Newform data - 200.8.a.o

Formats: - HTML - YAML - JSON - 2025-09-08T18:50:38.491865

• 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': 12800, 'analytic_conductor': 62.47700509682435, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 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': [200, 1, [151, 101, 177], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 40101, 'field_disc_factorization': [[3, 1], [13367, 1]], 'field_poly': [4, -34, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-28545, 351, 97, 1]]], 'hecke_orbit': 15, 'hecke_orbit_code': 63050394917404872, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1280, 'hecke_ring_index_factorization': [[2, 8], [5, 1]], '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': True, 'label': '200.8.a.o', 'level': 200, 'level_is_powerful': True, '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, 5], 'level_radical': 10, 'minimal_twist': '200.8.a.o', 'nf_label': '3.3.40101.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2^{5}-\\beta _{1})q^{3}+(543+2\\beta _{1}+\\beta _{2})q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '200.8.a', 'trace_display': [0, -97, 0, 1630], 'trace_hash': 1953594527693956087, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.909', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.589', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '258.323', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [3, 0, -97, 0, 0, 0, 1630, 0, 2146, 0, -2659, 0, -3308, 0, 0, 0, 24481, 0, 55749, 0, -61562, 0, -56910, 0, 0, 0, -300619, 0, 65528, 0, -144598, 0, -657207, 0, 0, 0, -204678, 0, 800004, 0, 299743, 0, 108620, 0, 0, 0, -670804, 0, 2360487, 0, -1862315, 0, 1288886, 0, 0, 0, -6703, 0, 983368, 0, 5710118, 0, 5802452, 0, 0, 0, -5436267, 0, 5390698, 0, 1933956, 0, 9921215, 0, 0, 0, -4194286, 0, 5590678, 0, 21712267, 0, 11873921, 0, 0, 0, -18848136, 0, 22333709, 0, 1031944, 0, 19549890, 0, 0, 0, 2002634, 0, 53316510, 0, -7394342, 0, 18226284, 0, 0, 0, -31723405, 0, 15089538, 0, -2026014, 0, 17891115, 0, 0, 0, -53594568, 0, 89700618, 0, 46974290, 0, -58872469, 0, 0, 0, -33370682, 0, 50949404, 0, 6167908, 0, 98199586, 0, 0, 0, -48743087, 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-2475225953186, 0, 0, 0, 557160256912, 0, -546190453802, 0, 2972131489974, 0, 2763560308638, 0, 0, 0, -2121123009056, 0, 3876565449198, 0, -2597006081628, 0, 810669040331, 0, 0, 0, -392864301462, 0, 2891297115478, 0], 'weight': 8, '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, 0, 0], [0, 0, 0], [-32, -1, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [543, 2, 1], [0, 0, 0], [689, 80, 1], [0, 0, 0], [-931, 133, -1], [0, 0, 0], [-1061, -124, 1], [0, 0, 0], [0, 0, 0], [0, 0, 0], [8100, 200, 19], [0, 0, 0], [18694, -315, 18], [0, 0, 0], [-20083, -1332, -19], [0, 0, 0], [-18754, -630, 18], [0, 0, 0], [0, 0, 0], [0, 0, 0], [-99227, -3035, -97], [0, 0, 0], [20819, 2956, -115], [0, 0, 0], [-47290, -2630, 98], [0, 0, 0], [-217521, -4760, -116], [0, 0, 0], [0, 0, 0], [0, 0, 0], [-68745, 1548, -9], [0, 0, 0], [264597, 6320, 107], [0, 0, 0], [96977, 8840, 28], [0, 0, 0], [39483, -9740, 89], [0, 0, 0], [0, 0, 0], [0, 0, 0], [-224913, 4360, 425], [0, 0, 0], [789069, -6384, 336], [0, 0, 0], [-610657, -30867, -523], [0, 0, 0], [433030, -9752, 452], [0, 0, 0], [0, 0, 0], [0, 0, 0], [3118, -16048, 9], [0, 0, 0], [332503, -14584, -443], [0, 0, 0], [1898159, 15604, -37], [0, 0, 0], [1903036, 92812, -532], [0, 0, 0], [0, 0, 0], [0, 0, 0], [-1804373, -23355, -207], [0, 0, 0], 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16476565896, 11192328], [-165948986011, 16885423652, 14572339], [-539234799682, -31684922256, 304280616], [-1413343296372, 8454724824, 104803278], [-709070494753, -12083911476, 264598557], [-616561016115, -1702506189, 726159639], [130862059891, 6951859256, 990141022], [-445746441228, 15834763248, -297974436], [-156689783388, -15510210991, -875514212], [1053775527421, -18034591764, -30810201], [705437146866, -16089163712, 611760299], [-1115837719015, -7488062020, -276707723], [-837427682992, -24643045658, -75140272], [574432758162, 26429232262, 161281910], [-965369452602, -10366234320, -1182575067], [748608249351, -5608866810, -1072815567], [511472422135, -4227959396, -30185623], [-603594067681, 19327422108, -552722493], [114939937822, -8552294482, -768503198], [460710438684, 7595928647, 78476548], [384204525811, 714998968, 380820968], [-576412375347, -34082702340, 222641547], [352967817079, 10865785096, -126004603], [-988565675472, -545397024, -146003073], [2083315134315, -1702117343, 16240049], [951899577544, 34416375062, -1182007784]], 'char_orbit_index': 1, 'field_poly': [4, -34, -1, 1], 'hecke_orbit_code': 63050394917404872, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 320, 160], 'hecke_ring_inverse_numerators': [[1, 0, 0], [99, 24, 1], [3661, 56, -1]], 'hecke_ring_numerators': [[1, 0, 0], [-47, 4, 2], [1029, 224, -48]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '200.8.a.o', 'level': 200, 'maxp': 2999, 'weight': 8}
• 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': [9, 8, 7, 9], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [42, 40, 41, 42], 'Nk2': 12800, 'analytic_conductor': 62.47700509682435, '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': [200, 1, [151, 101, 177], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 198, 'dim': 33, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217928, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 4, 4], 'label': '200.8.a', 'level': 200, 'level_is_powerful': True, '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, 5], 'level_radical': 10, 'mf_dim': 222, 'mf_new_dim': 33, 'num_forms': 18, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 33, 'sturm_bound': 240, 'trace_bound': 7, 'trace_display': [0, -40, 0, -332], 'traces': [33, 0, -40, 0, 0, 0, -332, 0, 24251, 0, 5326, 0, 12586, 0, 0, 0, -9554, 0, 18414, 0, -80492, 0, -78292, 0, 0, 0, -17200, 0, -322982, 0, 124972, 0, 53120, 0, 0, 0, -43982, 0, -74936, 0, 462148, 0, 723504, 0, 0, 0, 152732, 0, 3849577, 0, -1217750, 0, -821838, 0, 0, 0, 2194400, 0, 374268, 0, 4636318, 0, -1173916, 0, 0, 0, -3059536, 0, 399628, 0, 2800936, 0, 2810918, 0, 0, 0, 9632272, 0, 578508, 0, 18530657, 0, -589592, 0, 0, 0, 633680, 0, 4822824, 0, 22137704, 0, -2857760, 0, 0, 0, 30108798, 0, 79695120, 0, -21438642, 0, 15443468, 0, 0, 0, -58956600, 0, -26868562, 0, -8599324, 0, -30628194, 0, 0, 0, 88951058, 0, 65642508, 0, 107388075, 0, 58670480, 0, 0, 0, -63756116, 0, -79161136, 0, 60585588, 0, -57038672, 0, 0, 0, 147601430, 0, 52585750, 0, -98833104, 0, 85020824, 0, 0, 0, -206094600, 0, -102097806, 0, 104390708, 0, -126603162, 0, 0, 0, 202774634, 0, 355589916, 0, -176126144, 0, 41445192, 0, 0, 0, -357909564, 0, -192077697, 0, 48349600, 0, 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0, 1748194680, 0, -1347221146, 0, 1066201274, 0, 0, 0, -1069205922, 0, 3877035086, 0, -199066692, 0, 1159863944, 0, 0, 0, 2038771672, 0, 2188252286, 0, 2225564248, 0, 2269900654, 0, 0, 0, -2184546400, 0, -1234762780, 0, 1162419411, 0, -4179181960, 0, 0, 0, 2472303660, 0, 3797266058, 0, 2829482000, 0, 804835874, 0, 0, 0, -2910390628, 0, -4488037590, 0, 797905796, 0, 75359748, 0, 0, 0, 7280332752, 0, -611381946, 0, -1836194732, 0, 754711680, 0, 0, 0, -5257817046, 0, -8344865068, 0, -4790011300, 0, -4795969168, 0, 0, 0, 3337237752, 0, 3096507452, 0, 3572627722, 0, 4203730832, 0, 0, 0, -7645956640, 0, -3162961530, 0, 6388439522, 0, 3475910636, 0, 0, 0, 10525219224, 0, 14283220824, 0, -11726323948, 0, 2456869454, 0, 0, 0, -6266738992, 0, 2166291576, 0, 6190650347, 0, -8590872432, 0, 0, 0, 2111887920, 0, 13300849260, 0, 13019010010, 0, 1011352480, 0, 0, 0, -6882178570, 0, -12396834530, 0, -7201228614, 0, 6495263444, 0, 0, 0, 12341011504, 0, 3225752476, 0, -19667963916, 0, 2212502816, 0, 0, 0, -10370293574, 0, -10869102500, 0, 6923299300, 0, -18218879200, 0, 0, 0, 2748264260, 0, -12207238718, 0, 3235464268, 0, 4865844852, 0, 0, 0, -10609308960, 0, -15393204244, 0, -14083184208, 0, 5498076156, 0, 0, 0, 12701624360, 0, -8328904906, 0, 6356178916, 0, 6312695360, 0, 0, 0, -6171538832, 0, -13542832752, 0, -118317580, 0, -16795620336, 0, 0, 0, -478606448, 0, 13069391865, 0, -3929695172, 0, 1680648324, 0, 0, 0, -6142586720, 0, 11867924550, 0, 4715558914, 0, 22722163280, 0, 0, 0, 3409985424, 0, 25607458914, 0, -10541494744, 0, 233671360, 0, 0, 0, 1649539162, 0, 16339845392, 0, -21426661010, 0, -21233930968, 0, 0, 0, -12524784268, 0, -11023218972, 0, 7225535164, 0, -5881950560, 0, 0, 0, 2258939726, 0, -8579656726, 0, 25669980572, 0, 30062234488, 0, 0, 0, -2467404264, 0, -23795545828, 0, -28263719508, 0, -6067257474, 0, 0, 0, 15678948160, 0, -22997965756, 0, -29009722504, 0, -23635425008, 0, 0, 0, -13171944756, 0, -30909046576, 0, 33809786184, 0, -5309371294, 0, 0, 0, 9316148742, 0, 27971964516, 0, 32333613916, 0, 31078197768, 0, 0, 0, -13876974080, 0, -3593700312, 0, -40646664764, 0, -10087831040, 0, 0, 0, 18585034106, 0, 44389156624, 0, -14060434494, 0, -22981498136, 0, 0, 0, -23910729564, 0, 727182560, 0, 94356394920, 0, -7791428438, 0, 0, 0, 35570387134, 0, 40465862274, 0, -18444277974, 0, 61384926560, 0, 0, 0, -3787849464, 0, -13265801104, 0, -19272813268, 0, -12462888674, 0, 0, 0, 22059986786, 0, 4883449760, 0, 23312935712, 0, -40903989552, 0, 0, 0, -56419792240, 0, -30148123196, 0, 31557038206, 0, -9318481584, 0, 0, 0, 41350446124, 0, 21809923196, 0, -24333273190, 0, 72664075928, 0, 0, 0, 3867157848, 0, 7640263658, 0, -62648760568, 0, 2814747776, 0, 0, 0, 56730532160, 0, 29632230980, 0, 52677883240, 0, -59078595120, 0, 0, 0, -70706022108, 0, -6964966339, 0, 33018514824, 0, -13159154230, 0, 0, 0, 20354001376, 0, 53556591820, 0, 12510767576, 0, 56482154892, 0, 0, 0, -5475587096, 0, -28555065580, 0, -7378550536, 0, -43307303040, 0, 0, 0, 31978079490, 0, 18384641388, 0, -19873978492, 0, -47094350632, 0, 0, 0, -63954522296, 0, -18970468300, 0, 5271404140, 0, 11136950946, 0, 0, 0, 49150269600, 0, -18991417750, 0, 35613333656, 0, 131463286880, 0, 0, 0, 4493500304, 0, -38156598580, 0, -14988516908, 0, 2308862908, 0, 0, 0, 19352833146, 0, 18850649232, 0, 24820764330, 0, -102054367128, 0, 0, 0, -81962206480, 0, -27590206398, 0, 79229690780, 0, -36649803360, 0, 0, 0, 12187350784, 0, -19364382952, 0, -80362970634, 0, 111654723628, 0, 0, 0, 51766375704, 0, 34117663122, 0, -162786777808, 0, 13143018846, 0, 0, 0, 4502201920, 0, 49335133752, 0, 35119836535, 0, -109112213360, 0, 0, 0, -48930789980, 0, 13743422914, 0, 57126960128, 0, -8100663694, 0, 0, 0, -26256226938, 0, 63798871462, 0, -23497803844, 0, 33985165044, 0, 0, 0, 42897288200, 0, -80649558812, 0, -23217494424, 0, 20069737974, 0, 0, 0, -9814744102, 0, -32567636692, 0, -58429775350, 0, -88899041912, 0, 0, 0, -4114069660, 0, 27310831776, 0, 49514391774, 0, 55453296272, 0, 0, 0, -50203331360, 0, -81881920656, 0, 3915129712, 0, 130877287840, 0, 0, 0, 59879376984, 0, -66662007654, 0, -72581028384, 0, -11718031168, 0, 0, 0, -72462010704, 0, -110916873340, 0, -35304973258, 0, -161766271200, 0, 0, 0, 11209221724, 0, 76771662898, 0, 194589049190, 0, -33623006880, 0, 0, 0, -1183515034, 0, -111316879292, 0, -48976769366, 0, 153305716312, 0, 0, 0, 122927788256, 0, -124875836, 0, -235776517992, 0, 57910009638, 0, 0, 0, -160081498880, 0, -134565249652, 0, 71139123641, 0, -163339380600, 0, 0, 0, 52089502132, 0, 46073816510, 0, 128741599518, 0, -144786096, 0, 0, 0, -108554070194, 0, 40276604382, 0, -50019294614, 0, 26565064812, 0, 0, 0, 138991091680, 0, 174242911128, 0, -100787218524, 0, -19822162240, 0, 0, 0, -90024302846, 0, -33345006388, 0], 'weight': 8, '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: 167915
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 15, 'source_is_minimal': True, 'source_label': '200.8.a.o', 'source_level': 200, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 15, 'target_is_minimal': True, 'target_label': '200.8.a.o', 'target_level': 200, 'twist_class_label': '200.8.a.o', 'twist_class_level': 200, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 167916
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 15, 'source_is_minimal': True, 'source_label': '200.8.a.o', 'source_level': 200, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 16, 'target_is_minimal': True, 'target_label': '200.8.a.p', 'target_level': 200, 'twist_class_label': '200.8.a.o', 'twist_class_level': 200, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 167917
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 15, 'source_is_minimal': True, 'source_label': '200.8.a.o', 'source_level': 200, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '200.8.c.j', 'target_level': 200, 'twist_class_label': '200.8.a.o', 'twist_class_level': 200, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 167918
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 15, 'source_is_minimal': True, 'source_label': '200.8.a.o', 'source_level': 200, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 34, 'target_is_minimal': False, 'target_label': '400.8.a.bh', 'target_level': 400, 'twist_class_label': '200.8.a.o', 'twist_class_level': 200, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 167919
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 15, 'source_is_minimal': True, 'source_label': '200.8.a.o', 'source_level': 200, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 35, 'target_is_minimal': False, 'target_label': '400.8.a.bi', 'target_level': 400, 'twist_class_label': '200.8.a.o', 'twist_class_level': 200, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 167920
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 15, 'source_is_minimal': True, 'source_label': '200.8.a.o', 'source_level': 200, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '400.8.c.u', 'target_level': 400, 'twist_class_label': '200.8.a.o', 'twist_class_level': 200, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 502175
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 63050394917404872, 'p': 2}
  • id: 502176
    {'charpoly_factorization': [[[-28545, 351, 97, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 3}
  • id: 502177
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 63050394917404872, 'p': 5}
  • id: 502178
    {'charpoly_factorization': [[[1919541112, -1087108, -1630, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 7}
  • id: 502179
    {'charpoly_factorization': [[[-33910231899, -49182761, 2659, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 11}
  • id: 502180
    {'charpoly_factorization': [[[-62226542784, -41428880, 3308, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 13}
  • id: 502181
    {'charpoly_factorization': [[[13545067874125, -612751765, -24481, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 17}
  • id: 502182
    {'charpoly_factorization': [[[3636837484829, 109628679, -55749, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 19}
  • id: 502183
    {'charpoly_factorization': [[[-55015565119928, -688839108, 56910, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 23}
  • id: 502184
    {'charpoly_factorization': [[[5356636452913152, -49685264384, -65528, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 29}
  • id: 502185
    {'charpoly_factorization': [[[-4608607521019800, -31767731300, 144598, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 31}
  • id: 502186
    {'charpoly_factorization': [[[-162472248229752, 7098794316, 204678, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 37}
  • id: 502187
    {'charpoly_factorization': [[[-6374643229646541, -188689390485, -299743, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 41}
  • id: 502188
    {'charpoly_factorization': [[[-1284515892141376, -277857868432, -108620, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 43}
  • id: 502189
    {'charpoly_factorization': [[[4923341347063232, -253864235728, 670804, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 47}
  • id: 502190
    {'charpoly_factorization': [[[29414559797622072, -122904233268, -1288886, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 53}
  • id: 502191
    {'charpoly_factorization': [[[478434095856167424, -641193846080, -983368, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 59}
  • id: 502192
    {'charpoly_factorization': [[[-5666015665881525000, 10186286577100, -5710118, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 61}
  • id: 502193
    {'charpoly_factorization': [[[3787719418601104589, 8258510082855, 5436267, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 67}
  • id: 502194
    {'charpoly_factorization': [[[-4986898091540441280, -7873480447056, -1933956, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 71}
  • id: 502195
    {'charpoly_factorization': [[[-35956239018787767213, 32746493475627, -9921215, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 73}
  • id: 502196
    {'charpoly_factorization': [[[309253743138857494680, -54220790954724, -5590678, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 79}
  • id: 502197
    {'charpoly_factorization': [[[31144741839145719777, 28553942932255, -11873921, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 83}
  • id: 502198
    {'charpoly_factorization': [[[-391537253883454450191, 163195597929699, -22333709, 1], 1]], 'hecke_orbit_code': 63050394917404872, 'p': 89}
  • id: 502199
    {'charpoly_factorization': [[[85543262106335413448, -227939245898548, -2002634, 1], 1]], 'hecke_orbit_code': 63050394917404872, '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': 15, 'label': '200.8.a.o', 'level': 200, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 60208405
    {'hecke_orbit_code': 63050394917404872, 'n': 1, 'trace_an': 3}
  • id: 60208406
    {'hecke_orbit_code': 63050394917404872, 'n': 2, 'trace_an': 0}
  • id: 60208407
    {'hecke_orbit_code': 63050394917404872, 'n': 3, 'trace_an': -97}
  • id: 60208408
    {'hecke_orbit_code': 63050394917404872, 'n': 4, 'trace_an': 0}
  • id: 60208409
    {'hecke_orbit_code': 63050394917404872, 'n': 5, 'trace_an': 0}
  • id: 60208410
    {'hecke_orbit_code': 63050394917404872, 'n': 6, 'trace_an': 0}
  • id: 60208411
    {'hecke_orbit_code': 63050394917404872, 'n': 7, 'trace_an': 1630}
  • id: 60208412
    {'hecke_orbit_code': 63050394917404872, 'n': 8, 'trace_an': 0}
  • id: 60208413
    {'hecke_orbit_code': 63050394917404872, 'n': 9, 'trace_an': 2146}
  • id: 60208414
    {'hecke_orbit_code': 63050394917404872, 'n': 10, 'trace_an': 0}
  • id: 60208415
    {'hecke_orbit_code': 63050394917404872, 'n': 11, 'trace_an': -2659}
  • id: 60208416
    {'hecke_orbit_code': 63050394917404872, 'n': 12, 'trace_an': 0}
  • id: 60208417
    {'hecke_orbit_code': 63050394917404872, 'n': 13, 'trace_an': -3308}
  • id: 60208418
    {'hecke_orbit_code': 63050394917404872, 'n': 14, 'trace_an': 0}
  • id: 60208419
    {'hecke_orbit_code': 63050394917404872, 'n': 15, 'trace_an': 0}
  • id: 60208420
    {'hecke_orbit_code': 63050394917404872, 'n': 16, 'trace_an': 0}
  • id: 60208421
    {'hecke_orbit_code': 63050394917404872, 'n': 17, 'trace_an': 24481}
  • id: 60208422
    {'hecke_orbit_code': 63050394917404872, 'n': 18, 'trace_an': 0}
  • id: 60208423
    {'hecke_orbit_code': 63050394917404872, 'n': 19, 'trace_an': 55749}
  • id: 60208424
    {'hecke_orbit_code': 63050394917404872, 'n': 20, 'trace_an': 0}
  • id: 60208425
    {'hecke_orbit_code': 63050394917404872, 'n': 21, 'trace_an': -61562}
  • id: 60208426
    {'hecke_orbit_code': 63050394917404872, 'n': 22, 'trace_an': 0}
  • id: 60208427
    {'hecke_orbit_code': 63050394917404872, 'n': 23, 'trace_an': -56910}
  • id: 60208428
    {'hecke_orbit_code': 63050394917404872, 'n': 24, 'trace_an': 0}
  • id: 60208429
    {'hecke_orbit_code': 63050394917404872, 'n': 25, 'trace_an': 0}
  • id: 60208430
    {'hecke_orbit_code': 63050394917404872, 'n': 26, 'trace_an': 0}
  • id: 60208431
    {'hecke_orbit_code': 63050394917404872, 'n': 27, 'trace_an': -300619}
  • id: 60208432
    {'hecke_orbit_code': 63050394917404872, 'n': 28, 'trace_an': 0}
  • id: 60208433
    {'hecke_orbit_code': 63050394917404872, 'n': 29, 'trace_an': 65528}
  • id: 60208434
    {'hecke_orbit_code': 63050394917404872, 'n': 30, 'trace_an': 0}
  • id: 60208435
    {'hecke_orbit_code': 63050394917404872, 'n': 31, 'trace_an': -144598}
  • id: 60208436
    {'hecke_orbit_code': 63050394917404872, 'n': 32, 'trace_an': 0}
  • id: 60208437
    {'hecke_orbit_code': 63050394917404872, 'n': 33, 'trace_an': -657207}
  • id: 60208438
    {'hecke_orbit_code': 63050394917404872, 'n': 34, 'trace_an': 0}
  • id: 60208439
    {'hecke_orbit_code': 63050394917404872, 'n': 35, 'trace_an': 0}
  • id: 60208440
    {'hecke_orbit_code': 63050394917404872, 'n': 36, 'trace_an': 0}
  • id: 60208441
    {'hecke_orbit_code': 63050394917404872, 'n': 37, 'trace_an': -204678}
  • id: 60208442
    {'hecke_orbit_code': 63050394917404872, 'n': 38, 'trace_an': 0}
  • id: 60208443
    {'hecke_orbit_code': 63050394917404872, 'n': 39, 'trace_an': 800004}
  • id: 60208444
    {'hecke_orbit_code': 63050394917404872, 'n': 40, 'trace_an': 0}
  • id: 60208445
    {'hecke_orbit_code': 63050394917404872, 'n': 41, 'trace_an': 299743}
  • id: 60208446
    {'hecke_orbit_code': 63050394917404872, 'n': 42, 'trace_an': 0}
  • id: 60208447
    {'hecke_orbit_code': 63050394917404872, 'n': 43, 'trace_an': 108620}
  • id: 60208448
    {'hecke_orbit_code': 63050394917404872, 'n': 44, 'trace_an': 0}
  • id: 60208449
    {'hecke_orbit_code': 63050394917404872, 'n': 45, 'trace_an': 0}
  • id: 60208450
    {'hecke_orbit_code': 63050394917404872, 'n': 46, 'trace_an': 0}
  • id: 60208451
    {'hecke_orbit_code': 63050394917404872, 'n': 47, 'trace_an': -670804}
  • id: 60208452
    {'hecke_orbit_code': 63050394917404872, 'n': 48, 'trace_an': 0}
  • id: 60208453
    {'hecke_orbit_code': 63050394917404872, 'n': 49, 'trace_an': 2360487}
  • id: 60208454
    {'hecke_orbit_code': 63050394917404872, 'n': 50, 'trace_an': 0}
  • id: 60208455
    {'hecke_orbit_code': 63050394917404872, 'n': 51, 'trace_an': -1862315}
  • id: 60208456
    {'hecke_orbit_code': 63050394917404872, 'n': 52, 'trace_an': 0}
  • id: 60208457
    {'hecke_orbit_code': 63050394917404872, 'n': 53, 'trace_an': 1288886}
  • id: 60208458
    {'hecke_orbit_code': 63050394917404872, 'n': 54, 'trace_an': 0}
  • id: 60208459
    {'hecke_orbit_code': 63050394917404872, 'n': 55, 'trace_an': 0}
  • id: 60208460
    {'hecke_orbit_code': 63050394917404872, 'n': 56, 'trace_an': 0}
  • id: 60208461
    {'hecke_orbit_code': 63050394917404872, 'n': 57, 'trace_an': -6703}
  • id: 60208462
    {'hecke_orbit_code': 63050394917404872, 'n': 58, 'trace_an': 0}
  • id: 60208463
    {'hecke_orbit_code': 63050394917404872, 'n': 59, 'trace_an': 983368}
  • id: 60208464
    {'hecke_orbit_code': 63050394917404872, 'n': 60, 'trace_an': 0}
  • id: 60208465
    {'hecke_orbit_code': 63050394917404872, 'n': 61, 'trace_an': 5710118}
  • id: 60208466
    {'hecke_orbit_code': 63050394917404872, 'n': 62, 'trace_an': 0}
  • id: 60208467
    {'hecke_orbit_code': 63050394917404872, 'n': 63, 'trace_an': 5802452}
  • id: 60208468
    {'hecke_orbit_code': 63050394917404872, 'n': 64, 'trace_an': 0}
  • id: 60208469
    {'hecke_orbit_code': 63050394917404872, 'n': 65, 'trace_an': 0}
  • id: 60208470
    {'hecke_orbit_code': 63050394917404872, 'n': 66, 'trace_an': 0}
  • id: 60208471
    {'hecke_orbit_code': 63050394917404872, 'n': 67, 'trace_an': -5436267}
  • id: 60208472
    {'hecke_orbit_code': 63050394917404872, 'n': 68, 'trace_an': 0}
  • id: 60208473
    {'hecke_orbit_code': 63050394917404872, 'n': 69, 'trace_an': 5390698}
  • id: 60208474
    {'hecke_orbit_code': 63050394917404872, 'n': 70, 'trace_an': 0}
  • id: 60208475
    {'hecke_orbit_code': 63050394917404872, 'n': 71, 'trace_an': 1933956}
  • id: 60208476
    {'hecke_orbit_code': 63050394917404872, 'n': 72, 'trace_an': 0}
  • id: 60208477
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  • id: 60208658
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  • id: 60208659
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  • id: 60208660
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  • id: 60208661
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  • id: 60208662
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