229093452, 33912, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 47}
  • id: 658765
    {'charpoly_factorization': [[[484607124, -49239, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 53}
  • id: 658766
    {'charpoly_factorization': [[[800680236, -56735, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 59}
  • id: 658767
    {'charpoly_factorization': [[[1136874660, 67508, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 61}
  • id: 658768
    {'charpoly_factorization': [[[1160899190, -75723, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 67}
  • id: 658769
    {'charpoly_factorization': [[[-4289674884, 8992, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 71}
  • id: 658770
    {'charpoly_factorization': [[[-1835129806, -3201, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 73}
  • id: 658771
    {'charpoly_factorization': [[[-2156463813, -26612, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 79}
  • id: 658772
    {'charpoly_factorization': [[[-7511023590, -949, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 83}
  • id: 658773
    {'charpoly_factorization': [[[7687683936, 176562, 1], 1]], 'hecke_orbit_code': 99079191902814502, 'p': 89}
  • id: 658774
    {'charpoly_factorization': [[[-5231869258, -129423, 1], 1]], 'hecke_orbit_code': 99079191902814502, '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': 23, 'label': '294.6.a.w', 'level': 294, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 65778367
    {'hecke_orbit_code': 99079191902814502, 'n': 1, 'trace_an': 2}
  • id: 65778368
    {'hecke_orbit_code': 99079191902814502, 'n': 2, 'trace_an': 8}
  • id: 65778369
    {'hecke_orbit_code': 99079191902814502, 'n': 3, 'trace_an': 18}
  • id: 65778370
    {'hecke_orbit_code': 99079191902814502, 'n': 4, 'trace_an': 32}
  • id: 65778371
    {'hecke_orbit_code': 99079191902814502, 'n': 5, 'trace_an': 53}
  • id: 65778372
    {'hecke_orbit_code': 99079191902814502, 'n': 6, 'trace_an': 72}
  • id: 65778373
    {'hecke_orbit_code': 99079191902814502, 'n': 7, 'trace_an': 0}
  • id: 65778374
    {'hecke_orbit_code': 99079191902814502, 'n': 8, 'trace_an': 128}
  • id: 65778375
    {'hecke_orbit_code': 99079191902814502, 'n': 9, 'trace_an': 162}
  • id: 65778376
    {'hecke_orbit_code': 99079191902814502, 'n': 10, 'trace_an': 212}
  • id: 65778377
    {'hecke_orbit_code': 99079191902814502, 'n': 11, 'trace_an': 191}
  • id: 65778378
    {'hecke_orbit_code': 99079191902814502, 'n': 12, 'trace_an': 288}
  • id: 65778379
    {'hecke_orbit_code': 99079191902814502, 'n': 13, 'trace_an': 379}
  • id: 65778380
    {'hecke_orbit_code': 99079191902814502, 'n': 14, 'trace_an': 0}
  • id: 65778381
    {'hecke_orbit_code': 99079191902814502, 'n': 15, 'trace_an': 477}
  • id: 65778382
    {'hecke_orbit_code': 99079191902814502, 'n': 16, 'trace_an': 512}
  • id: 65778383
    {'hecke_orbit_code': 99079191902814502, 'n': 17, 'trace_an': 340}
  • id: 65778384
    {'hecke_orbit_code': 99079191902814502, 'n': 18, 'trace_an': 648}
  • id: 65778385
    {'hecke_orbit_code': 99079191902814502, 'n': 19, 'trace_an': 1769}
  • id: 65778386
    {'hecke_orbit_code': 99079191902814502, 'n': 20, 'trace_an': 848}
  • id: 65778387
    {'hecke_orbit_code': 99079191902814502, 'n': 21, 'trace_an': 0}
  • id: 65778388
    {'hecke_orbit_code': 99079191902814502, 'n': 22, 'trace_an': 764}
  • id: 65778389
    {'hecke_orbit_code': 99079191902814502, 'n': 23, 'trace_an': 3236}
  • id: 65778390
    {'hecke_orbit_code': 99079191902814502, 'n': 24, 'trace_an': 1152}
  • id: 65778391
    {'hecke_orbit_code': 99079191902814502, 'n': 25, 'trace_an': -45}
  • id: 65778392
    {'hecke_orbit_code': 99079191902814502, 'n': 26, 'trace_an': 1516}
  • id: 65778393
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  • id: 65778593
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  • id: 65778594
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  • id: 65778595
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  • id: 65778598
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  • id: 65778599
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  • id: 65778602
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  • id: 65778603
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  • id: 65778604
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  • id: 65778605
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  • id: 65778606
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  • id: 65778607
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  • id: 65778608
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  • id: 65778609
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  • id: 65778610
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  • id: 65778611
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  • id: 65778612
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  • id: 65778613
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  • id: 65778614
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  • id: 65778615
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  • id: 65778616
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  • id: 65778617
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  • id: 65778618
    {'hecke_orbit_code': 99079191902814502, 'n': 961, 'trace_an': 73843964}
  • id: 65778619
    {'hecke_orbit_code': 99079191902814502, 'n': 967, 'trace_an': 42844336}
  • id: 65778620
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  • id: 65778621
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  • id: 65778622
    {'hecke_orbit_code': 99079191902814502, 'n': 983, 'trace_an': -59254440}
  • id: 65778623
    {'hecke_orbit_code': 99079191902814502, 'n': 991, 'trace_an': -37632386}
  • id: 65778624
    {'hecke_orbit_code': 99079191902814502, 'n': 997, 'trace_an': 12321107}