Newform data - 605.8.a.c

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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
  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': 38720, 'analytic_conductor': 188.99294041789366, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [11, -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': [605, 1, [122, 486], [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': [[2, [-14, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199388959325, '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': '605.8.a.c', 'level': 605, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 11], 'level_radical': 55, 'minimal_twist': '5.8.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+14q^{2}-48q^{3}+68q^{4}+5^{3}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '605.8.a', 'trace_display': [14, -48, 125, 1644], 'trace_hash': 1591795908097813295, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.998', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.071', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.965', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.263', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.828', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 14, -48, 68, 125, -672, 1644, -840, 117, 1750, 0, -3264, -3862, 23016, -6000, -20464, 12254, 1638, 25940, 8500, -78912, 0, 12972, 40320, 15625, -54068, 99360, 111792, 81610, -84000, -156888, -178976, 0, 171556, 205500, 7956, 110126, 363160, 185376, -105000, -467882, -1104768, 499208, 0, 14625, 181608, -396884, 982272, 1879193, 218750, -588192, -262616, -1280498, 1391040, 0, -1380960, -1245120, 1142540, -1337420, -408000, 923978, -2196432, 192348, 113728, -482750, 0, -797304, 833272, -622656, 2877000, 5103392, -98280, 4267478, 1541764, -750000, 1763920, 0, 2595264, 960, -2558000, -5025159, -6550348, -6140832, -5366016, 1531750, 6988912, -3917280, 0, 2010570, 204750, -6349128, 882096, 7530624, -5556376, 3242500, 8590848, -4881934, 26308702, 0, 1062500, -9726702, -8234688, 16315052, 3244080, -9864000, -17926972, 4089744, 6756480, 26831770, 0, -5286048, -33642816, -17481038, -17431680, 1621500, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [14], [-48], [68], [125], [-672], [1644], [-840], [117], [1750], [0], [-3264], [-3862], [23016], [-6000], [-20464], [12254], [1638], [25940], [8500], [-78912], [0], [12972], [40320], [15625], [-54068], [99360], [111792], [81610], [-84000], [-156888], [-178976], [0], [171556], [205500], [7956], [110126], [363160], [185376], [-105000], [-467882], [-1104768], [499208], [0], [14625], [181608], [-396884], [982272], [1879193], [218750], [-588192], [-262616], [-1280498], [1391040], [0], [-1380960], [-1245120], [1142540], [-1337420], [-408000], [923978], [-2196432], [192348], [113728], [-482750], [0], [-797304], [833272], [-622656], [2877000], [5103392], [-98280], [4267478], [1541764], [-750000], [1763920], [0], [2595264], [960], [-2558000], [-5025159], [-6550348], [-6140832], [-5366016], [1531750], [6988912], [-3917280], [0], [2010570], [204750], [-6349128], [882096], [7530624], [-5556376], [3242500], [8590848], [-4881934], [26308702], [0], [1062500]], 'ap': [[14], [-48], [125], [1644], [0], [-3862], [12254], [25940], [12972], [81610], [-156888], [110126], [-467882], [499208], [-396884], [-1280498], [-1337420], [923978], [-797304], [5103392], [4267478], [960], [-6140832], [2010570], [-4881934], [-9726702], [16315052], [4089744], [26831770], [-17481038], [12501764], [7756188], [36172026], [-10909220], [36458050], [-7189552], [87993206], [-54887488], [-8614596], [51252378], [-50162660], [69081662], [154745432], [15940558], [168188034], [177772600], [161996428], [17593172], [203035864], [159558990], [19498518], [160220480], [378778718], [161304252], [227387106], [-457727612], [467286310], [44593208], [-316657086], [225817638], [-20821032], [178825458], [85515944], [-484705728], [570821162], [-550190554], [-939838788], [-533631826], [-1079338816], [427217450], [-1489659198], [-841275480], [-750461604], [-171073822], [46623940], [-442265868], [-464032530], [-317792234], [-1195629198], [-2213047130], [-802298740], [34471342], [-1726923912], [488307682], 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[-13690694368], [-3584034276], [-30110804544], [-24879995528], [-10842048760], [10704503090], [-34278689226], [3736949818], [33214992216], [-46989547402], [14229376204], [545473692], [-19791579614], [-47150273268], [38796825032], [56639400834], [-7898450930], [-3733309138], [51256322940], [7042583542], [-36884240112], [-28065246282], [15756491920], [-39483271350], [10344056148], [-37197156978], [263407588], [-9886088710], [71095744076], [67115706268], [-27132154658], [36887286934], [-12081435948], [62476847230], [28430145354], [-59434480928], [-29211791690], [-51017680552], [34765673602], [51859290488], [-26040274908], [-97791255338], [-28324877976], [-4139821558], [-115627606402], [-12635422938], [-32321244546], [48484603828], [72103646010], [2234158488], [15854518926], [-97626153250], [31353798180], [84591940086], [43628488640], [144724011968], [1402489830], [-63307584868], [-81251388866], [-68398008898], [-36098957748], [114501995056], [-115226829960], [-75463830358], [80142586964], 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[-468590330772], [80131231228], [-106877282288], [17076238684], [-130439360622], [-16877308896], [231582511992], [-343735331678], [-254879985486], [94992876440], [-420674777970], [515275851302], [-33553515544], [239345915238], [-339653654412], [-347677710182], [-94192903350], [-76945133848], [-351802000578], [-165787084740], [-216112953176], [433169122758], [493163939834], [-69618148000], [205182095952], [-338163221828], [514751841746], [378894930336], [-469552851610], [85209898920], [182039472498], [94465254588], [-792262240290], [521743795038], [-14353537168], [431234812924], [-573375856570], [-488249807700], [80898331128], [-578049907038], [837698429310], [-573153327812], [-596864861974], [463727341418], [133852191892], [-737762140602], [-837358869278], [724463125340], [-341236647848], [701845115844], [-512466584062], [341064044058], [284436335926], [-528382981520], [538430453008], [-677919950252], [146518378496], [997582096310], [-253063074722], [926323284362], [888158213124], [276975452542], [520693977866], [878990821170], [372539506272], [930885646582], [343872150180], [-295182076018], [189173728816], [687111567048], [-717311034994], [1021742576508], [-86190823014], [847675593062], [867876973868], [-239868373470], [-629606175642], [155542125200], [-98571150972], [700368582654], [-1026624430628], [-902511301726], [-542074242682], [1063673530716], [-493614733780], [-980937581704], [36338622922], [-978814676886], [103625440548], [619380069958], [-882547583388], [-8851973580], [156582503708], [-370755741150], [650890281648], [1543146296806], [-1443589213460], [-787144364232], [-568165119842], [13694922270], [516974784854], [134858914742], [-749774774118], [-68643604516], [-1303546876706], [918113251620], [1476126622012], [-1641816124408], [-1242706961314], [-919817373432], [349641004476], [1284565532370], [1172698924942], [-838650731900], [236702091656], [-5421610928], [865797484438], [-590927134160], [1051921958490], [-1511904643988], [-19948174782], [1363547326250], [367934069202], [-1411998775996], [-2223804691414], [-1900784158670], [-1260722045632], [-1131099342634], [1592653364398], [1382736490752], [-1160787495540], [1880248911918], [-171283603326], [-1596101288408], [2053284487548], [333461165494], [1360668123622], [450138698560], [-1463971897724], [1694788891266], [18483618148], [829203188630], [798319945154], [-426193512564], [-2080713161620], [1270973561402], [-846477545594], [839876375312], [-1445177680410], [1698384255692], [-1230849493000]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199388959325, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '605.8.a.c', 'level': 605, 'maxp': 2999, 'weight': 8}
• 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': [[[[5, -1], [11, -1]], 67, 6], [[[5, 1], [11, 1]], 66, 5], [[[5, -1], [11, 1]], 60, 3], [[[5, 1], [11, -1]], 62, 6]], 'ALdims': [66, 62, 60, 67], 'Nk2': 38720, 'analytic_conductor': 188.99294041789366, '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': [605, 1, [122, 486], [1, 1]], 'conrey_index': 1, 'cusp_dim': 450, 'dim': 255, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134218333, 'hecke_orbit_dims': [1, 1, 1, 2, 4, 5, 6, 7, 10, 10, 11, 11, 13, 13, 22, 26, 28, 28, 28, 28], 'label': '605.8.a', 'level': 605, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 11], 'level_radical': 55, 'mf_dim': 474, 'mf_new_dim': 255, 'num_forms': 20, 'plus_dim': 133, 'prim_orbit_index': 1, 'relative_dim': 255, 'sturm_bound': 528, 'trace_bound': 3, 'trace_display': 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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: 412985
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '605.8.a.c', 'source_level': 605, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '5.8.a.a', 'target_level': 5, 'twist_class_label': '5.8.a.a', 'twist_class_level': 5, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 412986
    {'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '605.8.a.c', 'source_level': 605, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.8.a.a', 'target_level': 25, 'twist_class_label': '5.8.a.a', 'twist_class_level': 5, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 412987
    {'conductor': 55, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '605.8.a.c', 'source_level': 605, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.8.b.a', 'target_level': 25, 'twist_class_label': '5.8.a.a', 'twist_class_level': 5, 'twisting_char_label': '55.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 412988
    {'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '605.8.a.c', 'source_level': 605, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '45.8.a.f', 'target_level': 45, 'twist_class_label': '5.8.a.a', 'twist_class_level': 5, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 412989
    {'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '605.8.a.c', 'source_level': 605, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '80.8.a.d', 'target_level': 80, 'twist_class_label': '5.8.a.a', 'twist_class_level': 5, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 412990
    {'conductor': 165, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '605.8.a.c', 'source_level': 605, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '225.8.a.b', 'target_level': 225, 'twist_class_label': '5.8.a.a', 'twist_class_level': 5, 'twisting_char_label': '165.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 412991
    {'conductor': 165, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '605.8.a.c', 'source_level': 605, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '225.8.b.b', 'target_level': 225, 'twist_class_label': '5.8.a.a', 'twist_class_level': 5, 'twisting_char_label': '165.l', 'twisting_char_orbit': 12, 'weight': 8}
  • id: 412992
    {'conductor': 77, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '605.8.a.c', 'source_level': 605, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '245.8.a.a', 'target_level': 245, 'twist_class_label': '5.8.a.a', 'twist_class_level': 5, 'twisting_char_label': '77.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 412993
    {'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '605.8.a.c', 'source_level': 605, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '320.8.a.a', 'target_level': 320, 'twist_class_label': '5.8.a.a', 'twist_class_level': 5, 'twisting_char_label': '88.g', 'twisting_char_orbit': 7, 'weight': 8}
  • id: 412994
    {'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '605.8.a.c', 'source_level': 605, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '320.8.a.h', 'target_level': 320, 'twist_class_label': '5.8.a.a', 'twist_class_level': 5, 'twisting_char_label': '88.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 412995
    {'conductor': 220, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '605.8.a.c', 'source_level': 605, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '400.8.a.e', 'target_level': 400, 'twist_class_label': '5.8.a.a', 'twist_class_level': 5, 'twisting_char_label': '220.g', 'twisting_char_orbit': 7, 'weight': 8}
  • id: 412996
    {'conductor': 220, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '605.8.a.c', 'source_level': 605, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '400.8.c.e', 'target_level': 400, 'twist_class_label': '5.8.a.a', 'twist_class_level': 5, 'twisting_char_label': '220.i', 'twisting_char_orbit': 9, 'weight': 8}
  • id: 412997
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '605.8.a.c', 'source_level': 605, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '605.8.a.c', 'target_level': 605, 'twist_class_label': '5.8.a.a', 'twist_class_level': 5, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1113050
    {'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 2}
  • id: 1113051
    {'charpoly_factorization': [[[48, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 3}
  • id: 1113052
    {'charpoly_factorization': [[[-125, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 5}
  • id: 1113053
    {'charpoly_factorization': [[[-1644, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 7}
  • id: 1113054
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 11}
  • id: 1113055
    {'charpoly_factorization': [[[3862, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 13}
  • id: 1113056
    {'charpoly_factorization': [[[-12254, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 17}
  • id: 1113057
    {'charpoly_factorization': [[[-25940, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 19}
  • id: 1113058
    {'charpoly_factorization': [[[-12972, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 23}
  • id: 1113059
    {'charpoly_factorization': [[[-81610, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 29}
  • id: 1113060
    {'charpoly_factorization': [[[156888, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 31}
  • id: 1113061
    {'charpoly_factorization': [[[-110126, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 37}
  • id: 1113062
    {'charpoly_factorization': [[[467882, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 41}
  • id: 1113063
    {'charpoly_factorization': [[[-499208, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 43}
  • id: 1113064
    {'charpoly_factorization': [[[396884, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 47}
  • id: 1113065
    {'charpoly_factorization': [[[1280498, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 53}
  • id: 1113066
    {'charpoly_factorization': [[[1337420, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 59}
  • id: 1113067
    {'charpoly_factorization': [[[-923978, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 61}
  • id: 1113068
    {'charpoly_factorization': [[[797304, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 67}
  • id: 1113069
    {'charpoly_factorization': [[[-5103392, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 71}
  • id: 1113070
    {'charpoly_factorization': [[[-4267478, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 73}
  • id: 1113071
    {'charpoly_factorization': [[[-960, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 79}
  • id: 1113072
    {'charpoly_factorization': [[[6140832, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 83}
  • id: 1113073
    {'charpoly_factorization': [[[-2010570, 1], 1]], 'hecke_orbit_code': 9007199388959325, 'p': 89}
  • id: 1113074
    {'charpoly_factorization': [[[4881934, 1], 1]], 'hecke_orbit_code': 9007199388959325, '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': 3, 'label': '605.8.a.c', 'level': 605, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 113081000
    {'hecke_orbit_code': 9007199388959325, 'n': 1, 'trace_an': 1}
  • id: 113081001
    {'hecke_orbit_code': 9007199388959325, 'n': 2, 'trace_an': 14}
  • id: 113081002
    {'hecke_orbit_code': 9007199388959325, 'n': 3, 'trace_an': -48}
  • id: 113081003
    {'hecke_orbit_code': 9007199388959325, 'n': 4, 'trace_an': 68}
  • id: 113081004
    {'hecke_orbit_code': 9007199388959325, 'n': 5, 'trace_an': 125}
  • id: 113081005
    {'hecke_orbit_code': 9007199388959325, 'n': 6, 'trace_an': -672}
  • id: 113081006
    {'hecke_orbit_code': 9007199388959325, 'n': 7, 'trace_an': 1644}
  • id: 113081007
    {'hecke_orbit_code': 9007199388959325, 'n': 8, 'trace_an': -840}
  • id: 113081008
    {'hecke_orbit_code': 9007199388959325, 'n': 9, 'trace_an': 117}
  • id: 113081009
    {'hecke_orbit_code': 9007199388959325, 'n': 10, 'trace_an': 1750}
  • id: 113081010
    {'hecke_orbit_code': 9007199388959325, 'n': 11, 'trace_an': 0}
  • id: 113081011
    {'hecke_orbit_code': 9007199388959325, 'n': 12, 'trace_an': -3264}
  • id: 113081012
    {'hecke_orbit_code': 9007199388959325, 'n': 13, 'trace_an': -3862}
  • id: 113081013
    {'hecke_orbit_code': 9007199388959325, 'n': 14, 'trace_an': 23016}
  • id: 113081014
    {'hecke_orbit_code': 9007199388959325, 'n': 15, 'trace_an': -6000}
  • id: 113081015
    {'hecke_orbit_code': 9007199388959325, 'n': 16, 'trace_an': -20464}
  • id: 113081016
    {'hecke_orbit_code': 9007199388959325, 'n': 17, 'trace_an': 12254}
  • id: 113081017
    {'hecke_orbit_code': 9007199388959325, 'n': 18, 'trace_an': 1638}
  • id: 113081018
    {'hecke_orbit_code': 9007199388959325, 'n': 19, 'trace_an': 25940}
  • id: 113081019
    {'hecke_orbit_code': 9007199388959325, 'n': 20, 'trace_an': 8500}
  • id: 113081020
    {'hecke_orbit_code': 9007199388959325, 'n': 21, 'trace_an': -78912}
  • id: 113081021
    {'hecke_orbit_code': 9007199388959325, 'n': 22, 'trace_an': 0}
  • id: 113081022
    {'hecke_orbit_code': 9007199388959325, 'n': 23, 'trace_an': 12972}
  • id: 113081023
    {'hecke_orbit_code': 9007199388959325, 'n': 24, 'trace_an': 40320}
  • id: 113081024
    {'hecke_orbit_code': 9007199388959325, 'n': 25, 'trace_an': 15625}
  • id: 113081025
    {'hecke_orbit_code': 9007199388959325, 'n': 26, 'trace_an': -54068}
  • id: 113081026
    {'hecke_orbit_code': 9007199388959325, 'n': 27, 'trace_an': 99360}
  • id: 113081027
    {'hecke_orbit_code': 9007199388959325, 'n': 28, 'trace_an': 111792}
  • id: 113081028
    {'hecke_orbit_code': 9007199388959325, 'n': 29, 'trace_an': 81610}
  • id: 113081029
    {'hecke_orbit_code': 9007199388959325, 'n': 30, 'trace_an': -84000}
  • id: 113081030
    {'hecke_orbit_code': 9007199388959325, 'n': 31, 'trace_an': -156888}
  • id: 113081031
    {'hecke_orbit_code': 9007199388959325, 'n': 32, 'trace_an': -178976}
  • id: 113081032
    {'hecke_orbit_code': 9007199388959325, 'n': 33, 'trace_an': 0}
  • id: 113081033
    {'hecke_orbit_code': 9007199388959325, 'n': 34, 'trace_an': 171556}
  • id: 113081034
    {'hecke_orbit_code': 9007199388959325, 'n': 35, 'trace_an': 205500}
  • id: 113081035
    {'hecke_orbit_code': 9007199388959325, 'n': 36, 'trace_an': 7956}
  • id: 113081036
    {'hecke_orbit_code': 9007199388959325, 'n': 37, 'trace_an': 110126}
  • id: 113081037
    {'hecke_orbit_code': 9007199388959325, 'n': 38, 'trace_an': 363160}
  • id: 113081038
    {'hecke_orbit_code': 9007199388959325, 'n': 39, 'trace_an': 185376}
  • id: 113081039
    {'hecke_orbit_code': 9007199388959325, 'n': 40, 'trace_an': -105000}
  • id: 113081040
    {'hecke_orbit_code': 9007199388959325, 'n': 41, 'trace_an': -467882}
  • id: 113081041
    {'hecke_orbit_code': 9007199388959325, 'n': 42, 'trace_an': -1104768}
  • id: 113081042
    {'hecke_orbit_code': 9007199388959325, 'n': 43, 'trace_an': 499208}
  • id: 113081043
    {'hecke_orbit_code': 9007199388959325, 'n': 44, 'trace_an': 0}
  • id: 113081044
    {'hecke_orbit_code': 9007199388959325, 'n': 45, 'trace_an': 14625}
  • id: 113081045
    {'hecke_orbit_code': 9007199388959325, 'n': 46, 'trace_an': 181608}
  • id: 113081046
    {'hecke_orbit_code': 9007199388959325, 'n': 47, 'trace_an': -396884}
  • id: 113081047
    {'hecke_orbit_code': 9007199388959325, 'n': 48, 'trace_an': 982272}
  • id: 113081048
    {'hecke_orbit_code': 9007199388959325, 'n': 49, 'trace_an': 1879193}
  • id: 113081049
    {'hecke_orbit_code': 9007199388959325, 'n': 50, 'trace_an': 218750}
  • id: 113081050
    {'hecke_orbit_code': 9007199388959325, 'n': 51, 'trace_an': -588192}
  • id: 113081051
    {'hecke_orbit_code': 9007199388959325, 'n': 52, 'trace_an': -262616}
  • id: 113081052
    {'hecke_orbit_code': 9007199388959325, 'n': 53, 'trace_an': -1280498}
  • id: 113081053
    {'hecke_orbit_code': 9007199388959325, 'n': 54, 'trace_an': 1391040}
  • id: 113081054
    {'hecke_orbit_code': 9007199388959325, 'n': 55, 'trace_an': 0}
  • id: 113081055
    {'hecke_orbit_code': 9007199388959325, 'n': 56, 'trace_an': -1380960}
  • id: 113081056
    {'hecke_orbit_code': 9007199388959325, 'n': 57, 'trace_an': -1245120}
  • id: 113081057
    {'hecke_orbit_code': 9007199388959325, 'n': 58, 'trace_an': 1142540}
  • id: 113081058
    {'hecke_orbit_code': 9007199388959325, 'n': 59, 'trace_an': -1337420}
  • id: 113081059
    {'hecke_orbit_code': 9007199388959325, 'n': 60, 'trace_an': -408000}
  • id: 113081060
    {'hecke_orbit_code': 9007199388959325, 'n': 61, 'trace_an': 923978}
  • id: 113081061
    {'hecke_orbit_code': 9007199388959325, 'n': 62, 'trace_an': -2196432}
  • id: 113081062
    {'hecke_orbit_code': 9007199388959325, 'n': 63, 'trace_an': 192348}
  • id: 113081063
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    {'hecke_orbit_code': 9007199388959325, 'n': 980, 'trace_an': 15973140500}
  • id: 113081980
    {'hecke_orbit_code': 9007199388959325, 'n': 981, 'trace_an': 3139317090}
  • id: 113081981
    {'hecke_orbit_code': 9007199388959325, 'n': 982, 'trace_an': 68897534552}
  • id: 113081982
    {'hecke_orbit_code': 9007199388959325, 'n': 983, 'trace_an': -47150273268}
  • id: 113081983
    {'hecke_orbit_code': 9007199388959325, 'n': 984, 'trace_an': -18865002240}
  • id: 113081984
    {'hecke_orbit_code': 9007199388959325, 'n': 985, 'trace_an': 21023504250}
  • id: 113081985
    {'hecke_orbit_code': 9007199388959325, 'n': 986, 'trace_an': 14000685160}
  • id: 113081986
    {'hecke_orbit_code': 9007199388959325, 'n': 987, 'trace_an': 31318910208}
  • id: 113081987
    {'hecke_orbit_code': 9007199388959325, 'n': 988, 'trace_an': -6812259040}
  • id: 113081988
    {'hecke_orbit_code': 9007199388959325, 'n': 989, 'trace_an': 6475726176}
  • id: 113081989
    {'hecke_orbit_code': 9007199388959325, 'n': 990, 'trace_an': 0}
  • id: 113081990
    {'hecke_orbit_code': 9007199388959325, 'n': 991, 'trace_an': 38796825032}
  • id: 113081991
    {'hecke_orbit_code': 9007199388959325, 'n': 992, 'trace_an': 28079186688}
  • id: 113081992
    {'hecke_orbit_code': 9007199388959325, 'n': 993, 'trace_an': 45112261824}
  • id: 113081993
    {'hecke_orbit_code': 9007199388959325, 'n': 994, 'trace_an': 117459670272}
  • id: 113081994
    {'hecke_orbit_code': 9007199388959325, 'n': 995, 'trace_an': 22221575000}
  • id: 113081995
    {'hecke_orbit_code': 9007199388959325, 'n': 996, 'trace_an': 20043675648}
  • id: 113081996
    {'hecke_orbit_code': 9007199388959325, 'n': 997, 'trace_an': 56639400834}
  • id: 113081997
    {'hecke_orbit_code': 9007199388959325, 'n': 998, 'trace_an': -51210103000}
  • id: 113081998
    {'hecke_orbit_code': 9007199388959325, 'n': 999, 'trace_an': 10942119360}
  • id: 113081999
    {'hecke_orbit_code': 9007199388959325, 'n': 1000, 'trace_an': -1640625000}