Newform data - 150.12.a.t

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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': 21600, 'analytic_conductor': 115.25147708393833, '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': 3, 'field_disc': 372961388329, 'field_disc_factorization': [[206083, 1], [1809763, 1]], 'field_poly': [-13178910, -175039, 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, [-173052509440048, -3093414748, 67384, 1]]], 'hecke_orbit': 20, 'hecke_orbit_code': 85568393121366166, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 3000, 'hecke_ring_index_factorization': [[2, 3], [3, 1], [5, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '150.12.a.t', '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': '30.12.c.b', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{5}q^{2}+3^{5}q^{3}+2^{10}q^{4}-6^{5}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '150.12.a', 'trace_display': [-96, 729, 0, -67384], 'trace_hash': 751720543529682834, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.859', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.846', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '246.999', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, -96, 729, 3072, 0, -23328, -67384, -98304, 177147, 0, 876700, 746496, -315192, 2156288, 0, 3145728, -2874324, -5668704, 2034912, 0, -16374312, -28054400, -49866300, -23887872, 0, 10086144, 43046721, -69001216, -35857782, 0, -61121676, -100663296, 213038100, 91978368, 0, 181398528, 935590592, -65117184, -76591656, 0, 1003384282, 523977984, 980338484, 897740800, 0, 1595721600, 2190634500, 764411904, 4795452723, 0, -698460732, -322756608, -6993816924, -1377495072, 0, 2208038912, 494483616, 1147449024, 2034730100, 0, -6193233330, 1955893632, -3978957816, 3221225472, 0, -6817219200, -5079955484, -2943307776, -12117510900, 0, 6851752800, -5804752896, -54889949992, -29938898944, 0, 2083749888, 32141607600, 2450932992, 6719163876, 0, 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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

  
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15066], [-107574272, 74752, 40960], [-2331213923, 150919, -24236], [-459165024, 0, 0], [0, 0, 0], [736067584, 131072, -32768], [164817180, 10692, 42768], [382349088, -429696, -27936], [678107163, -444257, -35646], [0, 0, 0], [-2064192294, 724456, 68008], [652108992, 532928, 99584], [-1326417687, -236196, 59049], [1073741824, 0, 0], [0, 0, 0], [-2272419360, -147744, -108864], [-1693440534, -237556, 128562], [-981242880, -357376, 63488], [-4039439544, -649296, 158436], [0, 0, 0], [2283854782, 38710, 227164], [-1934917632, 0, 0], [-18296647902, -17402, -23688], [-9979793824, -466656, 15872], [0, 0, 0], [694538240, 45056, 180224], [10713013842, -3069254, -503180], [816892128, -567648, -311040], [2240878254, 3017670, -453216], [0, 0, 0], [3486784401, 0, 0], [-10701997568, 1768704, -535616], [-19152145892, 6401268, 626292], [-5589513216, -995328, 248832], [0, 0, 0], [-10457753216, -2380672, 47488], [-2903463387, 3263004, 212139], [-9575956480, -622592, -458752], [21240028254, 1539560, 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[-12223399351274577, -80935463385837, -32139596135070], [584337080285793107, -29411174251105, -9311480569126], [158135571954348641, 92640861780363, 13483342899944], [-154206022645742725, 14005423834868, -34110074726911], [-225469905216123990, 65402024343858, -18148677525504], [-514698151686324989, -68978994020255, -33897347521820], [-962542417082609581, -102634848323285, -4797219597442], [464748069595680040, -42355980558212, 1103516906080], [95025382630497142, -190750287418722, -24342403663748], [-1103824059478349129, -73929190308803, 8599708487596], [-1042193472261325146, -66956230896122, 3367244962576], [1048338501411367336, 61287598537360, -15933438008900], [-339679780471762860, 12633805028548, 24824744340232], [42445409491125228, 93295931098012, 16078707558912], [383829357536996968, -38980816301380, -20427532359136], [-210730523755260552, -141331182717560, 48699359857654], [441347850855167662, -21092444863066, -8550428032196], [-762555857221922001, 84595392912021, -13418022592680], 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[-2109254868867428005, 214960366089499, -54967762693786], [443702299777572306, -165204879279108, 24187267392906], [-5478691892505160928, -65412511473508, 48891772220188], [2502498259200810649, 134919409309315, -70824633409412], [-1557335162275407923, 50349257660308, -58623438855731], [-2776166290970008396, 35010449804540, -101895860844694], [-4823368938856294309, 41618214546003, -3469682497042], [-1679318241946378606, -622270257530574, -65260294142988], [-3005092504667747666, -34127050504392, 72651044641914], [3212456798628190189, 60732886226188, -110202952536845], [-2882404903422102290, -195115114958522, 57432523451128], [-2379061978376726183, 227787500033635, -30987617674928], [-3664378773602731165, 154905325755283, 68794343198006], [-6000693132803463748, 87747036356004, 16684507122992], [-3777920145068464532, -285532775713460, -19176199011848], [5123681671943546620, 410634845863096, -101298031814990], [-2126817853303615656, 527537111791544, 176882010847608], [2245762085847634699, 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[9068782868984768161, -218258597967900, 79659014584999], [-8359117922755812060, 406785434327276, -45803582755056], [-262014260274235423, -825009925947820, -242869560761719], [-9007952768784010119, 398940188807105, -43026071380150], [-1406774362358714004, 398894801001264, -71131306533840], [-1256938065248073909, -611541083993364, -25422080942103], [8675618920626282191, -50247125278667, 51732730600856], [5235113284602690430, 1127483411346720, 39030542323722], [-3517593439449774307, 1285637309690981, -79070904576382], [5572106413944657674, 111052328136634, 404616976264220], [-631613120256924883, 988798872728699, -108378831241840], [92193424550826452, -215906208833748, -237919667059740], [7043255364917338258, -760228767400240, 249748350952504], [17274360110988978476, -465080383824292, -42216617704360], [-8771403901547300464, -427732816887056, 211128780452408]], 'char_orbit_index': 1, 'field_poly': [-13178910, -175039, 0, 1], 'hecke_orbit_code': 85568393121366166, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 53, 53], 'hecke_ring_inverse_denominators': [1, 150, 150], 'hecke_ring_inverse_numerators': [[1, 0, 0], [1, 4, 1], [17504369, 1346, -61]], 'hecke_ring_numerators': [[1, 0, 0], [-583481, 305, 5], [2333871, 6730, -20]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '150.12.a.t', 'level': 150, 'maxp': 2999, 'weight': 12}
• 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': [4, 4, 4, 5, 4, 5, 5, 4], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [38, 34, 35, 35, 35, 35, 34, 37], 'Nk2': 21600, 'analytic_conductor': 115.25147708393833, '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': 318, 'dim': 35, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 201326742, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3], 'label': '150.12.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': 342, 'mf_new_dim': 35, 'num_forms': 21, 'plus_dim': 19, 'prim_orbit_index': 1, 'relative_dim': 35, 'sturm_bound': 360, 'trace_bound': 7, 'trace_display': [32, 243, 0, -66564], 'traces': [35, 32, 243, 35840, 0, -7776, -66564, 32768, 2066715, 0, 1576964, 248832, -535218, -4739328, 0, 36700160, 12946866, 1889568, -8629828, 0, -53040096, 26517504, -44563248, -7962624, 0, 479552, 14348907, -68161536, -516520182, 0, 223708848, 33554432, 55304856, 626468032, 0, 2116316160, 982129566, 254711680, -1639121994, 0, 687879086, -37666944, -801672828, 1614811136, 0, -2461759232, -6561777744, 254803968, 6291308019, 0, 1952650314, -548063232, 9616568142, -459165024, 0, -4853071872, 6330961620, 2313007680, 10002122500, 0, -22104036206, -4954789376, -3930537636, 37580963840, 0, -704474496, 28415926836, 13257590784, -45832612968, 0, 42551520744, 1934917632, -51675989298, -44505117120, 0, -8836943872, 75411643392, 19438926912, -42762858304, 0, 122037454035, -3821958336, -69372722508, -54313058304, 0, -129838339200, -7974596610, 27153924096, 24562221086, 0, 180733483840, -45632765952, 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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: 129030
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '150.12.a.t', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '30.12.c.b', 'target_level': 30, 'twist_class_label': '30.12.c.b', 'twist_class_level': 30, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
  • id: 129031
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '150.12.a.t', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '90.12.c.c', 'target_level': 90, 'twist_class_label': '30.12.c.b', 'twist_class_level': 30, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 12}
  • id: 129032
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '150.12.a.t', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '150.12.a.t', 'target_level': 150, 'twist_class_label': '30.12.c.b', 'twist_class_level': 30, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
  • id: 129033
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '150.12.a.t', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '150.12.a.u', 'target_level': 150, 'twist_class_label': '30.12.c.b', 'twist_class_level': 30, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 129034
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '150.12.a.t', 'source_level': 150, 'target_char_orbit': 6, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '240.12.f.b', 'target_level': 240, 'twist_class_label': '30.12.c.b', 'twist_class_level': 30, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 402300
    {'charpoly_factorization': [[[32, 1], 3]], 'hecke_orbit_code': 85568393121366166, 'p': 2}
  • id: 402301
    {'charpoly_factorization': [[[-243, 1], 3]], 'hecke_orbit_code': 85568393121366166, 'p': 3}
  • id: 402302
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 85568393121366166, 'p': 5}
  • id: 402303
    {'charpoly_factorization': [[[-173052509440048, -3093414748, 67384, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 7}
  • id: 402304
    {'charpoly_factorization': [[[220242309634690000, -231129718900, -876700, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 11}
  • id: 402305
    {'charpoly_factorization': [[[1460211677885948544, -4163988582612, 315192, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 13}
  • id: 402306
    {'charpoly_factorization': [[[-69362526936077381488, -22602942721908, 2874324, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 17}
  • id: 402307
    {'charpoly_factorization': [[[290881681487100481536, -71991579730752, -2034912, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 19}
  • id: 402308
    {'charpoly_factorization': [[[-52697046860196775000000, -1172964275850000, 49866300, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 23}
  • id: 402309
    {'charpoly_factorization': [[[-1225491283411771869858816, -21711999761048592, 35857782, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 29}
  • id: 402310
    {'charpoly_factorization': [[[2637344222470974101785088, -50264811741496608, 61121676, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 31}
  • id: 402311
    {'charpoly_factorization': [[[-21402435125272756585574944, 265458651344660588, -935590592, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 37}
  • id: 402312
    {'charpoly_factorization': [[[126850015368544651922731816, -770078417896517092, -1003384282, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 41}
  • id: 402313
    {'charpoly_factorization': [[[240017313385714399652675648, -348080779297981648, -980338484, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 43}
  • id: 402314
    {'charpoly_factorization': [[[6969856335869224118179840000, -4050759176567078400, -2190634500, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 47}
  • id: 402315
    {'charpoly_factorization': [[[5877710587174264969559640912, 11908390544263801692, 6993816924, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 53}
  • id: 402316
    {'charpoly_factorization': [[[58586349160698771791877710000, -23643065851829026900, -2034730100, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 59}
  • id: 402317
    {'charpoly_factorization': [[[-340504405797803732235282425000, -56127213519568737300, 6193233330, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 61}
  • id: 402318
    {'charpoly_factorization': [[[-50743506532281749843994837248, -39991254169677422848, 5079955484, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 67}
  • id: 402319
    {'charpoly_factorization': [[[785090589400872999222094080000, -106721926463880435600, -6851752800, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 71}
  • id: 402320
    {'charpoly_factorization': [[[6100065160069986962394243522944, 1002964182080733256688, 54889949992, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 73}
  • id: 402321
    {'charpoly_factorization': [[[29984396460883425254248706714112, -1664520958555421771808, -6719163876, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 79}
  • id: 402322
    {'charpoly_factorization': [[[-244775826039738735685060570472896, -4340274745946756935632, 57462212652, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 83}
  • id: 402323
    {'charpoly_factorization': [[[3937658553464256195529884302632, 891364397947137745772, -63718294546, 1], 1]], 'hecke_orbit_code': 85568393121366166, 'p': 89}
  • id: 402324
    {'charpoly_factorization': [[[778943074383258557412060994617856, 29603175205622111012288, 315259594808, 1], 1]], 'hecke_orbit_code': 85568393121366166, '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': 20, 'label': '150.12.a.t', 'level': 150, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 64148839
    {'hecke_orbit_code': 85568393121366166, 'n': 1, 'trace_an': 3}
  • id: 64148840
    {'hecke_orbit_code': 85568393121366166, 'n': 2, 'trace_an': -96}
  • id: 64148841
    {'hecke_orbit_code': 85568393121366166, 'n': 3, 'trace_an': 729}
  • id: 64148842
    {'hecke_orbit_code': 85568393121366166, 'n': 4, 'trace_an': 3072}
  • id: 64148843
    {'hecke_orbit_code': 85568393121366166, 'n': 5, 'trace_an': 0}
  • id: 64148844
    {'hecke_orbit_code': 85568393121366166, 'n': 6, 'trace_an': -23328}
  • id: 64148845
    {'hecke_orbit_code': 85568393121366166, 'n': 7, 'trace_an': -67384}
  • id: 64148846
    {'hecke_orbit_code': 85568393121366166, 'n': 8, 'trace_an': -98304}
  • id: 64148847
    {'hecke_orbit_code': 85568393121366166, 'n': 9, 'trace_an': 177147}
  • id: 64148848
    {'hecke_orbit_code': 85568393121366166, 'n': 10, 'trace_an': 0}
  • id: 64148849
    {'hecke_orbit_code': 85568393121366166, 'n': 11, 'trace_an': 876700}
  • id: 64148850
    {'hecke_orbit_code': 85568393121366166, 'n': 12, 'trace_an': 746496}
  • id: 64148851
    {'hecke_orbit_code': 85568393121366166, 'n': 13, 'trace_an': -315192}
  • id: 64148852
    {'hecke_orbit_code': 85568393121366166, 'n': 14, 'trace_an': 2156288}
  • id: 64148853
    {'hecke_orbit_code': 85568393121366166, 'n': 15, 'trace_an': 0}
  • id: 64148854
    {'hecke_orbit_code': 85568393121366166, 'n': 16, 'trace_an': 3145728}
  • id: 64148855
    {'hecke_orbit_code': 85568393121366166, 'n': 17, 'trace_an': -2874324}
  • id: 64148856
    {'hecke_orbit_code': 85568393121366166, 'n': 18, 'trace_an': -5668704}
  • id: 64148857
    {'hecke_orbit_code': 85568393121366166, 'n': 19, 'trace_an': 2034912}
  • id: 64148858
    {'hecke_orbit_code': 85568393121366166, 'n': 20, 'trace_an': 0}
  • id: 64148859
    {'hecke_orbit_code': 85568393121366166, 'n': 21, 'trace_an': -16374312}
  • id: 64148860
    {'hecke_orbit_code': 85568393121366166, 'n': 22, 'trace_an': -28054400}
  • id: 64148861
    {'hecke_orbit_code': 85568393121366166, 'n': 23, 'trace_an': -49866300}
  • id: 64148862
    {'hecke_orbit_code': 85568393121366166, 'n': 24, 'trace_an': -23887872}
  • id: 64148863
    {'hecke_orbit_code': 85568393121366166, 'n': 25, 'trace_an': 0}
  • id: 64148864
    {'hecke_orbit_code': 85568393121366166, 'n': 26, 'trace_an': 10086144}
  • id: 64148865
    {'hecke_orbit_code': 85568393121366166, 'n': 27, 'trace_an': 43046721}
  • id: 64148866
    {'hecke_orbit_code': 85568393121366166, 'n': 28, 'trace_an': -69001216}
  • id: 64148867
    {'hecke_orbit_code': 85568393121366166, 'n': 29, 'trace_an': -35857782}
  • id: 64148868
    {'hecke_orbit_code': 85568393121366166, 'n': 30, 'trace_an': 0}
  • id: 64148869
    {'hecke_orbit_code': 85568393121366166, 'n': 31, 'trace_an': -61121676}
  • id: 64148870
    {'hecke_orbit_code': 85568393121366166, 'n': 32, 'trace_an': -100663296}
  • id: 64148871
    {'hecke_orbit_code': 85568393121366166, 'n': 33, 'trace_an': 213038100}
  • id: 64148872
    {'hecke_orbit_code': 85568393121366166, 'n': 34, 'trace_an': 91978368}
  • id: 64148873
    {'hecke_orbit_code': 85568393121366166, 'n': 35, 'trace_an': 0}
  • id: 64148874
    {'hecke_orbit_code': 85568393121366166, 'n': 36, 'trace_an': 181398528}
  • id: 64148875
    {'hecke_orbit_code': 85568393121366166, 'n': 37, 'trace_an': 935590592}
  • id: 64148876
    {'hecke_orbit_code': 85568393121366166, 'n': 38, 'trace_an': -65117184}
  • id: 64148877
    {'hecke_orbit_code': 85568393121366166, 'n': 39, 'trace_an': -76591656}
  • id: 64148878
    {'hecke_orbit_code': 85568393121366166, 'n': 40, 'trace_an': 0}
  • id: 64148879
    {'hecke_orbit_code': 85568393121366166, 'n': 41, 'trace_an': 1003384282}
  • id: 64148880
    {'hecke_orbit_code': 85568393121366166, 'n': 42, 'trace_an': 523977984}
  • id: 64148881
    {'hecke_orbit_code': 85568393121366166, 'n': 43, 'trace_an': 980338484}
  • id: 64148882
    {'hecke_orbit_code': 85568393121366166, 'n': 44, 'trace_an': 897740800}
  • id: 64148883
    {'hecke_orbit_code': 85568393121366166, 'n': 45, 'trace_an': 0}
  • id: 64148884
    {'hecke_orbit_code': 85568393121366166, 'n': 46, 'trace_an': 1595721600}
  • id: 64148885
    {'hecke_orbit_code': 85568393121366166, 'n': 47, 'trace_an': 2190634500}
  • id: 64148886
    {'hecke_orbit_code': 85568393121366166, 'n': 48, 'trace_an': 764411904}
  • id: 64148887
    {'hecke_orbit_code': 85568393121366166, 'n': 49, 'trace_an': 4795452723}
  • id: 64148888
    {'hecke_orbit_code': 85568393121366166, 'n': 50, 'trace_an': 0}
  • id: 64148889
    {'hecke_orbit_code': 85568393121366166, 'n': 51, 'trace_an': -698460732}
  • id: 64148890
    {'hecke_orbit_code': 85568393121366166, 'n': 52, 'trace_an': -322756608}
  • id: 64148891
    {'hecke_orbit_code': 85568393121366166, 'n': 53, 'trace_an': -6993816924}
  • id: 64148892
    {'hecke_orbit_code': 85568393121366166, 'n': 54, 'trace_an': -1377495072}
  • id: 64148893
    {'hecke_orbit_code': 85568393121366166, 'n': 55, 'trace_an': 0}
  • id: 64148894
    {'hecke_orbit_code': 85568393121366166, 'n': 56, 'trace_an': 2208038912}
  • id: 64148895
    {'hecke_orbit_code': 85568393121366166, 'n': 57, 'trace_an': 494483616}
  • id: 64148896
    {'hecke_orbit_code': 85568393121366166, 'n': 58, 'trace_an': 1147449024}
  • id: 64148897
    {'hecke_orbit_code': 85568393121366166, 'n': 59, 'trace_an': 2034730100}
  • id: 64148898
    {'hecke_orbit_code': 85568393121366166, 'n': 60, 'trace_an': 0}
  • id: 64148899
    {'hecke_orbit_code': 85568393121366166, 'n': 61, 'trace_an': -6193233330}
  • id: 64148900
    {'hecke_orbit_code': 85568393121366166, 'n': 62, 'trace_an': 1955893632}
  • id: 64148901
    {'hecke_orbit_code': 85568393121366166, 'n': 63, 'trace_an': -3978957816}
  • id: 64148902
    {'hecke_orbit_code': 85568393121366166, 'n': 64, 'trace_an': 3221225472}
  • id: 64148903
    {'hecke_orbit_code': 85568393121366166, 'n': 65, 'trace_an': 0}
  • id: 64148904
    {'hecke_orbit_code': 85568393121366166, 'n': 66, 'trace_an': -6817219200}
  • id: 64148905
    {'hecke_orbit_code': 85568393121366166, 'n': 67, 'trace_an': -5079955484}
  • id: 64148906
    {'hecke_orbit_code': 85568393121366166, 'n': 68, 'trace_an': -2943307776}
  • id: 64148907
    {'hecke_orbit_code': 85568393121366166, 'n': 69, 'trace_an': -12117510900}
  • id: 64148908
    {'hecke_orbit_code': 85568393121366166, 'n': 70, 'trace_an': 0}
  • id: 64148909
    {'hecke_orbit_code': 85568393121366166, 'n': 71, 'trace_an': 6851752800}
  • id: 64148910
    {'hecke_orbit_code': 85568393121366166, 'n': 72, 'trace_an': -5804752896}
  • id: 64148911
    {'hecke_orbit_code': 85568393121366166, 'n': 73, 'trace_an': -54889949992}
  • id: 64148912
    {'hecke_orbit_code': 85568393121366166, 'n': 74, 'trace_an': -29938898944}
  • id: 64148913
    {'hecke_orbit_code': 85568393121366166, 'n': 75, 'trace_an': 0}
  • id: 64148914
    {'hecke_orbit_code': 85568393121366166, 'n': 76, 'trace_an': 2083749888}
  • id: 64148915
    {'hecke_orbit_code': 85568393121366166, 'n': 77, 'trace_an': 32141607600}
  • id: 64148916
    {'hecke_orbit_code': 85568393121366166, 'n': 78, 'trace_an': 2450932992}
  • id: 64148917
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  • id: 64149089
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  • id: 64149090
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  • id: 64149091
    {'hecke_orbit_code': 85568393121366166, 'n': 967, 'trace_an': 28886203707307816}
  • id: 64149092
    {'hecke_orbit_code': 85568393121366166, 'n': 971, 'trace_an': -110137170047634828}
  • id: 64149093
    {'hecke_orbit_code': 85568393121366166, 'n': 977, 'trace_an': 68207657990788668}
  • id: 64149094
    {'hecke_orbit_code': 85568393121366166, 'n': 983, 'trace_an': -86944702946957796}
  • id: 64149095
    {'hecke_orbit_code': 85568393121366166, 'n': 991, 'trace_an': -41439738708516948}
  • id: 64149096
    {'hecke_orbit_code': 85568393121366166, 'n': 997, 'trace_an': 6034242398786496}