Newform data - 450.6.a.n

Formats: - HTML - YAML - JSON - 2024-05-06T00:49:32.720076

• 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': 16200, 'analytic_conductor': 72.17271891584129, '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': [450, 1, [101, 127], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [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, [142, 1]], [11, [777, 1]], [17, [-27, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58546795256480194, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '450.6.a.n', 'level': 450, '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': '50.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+2^{4}q^{4}-142q^{7}+2^{6}q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '450.6.a', 'trace_display': [4, 0, 0, -142], 'trace_hash': 57735746284371383, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.999', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.969', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.888', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 4, 0, 16, 0, 0, -142, 64, 0, 0, -777, 0, 884, -568, 0, 256, 27, 0, 1145, 0, 0, -3108, -1854, 0, 0, 3536, 0, -2272, 4920, 0, 1802, 1024, 0, 108, 0, 0, 13178, 4580, 0, 0, 15123, 0, 7844, -12432, 0, -7416, 6732, 0, 3357, 0, 0, 14144, -3414, 0, 0, -9088, 0, 19680, -33960, 0, 47402, 7208, 0, 4096, 0, 0, -13177, 432, 0, 0, 7548, 0, -59821, 52712, 0, 18320, 110334, 0, 75830, 0, 0, 60492, -46299, 0, 0, 31376, 0, -49728, 30585, 0, -125528, -29664, 0, 26928, 0, 0, 104018, 13428, 0, 0, 23898, 0, -22636, 56576, 0, -13656, -60633, 0, -7090, 0, 0, -36352, 128841, 0, 0, 78720, 0, -135840, -3834, 0, 442678, 189608, 0, 28832, 0, 0, 141338, 16384, 0, 0, -80052, 0, -162590, -52708, 0, 1728, -32253, 0, 394865, 0, 0, 30192, -686868, 0, 0, -239284, 0, 210848, 491400, 0, 200402, 73280, 0, 441336, 0, 0, -22942, 303320, 0, 0, 263268, 0, -336241, 241968, 0, -185196, -59748, 0, 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40541264, 232728912, 0, 0, -20493312, 0, -42644700, -24566025, 0, -332787546, 90640508, 0, 105373824, 0, 0, 26332308, 778464, 0, 0, -131750952, 0, -78740641, -113828336, 0, -47984432, -294319320, 0, -297237044, 0, 0, -283536408, 649207587, 0, 0, 155186336, 0, -41623040, 128622045, 0, -37454548, 213899712, 0, -323287944, 0, 0, 64788653, -29819320, 0, 0, -238352052, 0, -62035006, -13493248, 0, 259343040, 147522945, 0, 279209914, 0, 0, -114478080, -352540314, 0, 0, -41734224, 0, -163713264, 3816126, 0, 182631602, -49924512, 0, 7980032, 0, 0, 527053086, 71769728, 0, 0, -52817232, 0, -51629922, -161794288, 0, 442368, -85100316, 0, 333192455, 0, 0, 274567692, -447524880, 0, 0, 25809176, 0, 48043088, 24786300, 0, 102433972, -8256768, 0, 285149028, 0, 0, 34361080, 13031056, 0, 0, 13601496, 0, -266417836, 90134400, 0, -77476656, 343627542, 0, -184025183, 0, 0, -172285760, -405507084, 0, 0, -38291968, 0, -227225040, 14533416, 0, 300603452, -74274984, 0, 101085440, 0, 0, -2161404, 203796672, 0, 0, -192849372, 0, 542843280, -149344408, 0, 110945536, 377300622, 0, -284928010, 0, 0, -155536800, -346254969, 0, 0, 213757316, 0, 97951872, 53655264, 0, 415189277, 95533056, 0, -24895512, 0, 0, 624663556, 107446820, 0, 0, -4389930, 0, -107797442, -115008064, 0, 70352688, 341287752, 0, -135568480, 0, 0, 7729152, 386992446, 0, 0, 148304880, 0, -1423116, -26779416, 0, -173106073, 190984888, 0, -62325568, 0, 0, -5979022, -175838208, 0, 0, 373083600, 0, 95761544, 94987024, 0, -137437824, 162234207, 0, 506866310, 0, 0, 163192992, 22599324, 0, 0, -278226244, 0, 116706608, -179380110, 0, 236290052, -90824192, 0, 108148560, 0, 0, -186087734, 217101160, 0, 0, 329193921, 0, -44306892, 105191328, 0, 67732164, 7067580, 0, -870831, 0, 0, 42442848, 27991626, 0, 0, -61256704, 0, 33936864, 210759660, 0, 173956652, 10065308, 0, -48287616, 0, 0, -306382657, 139651152, 0, 0, -461117352, 0, -402041432, 188447364, 0, 33012640, -284716758, 0, 114224374, 0, 0, 304758792, 10661355, 0, 0, -232972584, 0, 53977088, 41967144, 0, -248702773, 209540496, 0, -67351812, 0, 0, 375691538, 297620640, 0, 0, 244701498, 0, -436072876, 125798400, 0, -331809576, 198821868, 0, -318683710, 0, 0, -104891904, -141547419, 0, 0, 208269600, 0, 22035720, -221741100, 0, -327626899, -168599092, 0, -159039568, 0, 0, -227791080, -71286272, 0, 0, 323976723, 0, 161832010, 815184, 0, 51302912, -529737198, 0, -513577080, 0, 0, -34475328, 342590196, 0, 0, -238810264, 0, 250300928, -409415394, 0, -18545436, 18759680, 0, -129163692, 0, 0, -227271622, 25318224, 0, 0, 74769573, 0, -180844100, 95217408, 0, -126494616, 104044482, 0, 136645660, 0, 0, 149406944, -309404508, 0, 0, -125841088, 0, 270649080, -273060660, 0, 112413582, -71647792, 0, 112982016, 0, 0, -175116877, 81068832, 0, 0, 401947188, 0, 312826979, -32908288, 0, 220272320, -461473488, 0, -173646506, 0, 0, -6460668, 378615432, 0, 0, -400437828, 0, 38355072, -91659540, 0, -22983048, -69489120, 0, 154369920, 0, 0, -977164524, -70890100, 0, 0, 716860446, 0, -417141736, -46167424, 0, -4541160, 13144860, 0, -738609404, 0, 0, -5873152, -139314780, 0, 0, 5692896, 0, 18422160, -158337060, 0, -393996523, 367807648, 0, 33129632, 0, 0, 165440508, 77649920, 0, 0, -617148852, 0, 13267800, 258325264, 0, -6550272, -266382240, 0, 338398865, 0, 0, 109006584, -357768444, 0, 0, -60350660, 0, 47481408, 41480100, 0, 318987152, -244661760, 0, 439362648, 0, 0, -313600642, -129197080, 0, 0, -599633112, 0, 640227798, 286582368, 0, -349419696, 5410854, 0, 595129384, 0, 0, -274261696, -83430798, 0, 0, 67396608, 0, 79436040, 239362095, 0, 150478200, 13186208, 0, 1978560, 0, 0, -28199600, 135803712, 0, 0, 354523398, 0, 137317019, 85323272, 0, 422190720, -11460798, 0, -238871214, 0, 0, 328438392, -36929685, 0, 0, -58613344, 0, -86077696, 411646215, 0, -459306668, 39276576, 0, -445866132, 0, 0, 83311298, 11916072, 0, 0, -694225002, 0, 371821288, 61943808, 0, 84503328, 99467544, 0, -431980920, 0, 0, -61180416, -12022449, 0, 0, 94649040, 0, 96376920, -617597760, 0, 452120425, 131159108, 0, 69295232, 0, 0, 434096768, 83870528, 0, 0, -406819329, 0, -197430410, -226541848, 0, -47410176, 7219017, 0, -306184240, 0, 0, -875296716, -32102034, 0, 0, 56539552, 0, -145946880, -619434, 0, 6882752, -15295488, 0, -243273264, 0, 0, -133544512, -80040896, 0, 0, 162160308, 0, 591837824, -589301664, 0, 8189640, -208311378, 0, 522584315, 0, 0, -146237536, -304609044, 0, 0, -51481408, 0, 34569840, -510794175, 0, -788321138, 474581608, 0, 105001728, 0, 0, 707020283, -73156608, 0, 0, 575272398, 0, 275719709, 251847360, 0, -236328896, -786463860, 0, -686708380, 0, 0, 149261292, 491744580, 0, 0, 132485760, 0, -89609856, -213642705, 0, -130677823, -245154384, 0, 83204808, 0, 0, 7108236, 417262908, 0, 0, 11829198, 0, -374526932, 122233600, 0, -245989416, -199275771, 0, -19694800, 0, 0, 32129024, -173931189, 0, 0, -48287616, 0, 385284624, 55114170, 0, 87899679, -457265992, 0, 112407632, 0, 0, -562480252, 15538176, 0, 0, -9078507, 0, -228618720, -273980180, 0, 184525248, 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-128540672, 0, 48524256, 0, 0, -622819402, -223216660, 0, 0, -262040652, 0, 999287740, 3388608, 0, 505329720, 814777062, 0, 117578160, 0, 0, 205246784, 255180390, 0, 0, -268227328, 0, 455581776, 21344085, 0, 1638792, -603667192, 0, -30375936, 0, 0, 36571816, 163816464, 0, 0, 1111729008, 0, 6246389, 240646264, 0, -199255360, 456661992, 0, 1389835440, 0, 0, 428221092, -148894584, 0, 0, -105966304, 0, 31026432, 80437005, 0, 958299677, 421195296, 0, -681518712, 0, 0, 180141520, -428494540, 0, 0, -871329354, 0, -26268590, 207011456, 0, -315437376, -111369120, 0, 159128514, 0, 0, -5370624, -904672983, 0, 0, 137758176, 0, 408629700, -570121350, 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

  
  {'an': [[1], [4], [0], [16], [0], [0], [-142], [64], [0], [0], [-777], [0], [884], [-568], [0], [256], [27], [0], [1145], [0], [0], [-3108], [-1854], [0], [0], [3536], [0], [-2272], [4920], [0], [1802], [1024], [0], [108], [0], [0], [13178], [4580], [0], [0], [15123], [0], [7844], [-12432], [0], [-7416], [6732], [0], [3357], [0], [0], [14144], [-3414], [0], [0], [-9088], [0], [19680], [-33960], [0], [47402], [7208], [0], [4096], [0], [0], [-13177], [432], [0], [0], [7548], [0], [-59821], [52712], [0], [18320], [110334], [0], [75830], [0], [0], [60492], [-46299], [0], [0], [31376], [0], [-49728], [30585], [0], [-125528], [-29664], [0], [26928], [0], [0], [104018], [13428], [0], [0]], 'ap': [[4], [0], [0], [-142], [-777], [884], [27], [1145], [-1854], [4920], [1802], [13178], [15123], [7844], [6732], [-3414], [-33960], [47402], [-13177], [7548], [-59821], [75830], [-46299], [30585], [104018], [23898], [-22636], [-60633], [-7090], [128841], [141338], [-80052], [-32253], [394865], [491400], [200402], [-22942], [-336241], [-59748], [60696], [7995], [-454798], [428298], [-835531], [-678318], [-31900], [-423673], [398204], [1257612], [203780], [-823974], [555960], [523577], [-113127], [-872958], [1646466], [-1788720], [1121402], [-598312], [1530498], [-1797001], [-754494], [-1966267], [599298], [-721366], [-102348], [1310477], [-804397], [2883207], [1273550], [-2830614], [981090], [-4191052], [3234554], [1390355], [-1141974], [-3462990], [5940068], [2274123], [-4295515], [-1797045], [-257548], [-2229102], [-4205851], [352640], [-1283619], [2103975], [825233], [-4501452], [-1442116], [-393348], [9176970], [6605978], [-38052], [6856700], [-8200164], [-4065810], [-5284077], [2533829], [498752], [3002693], [12737292], [5970816], [9269055], [-3895348], [7294163], [8728197], [13096281], [13016850], [-9939973], [15643808], [9337934], [5066802], [13767020], [2070602], [17911398], [-17141356], [8487732], [2454786], [5915565], [4330952], [-9139846], [-4572288], [-15322149], [7025477], [-7911252], [-15448540], [-23054370], [16290488], [12827924], [-12453460], [26324706], [-17499448], [3463808], [12617523], [5708045], [-12082704], [-13763572], [8777382], [10204590], [-1173748], [19806198], [-30672196], [-25551963], [-9194020], [15690960], [1601114], [16461267], [19673585], [-36806784], [-26959612], [-34733502], [21618749], [-4481628], [-33663892], [1031748], [4101470], [-7716030], [43845803], [10021548], [-27952968], [23181111], [-1584352], [-34455177], [29359887], [-8939574], [-17889898], [33051668], [-53739715], [-33069984], [25175205], [48729002], [29268498], [21494099], [46389440], [-10661175], [22660127], [-70884102], [38796584], [-7454830], [-40448572], [68641923], [6452294], [71287257], [-19369164], [-56806260], [-37336102], [53439329], [26861705], [40798248], [-69556561], [16933041], [2516327], [76189698], [-16837953], [-82952394], [-42149773], [-59702566], [-32290923], [-31623654], [67662270], [-17911948], [-8227072], [-17722525], [4605540], [109840662], [-32299270], [-87354924], [19859010], [3296552], [21330818], [82109598], [-14653336], [-111466533], [24094230], [32789777], [-56635462], [37315323], [20801202], [-61497354], [-114316498], [73384700], [-98017785], [-34152946], [108557187], [30527630], [24988401], [-12228840], [-15997732], [-34490427], [50613314], [-55804165], [-150916798], [107055273], [-26491576], [-170379678], [-107123635], [-78859344], [102157425], [23782548], [93348771], [-159909973], [36582194], [-48759100], [181163661], [-41798160], [-180591802], [-124626852], [131563955], [-36258624], [13601168], [-14445627], [25564242], [-88800565], [102308016], [-59977395], [2324552], [-88649437], [161622822], [98417333], [-105796066], [116994177], [125321120], [-150780556], [-174867093], [-102201475], [92166690], [54985698], [161316629], [189021726], [-173304148], [69795443], [2210639], [237606560], [-104739262], [199067324], [-102104853], [-70098760], [-125434498], [47029323], [-90634404], [147709502], [-85708968], [-73341148], [-211547377], [-287168952], [-207326146], [-132888], [74396480], [-12894690], [-200876802], [197124492], [-217409859], [211564473], [-159346276], [219468450], [128658002], [-164851104], [182729820], [95933003], [-102053431], [-189564918], [77848400], [-11840889], [-125638273], [-189555127], [28092012], [275994830], [-299468490], [-58132186], [-134762934], [173269230], [152389623], [-269742376], [-131153628], [319162790], [-24566025], [-131750952], [-78740641], [128622045], [-37454548], [64788653], [-238352052], [-62035006], [-352540314], [182631602], [333192455], [-266417836], [343627542], [-405507084], [300603452], [377300622], [-284928010], [-346254969], [415189277], [341287752], [-135568480], [386992446], [-173106073], [-5979022], [95761544], [162234207], [-179380110], [236290052], [27991626], [210759660], [173956652], [-306382657], [-461117352], [-284716758], [-248702773], [375691538], [244701498], [-436072876], [-318683710], [-141547419], [-221741100], [323976723], [-529737198], [342590196], [-227271622], [74769573], [104044482], [-273060660], [-175116877], [312826979], [-461473488], [-417141736], [-393996523], [-617148852], [338398865], [-357768444], [41480100], [318987152], [-313600642], [239362095], [354523398], [137317019], [411646215], [83311298], [-694225002], [-12022449], [434096768], [7219017], [-306184240], [-32102034], [6882752], [-133544512], [591837824], [-208311378], [522584315], [-304609044], [-510794175], [707020283], [575272398], [275719709], [-686708380], [-213642705], [-130677823], [11829198], [-19694800], [-173931189], [-562480252], [-281503113], [-10669440], [-518789248], [-382511182], [-747511002], [-281776636], [-306988095], [-362736001], [-21890928], [63867981], [591523052], [-101926417], [240479298], [-364115430], [-876715222], [448889007], [383724186], [571876440], [-622819402], [814777062], [21344085], [6246389], [456661992], [-148894584], [80437005], [958299677], [-570121350]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 58546795256480194, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '450.6.a.n', 'level': 450, '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]], 6, 6], [[[2, -1], [3, -1], [5, -1]], 7, 6], [[[2, 1], [3, -1], [5, -1]], 6, 5], [[[2, -1], [3, 1], [5, 1]], 4, 3], [[[2, -1], [3, 1], [5, -1]], 4, 2], [[[2, 1], [3, 1], [5, -1]], 4, 2], [[[2, 1], [3, 1], [5, 1]], 4, 3], [[[2, -1], [3, -1], [5, 1]], 5, 5]], 'ALdims': [4, 4, 6, 6, 4, 4, 5, 7], 'Nk2': 16200, 'analytic_conductor': 72.17271891584129, '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': [450, 1, [101, 127], [1, 1]], 'conrey_index': 1, 'cusp_dim': 426, 'dim': 40, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 17], 'hecke_orbit_code': 100663746, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '450.6.a', 'level': 450, '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': 474, 'mf_new_dim': 40, 'num_forms': 32, 'plus_dim': 19, 'prim_orbit_index': 1, 'relative_dim': 40, 'sturm_bound': 540, 'trace_bound': 7, 'trace_display': [0, 0, 0, 40], 'traces': [40, 0, 0, 640, 0, 0, 40, 0, 0, 0, -162, 0, -140, 880, 0, 10240, -2640, 0, -4246, 0, 0, 0, -2280, 0, 0, 6592, 0, 640, -5652, 0, 10772, 0, 0, -19704, 0, 0, -2420, -19200, 0, 0, 33666, 0, 12040, -2592, 0, -40656, 37200, 0, 162336, 0, 0, -2240, -77640, 0, 0, 14080, 0, 21600, 1200, 0, -50536, -17760, 0, 163840, 0, 0, 1000, -42240, 0, 0, 37608, 0, 141940, 57328, 0, -67936, 79440, 0, -57940, 0, 0, 8640, -180480, 0, 0, 279904, 0, 0, 198606, 0, -452000, -36480, 0, -50112, 0, 0, -99740, -44160, 0, 0, 248904, 0, 81400, 105472, 0, 415008, 373920, 0, 290192, 0, 0, 10240, -111720, 0, 0, -90432, 0, 132960, 217308, 0, 1327210, -390240, 0, 172352, 0, 0, -544520, 0, 0, 0, -127992, 0, -954400, 492280, 0, -315264, 93240, 0, -95782, 0, 0, 661920, 663000, 0, 0, -272168, 0, -38720, -1079292, 0, -237340, -307200, 0, -1230096, 0, 0, 33340, 1195200, 0, 0, -1003512, 0, 818680, 538656, 0, 430056, 85560, 0, 2805264, 0, 0, 192640, 603480, 0, 0, -41472, 0, -1129920, -86202, 0, -674104, -2117760, 0, -650496, 0, 0, 856800, 595200, 0, 0, -1704300, 0, -210980, 2410768, 0, 2597376, 1746840, 0, 3523688, 0, 0, 1681440, -105000, 0, 0, 909184, 0, -35840, -4437090, 0, -1113802, -1242240, 0, 259512, 0, 0, -3522880, 1506720, 0, 0, -1574328, 0, 117640, 225280, 0, 743832, 2295000, 0, -5100676, 0, 0, 345600, -2568240, 0, 0, 19200, 0, -1766880, -2404512, 0, -2957842, -4340160, 0, -808576, 0, 0, 1876640, -284160, 0, 0, 753330, 0, 2800080, 6027952, 0, 2621440, 3987240, 0, -2166824, 0, 0, 74880, -3171480, 0, 0, 413648, 0, 16000, 576468, 0, 2810372, -675840, 0, -5614296, 0, 0, -3662540, 139680, 0, 0, 9990144, 0, 1124440, 601728, 0, -415008, 4825800, 0, 13535938, 0, 0, 2271040, -6512760, 0, 0, 917248, 0, 581280, -7692816, 0, -9277664, -4720320, 0, -1086976, 0, 0, -8343560, 1271040, 0, 0, 3402708, 0, 5372380, 5288368, 0, -927040, 9057000, 0, -8258256, 0, 0, 2792640, -1998240, 0, 0, 3954424, 0, 138240, 4358976, 0, -18266206, -2887680, 0, 1536192, 0, 0, 3774580, 1182720, 0, 0, -5480484, 0, 103280, 4478464, 0, 4046832, 2687400, 0, 1891088, 0, 0, 0, -5297040, 0, 0, 3177696, 0, 2612640, -14710908, 0, 1622874, -5815200, 0, -7232000, 0, 0, 781960, -583680, 0, 0, -27315144, 0, -5837540, -1457496, 0, -801792, 2768520, 0, 6885758, 0, 0, 12204000, 6763200, 0, 0, 431080, 0, -1595840, -7958712, 0, 22710252, -706560, 0, -13213056, 0, 0, -19593860, 4689120, 0, 0, 7622586, 0, -3843280, 3982464, 0, -8355840, -9867720, 0, -6527914, 0, 0, 1302400, 7606560, 0, 0, 1687552, 0, -6831360, 9787590, 0, 1696076, -5991360, 0, 6640128, 0, 0, 23506160, 5982720, 0, 0, 2009028, 0, 1855180, -9759712, 0, 4643072, -283200, 0, -13790848, 0, 0, -14123520, 13350120, 0, 0, -20222144, 0, 163840, -20825262, 0, 21972714, -1787520, 0, -3716256, 0, 0, 8543380, -1966080, 0, 0, 5195868, 0, -18894920, -1446912, 0, 18087744, -4248720, 0, 3138604, 0, 0, 2127360, 1209120, 0, 0, 3476928, 0, 7706880, 25403412, 0, -23250008, 9185280, 0, 21235360, 0, 0, -30689000, -6243840, 0, 0, -20362584, 0, 2172960, -982624, 0, 2757632, 3407760, 0, -34486576, 0, 0, -1550400, 17189520, 0, 0, 3702192, 0, -8712320, -12611592, 0, 11491708, 0, 0, 22909536, 0, 0, 40749840, -1585920, 0, 0, -26681286, 0, 18245560, -2047872, 0, -14138640, -12420960, 0, -882224, 0, 0, -15270400, -8325360, 0, 0, 7876480, 0, 3669600, 8528406, 0, -39752140, 18820800, 0, -5044224, 0, 0, 17396440, 1491840, 0, 0, 41508288, 0, 9070640, 5251168, 0, -1532512, -3485880, 0, 101329840, 0, 0, 9104640, -5566920, 0, 0, -3710408, 0, 10590720, 60012546, 0, 9756416, 10608000, 0, -3806736, 0, 0, -56841620, -14209920, 0, 0, 54152772, 0, -29964240, -4354688, 0, -24819840, -22857840, 0, -10949660, 0, 0, -619520, -33111240, 0, 0, -17268672, 0, -12346080, 45365652, 0, 39178706, 30112320, 0, -3797440, 0, 0, 45340600, -4915200, 0, 0, -9506112, 0, 55425340, -46261208, 0, -19681536, -11547360, 0, -52416208, 0, 0, -43452960, 6757560, 0, 0, 16895632, 0, 533440, 37820220, 0, 4706468, 19123200, 0, -3244368, 0, 0, 23600100, -17624160, 0, 0, 101060088, 0, -15803720, -16056192, 0, -26007912, -11061840, 0, 63008016, 0, 0, 13098880, -46453080, 0, 0, 8618496, 0, 29964480, -51719094, 0, 31855316, 38535840, 0, 6880896, 0, 0, -75279600, 1368960, 0, 0, -82471524, 0, -26436980, -1962920, 0, 44884224, -10625880, 0, -85629416, 0, 0, -22818240, 44419920, 0, 0, -23136544, 0, 3082240, -34136160, 0, 41526338, 9655680, 0, 96777912, 0, 0, 56785680, -14340960, 0, 0, 28949556, 0, 7889120, -663552, 0, -4136064, -48383400, 0, 32155100, 0, 0, -18078720, -20207760, 0, 0, -1379232, 0, 16274880, 18207660, 0, 25204144, 31833600, 0, -10785664, 0, 0, 59984680, -33884160, 0, 0, -12734520, 0, -7438220, -75931712, 0, -10407936, -20022240, 0, 46642544, 0, 0, 29085600, 86819760, 0, 0, -46264976, 0, 13708800, 185536092, 0, -147580528, 9523200, 0, -5129088, 0, 0, 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• 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: 332709
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '450.6.a.n', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '50.6.a.a', 'target_level': 50, 'twist_class_label': '50.6.a.a', 'twist_class_level': 50, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 332710
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '450.6.a.n', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '50.6.a.f', 'target_level': 50, 'twist_class_label': '50.6.a.a', 'twist_class_level': 50, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 332711
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '450.6.a.n', 'source_level': 450, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.6.b.c', 'target_level': 50, 'twist_class_label': '50.6.a.a', 'twist_class_level': 50, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 332712
    {'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '450.6.a.n', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '400.6.a.e', 'target_level': 400, 'twist_class_label': '50.6.a.a', 'twist_class_level': 50, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 332713
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '450.6.a.n', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '400.6.a.j', 'target_level': 400, 'twist_class_label': '50.6.a.a', 'twist_class_level': 50, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 332714
    {'conductor': 60, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '450.6.a.n', 'source_level': 450, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '400.6.c.g', 'target_level': 400, 'twist_class_label': '50.6.a.a', 'twist_class_level': 50, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 6}
  • id: 332715
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '450.6.a.n', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '450.6.a.j', 'target_level': 450, 'twist_class_label': '50.6.a.a', 'twist_class_level': 50, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 332716
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '450.6.a.n', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '450.6.a.n', 'target_level': 450, 'twist_class_label': '50.6.a.a', 'twist_class_level': 50, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 332717
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '450.6.a.n', 'source_level': 450, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '450.6.c.a', 'target_level': 450, 'twist_class_label': '50.6.a.a', 'twist_class_level': 50, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 911450
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 2}
  • id: 911451
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 3}
  • id: 911452
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 5}
  • id: 911453
    {'charpoly_factorization': [[[142, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 7}
  • id: 911454
    {'charpoly_factorization': [[[777, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 11}
  • id: 911455
    {'charpoly_factorization': [[[-884, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 13}
  • id: 911456
    {'charpoly_factorization': [[[-27, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 17}
  • id: 911457
    {'charpoly_factorization': [[[-1145, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 19}
  • id: 911458
    {'charpoly_factorization': [[[1854, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 23}
  • id: 911459
    {'charpoly_factorization': [[[-4920, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 29}
  • id: 911460
    {'charpoly_factorization': [[[-1802, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 31}
  • id: 911461
    {'charpoly_factorization': [[[-13178, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 37}
  • id: 911462
    {'charpoly_factorization': [[[-15123, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 41}
  • id: 911463
    {'charpoly_factorization': [[[-7844, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 43}
  • id: 911464
    {'charpoly_factorization': [[[-6732, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 47}
  • id: 911465
    {'charpoly_factorization': [[[3414, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 53}
  • id: 911466
    {'charpoly_factorization': [[[33960, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 59}
  • id: 911467
    {'charpoly_factorization': [[[-47402, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 61}
  • id: 911468
    {'charpoly_factorization': [[[13177, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 67}
  • id: 911469
    {'charpoly_factorization': [[[-7548, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 71}
  • id: 911470
    {'charpoly_factorization': [[[59821, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 73}
  • id: 911471
    {'charpoly_factorization': [[[-75830, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 79}
  • id: 911472
    {'charpoly_factorization': [[[46299, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 83}
  • id: 911473
    {'charpoly_factorization': [[[-30585, 1], 1]], 'hecke_orbit_code': 58546795256480194, 'p': 89}
  • id: 911474
    {'charpoly_factorization': [[[-104018, 1], 1]], 'hecke_orbit_code': 58546795256480194, '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': 14, 'label': '450.6.a.n', 'level': 450, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 229248000
    {'hecke_orbit_code': 58546795256480194, 'n': 1, 'trace_an': 1}
  • id: 229248001
    {'hecke_orbit_code': 58546795256480194, 'n': 2, 'trace_an': 4}
  • id: 229248002
    {'hecke_orbit_code': 58546795256480194, 'n': 3, 'trace_an': 0}
  • id: 229248003
    {'hecke_orbit_code': 58546795256480194, 'n': 4, 'trace_an': 16}
  • id: 229248004
    {'hecke_orbit_code': 58546795256480194, 'n': 5, 'trace_an': 0}
  • id: 229248005
    {'hecke_orbit_code': 58546795256480194, 'n': 6, 'trace_an': 0}
  • id: 229248006
    {'hecke_orbit_code': 58546795256480194, 'n': 7, 'trace_an': -142}
  • id: 229248007
    {'hecke_orbit_code': 58546795256480194, 'n': 8, 'trace_an': 64}
  • id: 229248008
    {'hecke_orbit_code': 58546795256480194, 'n': 9, 'trace_an': 0}
  • id: 229248009
    {'hecke_orbit_code': 58546795256480194, 'n': 10, 'trace_an': 0}
  • id: 229248010
    {'hecke_orbit_code': 58546795256480194, 'n': 11, 'trace_an': -777}
  • id: 229248011
    {'hecke_orbit_code': 58546795256480194, 'n': 12, 'trace_an': 0}
  • id: 229248012
    {'hecke_orbit_code': 58546795256480194, 'n': 13, 'trace_an': 884}
  • id: 229248013
    {'hecke_orbit_code': 58546795256480194, 'n': 14, 'trace_an': -568}
  • id: 229248014
    {'hecke_orbit_code': 58546795256480194, 'n': 15, 'trace_an': 0}
  • id: 229248015
    {'hecke_orbit_code': 58546795256480194, 'n': 16, 'trace_an': 256}
  • id: 229248016
    {'hecke_orbit_code': 58546795256480194, 'n': 17, 'trace_an': 27}
  • id: 229248017
    {'hecke_orbit_code': 58546795256480194, 'n': 18, 'trace_an': 0}
  • id: 229248018
    {'hecke_orbit_code': 58546795256480194, 'n': 19, 'trace_an': 1145}
  • id: 229248019
    {'hecke_orbit_code': 58546795256480194, 'n': 20, 'trace_an': 0}
  • id: 229248020
    {'hecke_orbit_code': 58546795256480194, 'n': 21, 'trace_an': 0}
  • id: 229248021
    {'hecke_orbit_code': 58546795256480194, 'n': 22, 'trace_an': -3108}
  • id: 229248022
    {'hecke_orbit_code': 58546795256480194, 'n': 23, 'trace_an': -1854}
  • id: 229248023
    {'hecke_orbit_code': 58546795256480194, 'n': 24, 'trace_an': 0}
  • id: 229248024
    {'hecke_orbit_code': 58546795256480194, 'n': 25, 'trace_an': 0}
  • id: 229248025
    {'hecke_orbit_code': 58546795256480194, 'n': 26, 'trace_an': 3536}
  • id: 229248026
    {'hecke_orbit_code': 58546795256480194, 'n': 27, 'trace_an': 0}
  • id: 229248027
    {'hecke_orbit_code': 58546795256480194, 'n': 28, 'trace_an': -2272}
  • id: 229248028
    {'hecke_orbit_code': 58546795256480194, 'n': 29, 'trace_an': 4920}
  • id: 229248029
    {'hecke_orbit_code': 58546795256480194, 'n': 30, 'trace_an': 0}
  • id: 229248030
    {'hecke_orbit_code': 58546795256480194, 'n': 31, 'trace_an': 1802}
  • id: 229248031
    {'hecke_orbit_code': 58546795256480194, 'n': 32, 'trace_an': 1024}
  • id: 229248032
    {'hecke_orbit_code': 58546795256480194, 'n': 33, 'trace_an': 0}
  • id: 229248033
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  • id: 229248976
    {'hecke_orbit_code': 58546795256480194, 'n': 977, 'trace_an': 29359887}
  • id: 229248977
    {'hecke_orbit_code': 58546795256480194, 'n': 978, 'trace_an': 0}
  • id: 229248978
    {'hecke_orbit_code': 58546795256480194, 'n': 979, 'trace_an': -23764545}
  • id: 229248979
    {'hecke_orbit_code': 58546795256480194, 'n': 980, 'trace_an': 0}
  • id: 229248980
    {'hecke_orbit_code': 58546795256480194, 'n': 981, 'trace_an': 0}
  • id: 229248981
    {'hecke_orbit_code': 58546795256480194, 'n': 982, 'trace_an': -152208}
  • id: 229248982
    {'hecke_orbit_code': 58546795256480194, 'n': 983, 'trace_an': -8939574}
  • id: 229248983
    {'hecke_orbit_code': 58546795256480194, 'n': 984, 'trace_an': 0}
  • id: 229248984
    {'hecke_orbit_code': 58546795256480194, 'n': 985, 'trace_an': 0}
  • id: 229248985
    {'hecke_orbit_code': 58546795256480194, 'n': 986, 'trace_an': 531360}
  • id: 229248986
    {'hecke_orbit_code': 58546795256480194, 'n': 987, 'trace_an': 0}
  • id: 229248987
    {'hecke_orbit_code': 58546795256480194, 'n': 988, 'trace_an': 16194880}
  • id: 229248988
    {'hecke_orbit_code': 58546795256480194, 'n': 989, 'trace_an': -14542776}
  • id: 229248989
    {'hecke_orbit_code': 58546795256480194, 'n': 990, 'trace_an': 0}
  • id: 229248990
    {'hecke_orbit_code': 58546795256480194, 'n': 991, 'trace_an': -17889898}
  • id: 229248991
    {'hecke_orbit_code': 58546795256480194, 'n': 992, 'trace_an': 1845248}
  • id: 229248992
    {'hecke_orbit_code': 58546795256480194, 'n': 993, 'trace_an': 0}
  • id: 229248993
    {'hecke_orbit_code': 58546795256480194, 'n': 994, 'trace_an': -4287264}
  • id: 229248994
    {'hecke_orbit_code': 58546795256480194, 'n': 995, 'trace_an': 0}
  • id: 229248995
    {'hecke_orbit_code': 58546795256480194, 'n': 996, 'trace_an': 0}
  • id: 229248996
    {'hecke_orbit_code': 58546795256480194, 'n': 997, 'trace_an': 33051668}
  • id: 229248997
    {'hecke_orbit_code': 58546795256480194, 'n': 998, 'trace_an': 27426800}
  • id: 229248998
    {'hecke_orbit_code': 58546795256480194, 'n': 999, 'trace_an': 0}
  • id: 229248999
    {'hecke_orbit_code': 58546795256480194, 'n': 1000, 'trace_an': 0}