Newform data - 150.6.a.d

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• 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': 5400, 'analytic_conductor': 24.057572971947096, 'analytic_rank': 0, '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': [150, 1, [101, 127], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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, [176, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982774934, 'hecke_ring_generator_nbound': 1, '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': '150.6.a.d', 'level': 150, '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, 5], 'level_radical': 30, 'minimal_twist': '6.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+9q^{3}+2^{4}q^{4}-6^{2}q^{6}-176q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '150.6.a', 'trace_display': [-4, 9, 0, -176], 'trace_hash': 1633797557938414922, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.969', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.930', 'prec': 17}, 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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], [-4], [9], [16], [0], [-36], [-176], [-64], [81], [0], [-60], [144], [658], [704], [0], [256], [414], [-324], [956], [0], [-1584], [240], [-600], [-576], [0], [-2632], [729], [-2816], [5574], [0], [-3592], [-1024], [-540], [-1656], [0], [1296], [8458], [-3824], [5922], [0], [19194], [6336], [-13316], [-960], [0], [2400], [19680], [2304], [14169], [0], [3726], [10528], [31266], [-2916], [0], [11264], [8604], [-22296], [26340], [0], [-31090], [14368], [-14256], [4096], [0], [2160], [16804], [6624], [-5400], [0], [6120], [-5184], [25558], [-33832], [0], [15296], [10560], [-23688], [74408], [0], [6561], [-76776], [6468], [-25344], [0], [53264], [50166], [3840], [-32742], [0], [-115808], [-9600], [-32328], [-78720], [0], [-9216], [-166082], [-56676], [-4860], [0]], 'ap': [[-4], [9], [0], [-176], [-60], [658], [414], [956], [-600], [5574], [-3592], [8458], [19194], [-13316], [19680], [31266], [26340], [-31090], [16804], [6120], [25558], [74408], [6468], [-32742], [-166082], [-22002], [79264], [-227988], [-8530], [195438], [-173000], [151260], [128454], [154196], [29454], [-203872], [-136142], [171124], [676200], [-133158], [-693396], [377174], [-265344], [-295298], [-201294], [652448], [-1147060], [-701960], [-1236108], [105830], [438678], [28464], [892562], [-110124], [-140802], [938760], [-1114506], [567704], [1213258], [687738], [830908], [1312626], [-1690220], [-1502040], [-810842], [-903558], [1121972], [2752174], [-1917492], [1836590], [622014], [3740616], [-16232], [-293606], [3180116], [2979840], [3459774], [3904162], [5441154], [1969946], [139020], [4327430], [-2799360], [5902414], [-446512], [-3495252], [-1206126], [-233546], [-1744890], [2917864], [5310756], [2344656], [-9815312], [-5945196], [6478316], [-4717944], [-1907706], [8019738], [-1911620], [-11990050], [-4458092], [-9026118], [-6848988], [-5463222], [-10232380], [-15943682], [9477132], [-2453490], [-9299784], [-11461702], [-11278376], [-93782], [14964150], [-5068876], [15591872], [10970130], [2837044], [6056856], [1088922], [7418028], [767654], [-1422626], [6162306], [-15062148], [-5876356], [3600774], [9225158], [-26392320], [9794848], [-4075838], [-16570852], [-14414136], [16794440], [-13294262], [-2147862], [-13105918], [23715378], [8400484], [-5410230], [-26077734], [19002116], [-31017282], [15628960], [-15842052], [2061758], [30390024], [29773786], [-8641002], [-33566284], [-39019104], [18138178], [30531186], [43553284], [13415160], [-3108164], [1190352], [-47199616], [1335954], [-14723786], [-26919642], [3731604], [-21873546], [-17602496], [16731684], [-55538178], [38678424], [9584984], [10365034], [-15326638], [2400114], [6185028], [-49247506], [31599384], [-44534570], [58310216], [-41260422], [69004868], [1073502], [-42406112], [10636574], [30311752], [-72877812], [17593210], [4900374], [-32915760], [54190254], [-49039742], [-712508], [-73548694], [12093696], [-36530498], [15155628], [-10480948], [71216310], [46421316], [15499254], [80400050], [-15166814], [-35567490], [-101093976], [-53886522], [-71197672], [-2354678], [-46040926], [-62451900], [11026170], [15583880], [-95301708], [87798090], [-83244988], [-38354258], [75785262], [54179536], [-7896900], [-68570328], [-96508534], [-89079560], [-52890846], [-46727784], [132937194], [80891270], [63682640], [-6919950], [66683752], [50614788], [4946342], [-66766746], [-92859120], [-62179520], [-52396332], [89568658], [94457180], [50557544], [108395178], [-72794372], [84509664], [-60806350], [-57180366], [84863508], [-57666168], [-43822236], [55033220], [-89499248], [87949118], [-39559506], [160722552], [82349512], [78933084], [-34183468], [51019344], [-78276158], [-104437854], [-104077032], [-180401494], [183988554], [-135176148], [-111151114], [35388508], [24678738], [102038758], [16592440], [-90300828], [58884902], [31358194], [-50403282], [-17135716], [-109142010], [145435962], [217276876], [34810626], [88169246], [-104448620], [18036166], [-127777960], [-86618546], [-129914768], [124533516], [-158124082], [59282858], [-74600340], [-140748432], [35859680], [112601832], [-194050570], [-157434596], [184801104], [47957326], [86917458], [79612448], [-26687934], [37892550], [-55124460], [-230903034], [-237963180], [198699394], [-120638442], [-280168024], [-271671582], [314239860], [-50615852], [-169836650], [121845978], [165519560], [280374708], [106271828], [-314137154], [282596892], [269653454], [245242968], [-267256694], [-224602032], [274803966], [-129917454], [119094868], [96145992], [-10248694], [-268974132], [380189904], [-338688770], [-256543950], [-67703476], [228632518], [-81075834], [253261384], [181632966], [-328443118], [59611340], [-327209684], [-344787168], [177756066], [29330222], [-402617526], [68534312], [173703300], [-359802412], [260819244], [93198926], [218038782], [-117341686], [-16163480], [-171839174], [9740022], [56169582], [-225865120], [-105100518], [-60300756], [214202918], [335148844], [205006368], [-262532862], [-114689620], [-82573130], [-344564778], [-214957112], [-280015066], [-64262394], [-536671488], [34643412], [133340286], [-13732392], [109198570], [-289362678], [-255576240], [-129080940], [-279872732], [389435062], [-435560790], [156936112], [475554746], [34835916], [-483381916], [-45054672], [-3584418], [531304640], [480935842], [244960764], [473633568], [-406618274], [297322722], [373236934], [30900918], [-19103226], [-118841312], [-359587938], [650502188], [622609128], [16848968], [194291434], [4410268], [542804304], [159539522], [-640721694], [116268372], [605144452], [-284134776], [183521062], [193659752], [-632961798], [564867620], [59527086], [-118691506], [394865550], [224410888], [644836566], [-635837490], [-17110096], [-168228014], [371278434], [69505444], [604745292], [720944878], [-142904046], [661129740], [-265467316], [-450993482], [-431408106], [261454464], [-198750992], [189979902], [673839624], [-85286058], [-870776246], [-112161072], [274409268], [214654678], [-609534582], [-369797916], [395106714], [-812417740], [-120774984]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 13510798982774934, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '150.6.a.d', 'level': 150, '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': [2, 3, 2, 2, 2, 2, 1, 3], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [13, 16, 16, 15, 16, 15, 17, 13], 'Nk2': 5400, 'analytic_conductor': 24.057572971947096, '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': [150, 1, [101, 127], [1, 1]], 'conrey_index': 1, 'cusp_dim': 138, 'dim': 17, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 100663446, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2], 'label': '150.6.a', 'level': 150, '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, 5], 'level_radical': 30, 'mf_dim': 162, 'mf_new_dim': 17, 'num_forms': 15, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 17, 'sturm_bound': 180, 'trace_bound': 7, 'trace_display': [-4, -9, 0, -372], 'traces': [17, -4, -9, 272, 0, 36, -372, -64, 1377, 0, -652, -144, 114, -1056, 0, 4352, 3558, -324, -5492, 0, 360, 3072, 5424, 576, 0, -2440, -729, -5952, 13542, 0, 15952, -1024, -7128, 19944, 0, 22032, 3378, 1840, 342, 0, -1030, 11088, -22476, -10432, 0, 8736, 7248, -2304, 36585, 0, 35010, 1824, 33234, 2916, 0, -16896, 14940, 12120, 8980, 0, 108598, -3008, -30132, 69632, 0, 9648, 49188, 56928, 16056, 0, -102072, -5184, -72726, -10344, 0, -87872, -107904, 6984, -151856, 0, 111537, -53928, -39996, 5760, 0, -126672, 114750, 49152, 47114, 0, 60704, 86784, -86688, -33408, 0, 9216, -126342, 46812, -52812, 0, -270818, -61992, -996, -39040, 0, -68616, -55572, -11664, -104810, 0, 169758, -95232, 405294, 101232, 0, 216672, 9234, -16320, -812096, 0, -832771, 262312, 55782, 255232, 0, -85536, -222972, -16384, -497196, 0, -152772, -114048, -192720, -567536, 0, 319104, -219882, 108864, 418708, 0, -322128, -93888, -540192, 352512, 0, -180120, 178767, 54048, 2133742, 0, -1261808, 29440, 288198, -2016, 0, 5472, -526782, -833600, -619002, 0, 2677888, -26244, 667764, -16480, 0, -279120, 450528, 177408, -1409265, 0, -444852, -359616, -126726, 858168, 0, -166912, 294840, 476280, 323692, 0, 598990, 940832, 272682, 139776, 0, 385344, 1588896, 115968, 29160, 0, 3150336, -36864, -697326, -3239864, 0, 585360, -443982, 248832, 991504, 0, -1571940, -678408, -845640, 560160, 0, 647008, 439344, 29184, 4619760, 0, 1289548, 531744, -723168, 2437008, 0, 46656, 326976, -853400, -1293318, 0, -2214996, -1301112, -1116, -270336, 0, -1980120, -1376292, 239040, -1241810, 0, 2673144, 193920, 1322334, -197640, 0, 143680, 1422720, -1051296, 2335232, 0, 1074994, 2702828, -59049, 1737568, 0, 107496, 217320, -48128, -1223028, 0, -1273644, -482112, 1382688, -6050688, 0, 1114112, -1873362, -279216, -3306928, 0, 1096902, -1777728, 4648224, 154368, 0, -642368, 287550, 787008, -3179658, 0, -3929000, 910848, -2028168, 1632264, 0, 256896, 1702818, -617360, 1292112, 0, -11299158, -1959552, -2737476, -1633152, 0, 3684192, -5028744, -82944, 205235, 0, -1663902, -1163616, 1955154, 5929956, 0, -165504, -577368, -613800, 7667664, 0, 5671736, 2542912, -69498, -1405952, 0, 1615464, 923628, -1726464, -3569616, 0, -1980072, 111744, -1572246, -4239944, 0, -2429696, -6083862, -39096, -6190560, 0, -2809404, -1062528, 215160, 1784592, 0, -7548272, 1594170, -862848, 330416, 0, -926156, -639936, 273618, -1413408, 0, 92160, 5265378, 1607268, -5700078, 0, 24656, 149040, 2608920, -2026752, 0, 3417912, -388572, 1836000, -11334770, 0, 27702, 786432, -592266, 2934000, 0, 753824, 2894184, 7827360, 11158488, 0, 1604805, 449032, -3185037, 971264, 0, -1774152, 1458948, 1388544, -83430, 0, 22330560, -1387008, -4751046, -2998816, 0, -534528, 1954260, 898128, 17472628, 0, 5236632, 3946272, -1066656, 147456, 0, -9405048, -1820556, -2021472, -23218, 0, -1217712, 748992, 2429352, 17956920, 0, -844992, -5942502, -2737280, -9237312, 0, 9729250, -4153392, -2155872, -4333088, 0, 5143968, 7433376, -991872, 1801258, 0, -5848470, -15936, -5475840, 707616, 0, -624640, -3307140, 1305600, -2798980, 0, -11920922, 3654352, 587088, -1097856, 0, -1134432, 9211656, -889152, 15743592, 0, -3809392, -186624, 2251554, 642560, 0, -1676960, -4410240, 1752264, -16676816, 0, 2963385, -7870128, -8730396, 2716128, 0, 36829056, -319410, -1523712, 3375762, 0, 36424296, 6484704, -201168, -10599792, 0, 1619712, -811662, -3465560, 2835810, 0, -17012682, 3856896, 11573724, 3466752, 0, -11642040, 4084308, 147744, 23440424, 0, -25433082, -261120, 4905888, -3904704, 0, -12993536, 2691954, -598560, -2207872, 0, -21009580, -1313288, 4823712, -13324336, 0, 236196, -9863292, 4196992, -12593556, 0, 13864020, 892512, -3346020, 31255264, 0, 4083712, -8406144, -1137456, -48258212, 0, 17383032, 3662112, -4661736, -1368576, 0, 16077632, 2640033, -3567552, 11822022, 0, -22061896, -262144, 1210140, 10185576, 0, -7955136, 6571296, -3556576, 4687830, 0, 12747322, 981720, 2527644, -2444352, 0, -15131424, 5166816, -1824768, 29076953, 0, 727380, -3083520, 6661428, -22157784, 0, -9080576, -6093360, 1173720, -24999804, 0, 10430518, -16199648, 8900802, 5105664, 0, 3578112, -7304532, -3518112, 8796438, 0, -7773288, 1741824, 3947520, -30510504, 0, 6699328, -2976102, -243648, 44973560, 0, 1366344, 10305912, -12529476, -5154048, 0, -27738320, -2440692, -1502208, -39155686, 0, -42017852, -8643072, -9167688, 7041792, 0, 5640192, -33438822, 21443252, 27374850, 0, -55268816, 7727688, -11839392, -2881920, 0, -6346056, 31372908, 2860272, -30231736, 0, 18346374, 864768, 18334014, 781488, 0, 34139872, 2753280, -6048384, -30734952, 0, 48948562, -15216448, 3984228, -20188928, 0, 11798424, 6741948, 471040, -12731688, 0, 28878528, 4611168, 6561714, 47785232, 0, -32256, 22073358, -10742256, -8636108, 0, 1300536, 108672, 6404760, 87552, 0, -55069080, -2708640, -8428512, -17438228, 0, -30792296, -13337600, -25154028, -74832072, 0, -9904032, -149502, 3772800, -8267832, 0, -38722702, 15668208, -3715116, 42846208, 0, 26464032, -4503912, -419904, 44455080, 0, 16275168, 10684224, 25121274, -11973960, 0, -263680, -5890806, 3513984, 60046924, 0, 32618470, -18054128, 15163092, -4465920, 0, -837864, -35386560, 7208448, 14569776, 0, 224296, 2838528, -21883326, 25568904, 0, -22548240, -2003742, -14759496, 41458232, 0, 15175476, 1330944, -26253636, -7117632, 0, 23876544, -19794150, -5753856, 13611828, 0, 66302860, -2027616, -8740224, 52130736, 0, 13730688, 32111676, -7900760, 52335162, 0, -2764570, 565704, 29474280, -2670592, 0, 40168488, 17917656, 4717440, 43918414, 0, -12300336, 7620480, 25612608, -19953792, 0, 5179072, 13123080, -17124000, -142506400, 0, -86285224, 2261196, 19833102, 9583840, 0, -20388780, -1187772, 15053312, 9034497, 0, 12094936, 4362912, -14196246, 12113856, 0, 2236416, 45737376, -4368168, 29581564, 0, 67945536, 33322272, -44754216, 6165504, 0, 80036888, -3239676, 25422336, -113087040, 0, -11885792, 1855488, 4961952, -100617264, 0, 466560, -289662, -7722320, -20129328, 0, 23939322, 4871088, 34340040, 50405376, 0, -2356224, 9595200, -589824, -82706534, 0, -80097822, -11157216, -15083646, -10260432, 0, -51837824, -1433736, -11196840, 54205272, 0, 32989296, 1510272, 9294750, 9365760, 0, -28313712, -2105772, -7103712, -25446024, 0, 80924784, 3981312, -18451572, 83915448, 0, 15864064, -27011862, 9380160, 83889216, 0, 3816234, -18511848, -63783552, -25151040, 0, 65808064, -12767490, -10854528, 109810698, 0, -6966764, -13530240, 9481032, 28750944, 0, 8962560, 5413200, 7912600, 4917024, 0, -48458978, -580392, 23521524, 10352128, 0, -167423520, -33552012, 7029504, -22944626, 0, -73775682, 466944, 13835286, -43419888, 0, 73916160, -7021728, 24034560, 90551512, 0, 120613055, -35248088, 10748862, 20632768, 0, -2706048, -25744836, 8507904, 122221332, 0, -10624112, -11570688, -17682846, -88535616, 0, 38992128, 21124398, 19579968, -111770252, 0, -1312704, 28043712, -56770296, 746496, 0, -146686392, -37858923, 5231616, -159660000, 0, -127190776, -13654400, -10233702, 59624640, 0, -20693088, 43064898, 41597440, -38073402, 0, -68329854, 3791772, 26366004, -35439936, 0, 14375280, 24602208, -20817792, -148951144, 0, -4277772, -17856, 47794560, 40842648, 0, -4325376, 1899936, 39659160, -165250464, 0, 125462460, 31371264, 25530192, -31681920, 0, -2699136, -14614332, -22020672, -21936258, 0, 238769904, 3824640, -8498592, 29927784, 0, -19868960, 4357056, -5021352, -24983288, 0, -43198308, -8102088, -12101472, 42770304, 0, -102417472, -80676, 3102720, 95860002, 0, -251030388, 21157344, -54772848, -65875920, 0, -3162240, -39611982, -35358016, -53841798, 0, -223618138, -12273912, 20704608, 2298880, 0, 84367872, 10295868, 22763520, 139954556, 0, 30584646, -16820736, 17542614, -5557896, 0, 37363712, -6784560, -35819040, 233114064, 0, 23493081, -43725328, -4501332, 17199904, 0, 91709568, -71897892, 43245248, -16039512, 0, 72862500, -944784, -78251280, -104759584, 0, 27801088, -90658122, -9411696, 54909240, 0, -8489610, -13865568, 46771704, 1719936, 0, 59867568, -21495456, 3477120, 66313744, 0, 140460280, -770048, -2785068, 108021504, 0, -19568448, 116224698, -44525840, 13750398, 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: 127943
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '6.6.a.a', 'target_level': 6, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 127944
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '18.6.a.b', 'target_level': 18, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 127945
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '48.6.a.c', 'target_level': 48, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 127946
    {'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '144.6.a.j', 'target_level': 144, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 127947
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '150.6.a.d', 'target_level': 150, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 127948
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '150.6.c.b', 'target_level': 150, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 127949
    {'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '162.6.c.e', 'target_level': 162, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '45.j', 'twisting_char_orbit': 10, 'weight': 6}
  • id: 127950
    {'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '162.6.c.h', 'target_level': 162, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '45.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 127951
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '192.6.a.g', 'target_level': 192, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 127952
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '192.6.a.o', 'target_level': 192, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 127953
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '294.6.a.m', 'target_level': 294, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 127954
    {'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '294.6.e.a', 'target_level': 294, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '35.i', 'twisting_char_orbit': 9, 'weight': 6}
  • id: 127955
    {'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '294.6.e.g', 'target_level': 294, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '35.j', 'twisting_char_orbit': 10, 'weight': 6}
  • id: 127956
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '450.6.a.m', 'target_level': 450, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 127957
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '450.6.c.j', 'target_level': 450, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 127958
    {'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '576.6.a.i', 'target_level': 576, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '120.m', 'twisting_char_orbit': 13, 'weight': 6}
  • id: 127959
    {'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '576.6.a.j', 'target_level': 576, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '120.i', 'twisting_char_orbit': 9, 'weight': 6}
  • id: 127960
    {'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '726.6.a.a', 'target_level': 726, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 127961
    {'conductor': 80, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '768.6.d.c', 'target_level': 768, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '80.q', 'twisting_char_orbit': 17, 'weight': 6}
  • id: 127962
    {'conductor': 80, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '768.6.d.p', 'target_level': 768, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '80.k', 'twisting_char_orbit': 11, 'weight': 6}
  • id: 127963
    {'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '882.6.a.a', 'target_level': 882, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 127964
    {'conductor': 65, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.6.a.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1014.6.a.c', 'target_level': 1014, 'twist_class_label': '6.6.a.a', 'twist_class_level': 6, 'twisting_char_label': '65.d', 'twisting_char_orbit': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 398750
    {'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 2}
  • id: 398751
    {'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 3}
  • id: 398752
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 5}
  • id: 398753
    {'charpoly_factorization': [[[176, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 7}
  • id: 398754
    {'charpoly_factorization': [[[60, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 11}
  • id: 398755
    {'charpoly_factorization': [[[-658, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 13}
  • id: 398756
    {'charpoly_factorization': [[[-414, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 17}
  • id: 398757
    {'charpoly_factorization': [[[-956, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 19}
  • id: 398758
    {'charpoly_factorization': [[[600, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 23}
  • id: 398759
    {'charpoly_factorization': [[[-5574, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 29}
  • id: 398760
    {'charpoly_factorization': [[[3592, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 31}
  • id: 398761
    {'charpoly_factorization': [[[-8458, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 37}
  • id: 398762
    {'charpoly_factorization': [[[-19194, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 41}
  • id: 398763
    {'charpoly_factorization': [[[13316, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 43}
  • id: 398764
    {'charpoly_factorization': [[[-19680, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 47}
  • id: 398765
    {'charpoly_factorization': [[[-31266, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 53}
  • id: 398766
    {'charpoly_factorization': [[[-26340, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 59}
  • id: 398767
    {'charpoly_factorization': [[[31090, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 61}
  • id: 398768
    {'charpoly_factorization': [[[-16804, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 67}
  • id: 398769
    {'charpoly_factorization': [[[-6120, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 71}
  • id: 398770
    {'charpoly_factorization': [[[-25558, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 73}
  • id: 398771
    {'charpoly_factorization': [[[-74408, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 79}
  • id: 398772
    {'charpoly_factorization': [[[-6468, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 83}
  • id: 398773
    {'charpoly_factorization': [[[32742, 1], 1]], 'hecke_orbit_code': 13510798982774934, 'p': 89}
  • id: 398774
    {'charpoly_factorization': [[[166082, 1], 1]], 'hecke_orbit_code': 13510798982774934, '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': 4, 'label': '150.6.a.d', 'level': 150, '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: 35130289
    {'hecke_orbit_code': 13510798982774934, 'n': 1, 'trace_an': 1}
  • id: 35130290
    {'hecke_orbit_code': 13510798982774934, 'n': 2, 'trace_an': -4}
  • id: 35130291
    {'hecke_orbit_code': 13510798982774934, 'n': 3, 'trace_an': 9}
  • id: 35130292
    {'hecke_orbit_code': 13510798982774934, 'n': 4, 'trace_an': 16}
  • id: 35130293
    {'hecke_orbit_code': 13510798982774934, 'n': 5, 'trace_an': 0}
  • id: 35130294
    {'hecke_orbit_code': 13510798982774934, 'n': 6, 'trace_an': -36}
  • id: 35130295
    {'hecke_orbit_code': 13510798982774934, 'n': 7, 'trace_an': -176}
  • id: 35130296
    {'hecke_orbit_code': 13510798982774934, 'n': 8, 'trace_an': -64}
  • id: 35130297
    {'hecke_orbit_code': 13510798982774934, 'n': 9, 'trace_an': 81}
  • id: 35130298
    {'hecke_orbit_code': 13510798982774934, 'n': 10, 'trace_an': 0}
  • id: 35130299
    {'hecke_orbit_code': 13510798982774934, 'n': 11, 'trace_an': -60}
  • id: 35130300
    {'hecke_orbit_code': 13510798982774934, 'n': 12, 'trace_an': 144}
  • id: 35130301
    {'hecke_orbit_code': 13510798982774934, 'n': 13, 'trace_an': 658}
  • id: 35130302
    {'hecke_orbit_code': 13510798982774934, 'n': 14, 'trace_an': 704}
  • id: 35130303
    {'hecke_orbit_code': 13510798982774934, 'n': 15, 'trace_an': 0}
  • id: 35130304
    {'hecke_orbit_code': 13510798982774934, 'n': 16, 'trace_an': 256}
  • id: 35130305
    {'hecke_orbit_code': 13510798982774934, 'n': 17, 'trace_an': 414}
  • id: 35130306
    {'hecke_orbit_code': 13510798982774934, 'n': 18, 'trace_an': -324}
  • id: 35130307
    {'hecke_orbit_code': 13510798982774934, 'n': 19, 'trace_an': 956}
  • id: 35130308
    {'hecke_orbit_code': 13510798982774934, 'n': 20, 'trace_an': 0}
  • id: 35130309
    {'hecke_orbit_code': 13510798982774934, 'n': 21, 'trace_an': -1584}
  • id: 35130310
    {'hecke_orbit_code': 13510798982774934, 'n': 22, 'trace_an': 240}
  • id: 35130311
    {'hecke_orbit_code': 13510798982774934, 'n': 23, 'trace_an': -600}
  • id: 35130312
    {'hecke_orbit_code': 13510798982774934, 'n': 24, 'trace_an': -576}
  • id: 35130313
    {'hecke_orbit_code': 13510798982774934, 'n': 25, 'trace_an': 0}
  • id: 35130314
    {'hecke_orbit_code': 13510798982774934, 'n': 26, 'trace_an': -2632}
  • id: 35130315
    {'hecke_orbit_code': 13510798982774934, 'n': 27, 'trace_an': 729}
  • id: 35130316
    {'hecke_orbit_code': 13510798982774934, 'n': 28, 'trace_an': -2816}
  • id: 35130317
    {'hecke_orbit_code': 13510798982774934, 'n': 29, 'trace_an': 5574}
  • id: 35130318
    {'hecke_orbit_code': 13510798982774934, 'n': 30, 'trace_an': 0}
  • id: 35130319
    {'hecke_orbit_code': 13510798982774934, 'n': 31, 'trace_an': -3592}
  • id: 35130320
    {'hecke_orbit_code': 13510798982774934, 'n': 32, 'trace_an': -1024}
  • id: 35130321
    {'hecke_orbit_code': 13510798982774934, 'n': 33, 'trace_an': -540}
  • id: 35130322
    {'hecke_orbit_code': 13510798982774934, 'n': 34, 'trace_an': -1656}
  • id: 35130323
    {'hecke_orbit_code': 13510798982774934, 'n': 35, 'trace_an': 0}
  • id: 35130324
    {'hecke_orbit_code': 13510798982774934, 'n': 36, 'trace_an': 1296}
  • id: 35130325
    {'hecke_orbit_code': 13510798982774934, 'n': 37, 'trace_an': 8458}
  • id: 35130326
    {'hecke_orbit_code': 13510798982774934, 'n': 38, 'trace_an': -3824}
  • id: 35130327
    {'hecke_orbit_code': 13510798982774934, 'n': 39, 'trace_an': 5922}
  • id: 35130328
    {'hecke_orbit_code': 13510798982774934, 'n': 40, 'trace_an': 0}
  • id: 35130329
    {'hecke_orbit_code': 13510798982774934, 'n': 41, 'trace_an': 19194}
  • id: 35130330
    {'hecke_orbit_code': 13510798982774934, 'n': 42, 'trace_an': 6336}
  • id: 35130331
    {'hecke_orbit_code': 13510798982774934, 'n': 43, 'trace_an': -13316}
  • id: 35130332
    {'hecke_orbit_code': 13510798982774934, 'n': 44, 'trace_an': -960}
  • id: 35130333
    {'hecke_orbit_code': 13510798982774934, 'n': 45, 'trace_an': 0}
  • id: 35130334
    {'hecke_orbit_code': 13510798982774934, 'n': 46, 'trace_an': 2400}
  • id: 35130335
    {'hecke_orbit_code': 13510798982774934, 'n': 47, 'trace_an': 19680}
  • id: 35130336
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  • id: 35130526
    {'hecke_orbit_code': 13510798982774934, 'n': 859, 'trace_an': -33566284}
  • id: 35130527
    {'hecke_orbit_code': 13510798982774934, 'n': 863, 'trace_an': -39019104}
  • id: 35130528
    {'hecke_orbit_code': 13510798982774934, 'n': 877, 'trace_an': 18138178}
  • id: 35130529
    {'hecke_orbit_code': 13510798982774934, 'n': 881, 'trace_an': 30531186}
  • id: 35130530
    {'hecke_orbit_code': 13510798982774934, 'n': 883, 'trace_an': 43553284}
  • id: 35130531
    {'hecke_orbit_code': 13510798982774934, 'n': 887, 'trace_an': 13415160}
  • id: 35130532
    {'hecke_orbit_code': 13510798982774934, 'n': 907, 'trace_an': -3108164}
  • id: 35130533
    {'hecke_orbit_code': 13510798982774934, 'n': 911, 'trace_an': 1190352}
  • id: 35130534
    {'hecke_orbit_code': 13510798982774934, 'n': 919, 'trace_an': -47199616}
  • id: 35130535
    {'hecke_orbit_code': 13510798982774934, 'n': 929, 'trace_an': 1335954}
  • id: 35130536
    {'hecke_orbit_code': 13510798982774934, 'n': 937, 'trace_an': -14723786}
  • id: 35130537
    {'hecke_orbit_code': 13510798982774934, 'n': 941, 'trace_an': -26919642}
  • id: 35130538
    {'hecke_orbit_code': 13510798982774934, 'n': 947, 'trace_an': 3731604}
  • id: 35130539
    {'hecke_orbit_code': 13510798982774934, 'n': 953, 'trace_an': -21873546}
  • id: 35130540
    {'hecke_orbit_code': 13510798982774934, 'n': 961, 'trace_an': -15726687}
  • id: 35130541
    {'hecke_orbit_code': 13510798982774934, 'n': 967, 'trace_an': -17602496}
  • id: 35130542
    {'hecke_orbit_code': 13510798982774934, 'n': 971, 'trace_an': 16731684}
  • id: 35130543
    {'hecke_orbit_code': 13510798982774934, 'n': 977, 'trace_an': -55538178}
  • id: 35130544
    {'hecke_orbit_code': 13510798982774934, 'n': 983, 'trace_an': 38678424}
  • id: 35130545
    {'hecke_orbit_code': 13510798982774934, 'n': 991, 'trace_an': 9584984}
  • id: 35130546
    {'hecke_orbit_code': 13510798982774934, 'n': 997, 'trace_an': 10365034}