Embedded newform data - 28.8.a.a.1.2

Formats: - HTML - YAML - JSON - 2025-02-05T19:02:45.358941

• 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': 1792, 'analytic_conductor': 8.74678071355541, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -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': [28, 1, [15, 17], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 3529, 'field_disc_factorization': [[3529, 1]], 'field_poly': [-882, -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, [-3480, 14, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 134217756, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 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': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '28.8.a.a', 'level': 28, '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, 7], 'level_radical': 14, 'minimal_twist': '28.8.a.a', 'nf_label': '2.2.3529.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-7-\\beta )q^{3}+(21-3\\beta )q^{5}+7^{3}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '28.8.a', 'trace_display': [0, -14, 42, 686], 'trace_hash': 1923642244201045664, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.952', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.376', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '62.763', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, -14, 0, 42, 0, 686, 0, 2782, 0, 7428, 0, 11830, 0, 20880, 0, 15792, 0, 26614, 0, -4802, 0, 32640, 0, -91846, 0, -87668, 0, -158016, 0, -180740, 0, -348432, 0, 14406, 0, -45824, 0, -19288, 0, -321720, 0, 1023868, 0, -238014, 0, 1665972, 0, 235298, 0, 2133900, 0, -410628, 0, -733320, 0, 4268, 0, 1702134, 0, -547526, 0, 954226, 0, 438996, 0, -2590616, 0, -10900176, 0, 4129272, 0, -8008868, 0, 1532230, 0, 2547804, 0, 2470456, 0, -10397042, 0, -9900786, 0, 7064964, 0, -2154684, 0, 15423492, 0, 4057690, 0, 19940648, 0, 1130592, 0, -17377472, 0, 14482452, 0, 13373850, 0, 2042404, 0, 7161840, 0, 34078368, 0, -10727432, 0, -53927020, 0, 32168568, 0, -31329648, 0, 15566222, 0, 5416656, 0, 1063562, 0, -55214196, 0, -2542092, 0, -10494440, 0, -50743168, 0, 2755158, 0, 9128602, 0, -16620480, 0, 14707308, 0, -66417974, 0, 9469848, 0, 41268696, 0, -13100724, 0, -1647086, 0, 83297220, 0, -20145224, 0, -9455544, 0, 52230864, 0, 63285670, 0, 31332252, 0, 11195520, 0, -2480036, 0, 77548320, 0, 140350476, 0, -54950886, 0, 34352150, 0, 36570366, 0, -31503178, 0, -165701700, 0, 80427984, 0, 82595254, 0, -99136480, 0, -163705668, 0, -35615160, 0, -30070124, 0, -123082488, 0, -83289296, 0, 123505200, 0, -72450972, 0, 141018556, 0, -341146120, 0, -54199488, 0, -179154828, 0, 194805984, 0, 90840624, 0, -230904584, 0, 28603680, 0, -109227048, 0, -61993820, 0, 94937540, 0, 113609676, 0, 425820472, 0, -140208098, 0, 393932406, 0, 166092430, 0, -119512176, 0, -378323484, 0, 98380368, 0, 852450032, 0, -182880960, 0, -259048496, 0, 205716070, 0, 4941258, 0, 159136904, 0, 443937084, 0, -189332262, 0, 569436192, 0, 164868480, 0, -475202028, 0, -15717632, 0, -174149112, 0, -480311880, 0, 76750380, 0, -363238188, 0, -266141442, 0, -397589360, 0, -6615784, 0, -378466980, 0, 671403196, 0, -512865892, 0, -669811404, 0, 155087590, 0, 277850160, 0, -110349960, 0, 17749478, 0, -890263156, 0, -310924446, 0, -425615472, 0, -118686624, 0, 97020336, 0, 351186724, 0, 522482928, 0, -320405532, 0, -200549930, 0, 1771560680, 0, 78932448, 0, 811599208, 0, -81638802, 0, 761348052, 0, -449917992, 0, -1024103976, 0, 270744132, 0, -535265318, 0, 1605591092, 0, 571428396, 0, 595863004, 0, 695727848, 0, -1132244232, 0, 2027330272, 0, 871929660, 0, -1455638016, 0, 80707214, 0, 340761600, 0, 6058476, 0, -242436530, 0, -562894576, 0, -1909219452, 0, 259240464, 0, 731927700, 0, 2248765752, 0, -1428445698, 0, -2209371542, 0, -51559836, 0, 1423418248, 0, 357014784, 0, -140845404, 0, -1118386172, 0, -2590122240, 0, -964011804, 0, -677175980, 0, -4036920496, 0, 1140009108, 0, -251528760, 0, 2034265676, 0, -452060880, 0, -3135873888, 0, 1369241292, 0, 2661109248, 0, 332314318, 0, 1463924, 0, -1037907984, 0, -900997888, 0, -394717302, 0, 2108216760, 0, -1607871104, 0, -577841628, 0, 583831962, 0, 915978240, 0, 3263768660, 0, 2788450266, 0, -309767348, 0, 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0, -478402560, 0, 868897572, 0, 5663994392, 0, 6244512480, 0, 7913751426, 0, 3966868836, 0, -3566185406, 0, 922942800, 0, -2866711580, 0, 3537208752, 0, -2843560416, 0, -629854316, 0, 3564874796, 0, -3395969598, 0, -2720302344, 0, -1161450972, 0, -8022430542, 0, -1900869544, 0, 2281622700, 0, -14039128068, 0, 2423282652, 0, -6649353928, 0, -1747133568, 0, -776854652, 0, 1426379192, 0, -6583445022, 0, 4779490240, 0, -739056612, 0, 10044409248, 0, -5602415792, 0, -3358756800, 0, -14049590928, 0, -6664742042, 0, 6018102048, 0, 5290257756, 0, -701665834, 0, -3872796096, 0, -17612622888, 0, 10345990504, 0, -2467370248, 0, -12551527968, 0, 1391787670, 0, 4938697176, 0, -2924323008, 0, -5353978238, 0, 10689181920, 0, -4260661860, 0, 12780769680, 0, 6839642264, 0, 2821191864, 0, 4223440512, 0, -11684591884, 0, 1498611012, 0, 5430057682, 0, 12982188240, 0, 387793056, 0, 2351502432, 0, -6228242032, 0, 2291193240, 0, 12859580524, 0, 3405240580, 0, -13344616026, 0, -5960472896, 0, 11574243276, 0, 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3131110486, 0, -43473241488, 0, 17237700720, 0, -10134358052, 0, -20597049364, 0, 49699017018, 0, 81638478432, 0, -5700824640, 0, 49082778900, 0, -47022575044, 0, 45105591804, 0, -21521615004, 0, 5442161760, 0, 14459645088, 0, 5044606644, 0, 10723533906, 0, 58400785488, 0, 7196473956, 0, 15412840432, 0, 29476316520, 0, -86738767962, 0, -22781365082, 0, 6089993240, 0, 34319047068, 0, 68004346536, 0, -36348844864, 0, 4429690356, 0, 3801927276, 0, 3248157864, 0, 82596576864, 0, 27202285072, 0, -12076099840, 0, -14025282432, 0, 47706509410, 0, 39873605240, 0], 'weight': 8, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [1.120602380332858, 0.0], [0.0, 0.0], [0.7127374047227273, 0.0], [0.0, 0.0], [0.37796447300922725, 0.0], [0.0, 0.0], [0.25574969480766707, 0.0], [0.0, 0.0], [0.27613404481882237, 0.0], [0.0, 0.0], [0.8142060261515097, 0.0], [0.0, 0.0], [0.7986952322845517, 0.0], [0.0, 0.0], [1.3223652962054324, 0.0], [0.0, 0.0], [0.49873239432065836, 0.0], [0.0, 0.0], [0.42354788813539423, 0.0], [0.0, 0.0], [-1.2596372562738087, 0.0], [0.0, 0.0], [-0.4920053919091112, 0.0], [0.0, 0.0], [-0.8340086635619842, 0.0], [0.0, 0.0], [-0.8105243945764623, 0.0], [0.0, 0.0], [0.402827206336442, 0.0], [0.0, 0.0], [0.3094364679149124, 0.0], [0.0, 0.0], [0.26938941756998996, 0.0], [0.0, 0.0], [-1.5562673685428363, 0.0], [0.0, 0.0], [0.9124012109867389, 0.0], [0.0, 0.0], [-1.460513157301666, 0.0], [0.0, 0.0], [0.27843430703832633, 0.0], [0.0, 0.0], [0.1822823737358462, 0.0], [0.0, 0.0], [1.4201766814898273, 0.0], [0.0, 0.0], [0.14285714285714285, 0.0], [0.0, 0.0], [1.4818456985973723, 0.0], [0.0, 0.0], [0.03156230734271484, 0.0], [0.0, 0.0], [0.1968110624597567, 0.0], [0.0, 0.0], [0.5588807082248353, 0.0], [0.0, 0.0], [-0.28101682445281984, 0.0], [0.0, 0.0], [-0.6432999558695536, 0.0], [0.0, 0.0], [0.09666429862025058, 0.0], [0.0, 0.0], [0.5803150899888321, 0.0], [0.0, 0.0], [-1.7544844790363832, 0.0], [0.0, 0.0], [-1.4115525077363802, 0.0], [0.0, 0.0], [0.8451028624135144, 0.0], [0.0, 0.0], [-1.106345264388184, 0.0], [0.0, 0.0], [-0.5513424133099506, 0.0], [0.0, 0.0], [0.10436885872985252, 0.0], [0.0, 0.0], [1.9523488914145544, 0.0], [0.0, 0.0], [-1.1903417884134522, 0.0], [0.0, 0.0], [-0.34500594775217824, 0.0], [0.0, 0.0], [0.9424992093128605, 0.0], [0.0, 0.0], [-0.9082755658802322, 0.0], [0.0, 0.0], [0.8364836593331867, 0.0], [0.0, 0.0], [0.30774095159529247, 0.0], [0.0, 0.0], [0.45140912628345214, 0.0], [0.0, 0.0], [0.3554652323792579, 0.0], [0.0, 0.0], [-1.9141278017703456, 0.0], [0.0, 0.0], [0.07062119768842047, 0.0], [0.0, 0.0], 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[None, -0.15534269553331295, -0.19200735465739308, None, -0.2279555317578981, -0.1832694998324996, -0.13502741460425968, -0.20988886061385204, -0.35843539587918766, -0.3164098855929946, -0.21772323645143768, -0.391916704124918, -0.3802997451674276, -0.2277706976702018, -0.12432749047620166, -0.24748824712164952, -0.2724368525844775, -0.3021187165040818, -0.42030962489801327, -0.1805672913335405, -0.3432915062221473, -0.03481149726431365, -0.27759272013357644, -0.18132323190224833, -0.4531927949079174, -0.1528302695211477, -0.12121279671958998, -0.1825138411026651, -0.20515990688264155, -0.09549258343548953, -0.4157092560643197, -0.20914817521697923, -0.24112034861142176, -0.27435254975190243, -0.12754232388398987, -0.29455779391372244, -0.2849046045158955, -0.158037933462082, -0.15305982163437762, -0.28467753987621336, -0.1504555165835769, -0.2033573030461735, -0.2824705977297786, -0.26319962221527665, -0.2658144533435173, -0.23361328032688586, -0.3424931993181933, 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-0.1353729659089235, -0.14425820412579907, -0.08648865042407736, -0.2713471659711023, -0.36665531372536064, -0.0820358698743809, -0.18156164744269557, -0.1668497287453163, -0.21232861841900888, -0.4347543870269813, -0.11318245748848217, -0.35797626599024124, -0.22237811446166997, -0.31180068961282803, -0.37793260917609156, -0.24021938197000525, -0.27827287914456117, -0.3664978806218843, -0.3034915049519666, -0.29030143220268234, -0.13976228592031745, -0.1544455110323508, -0.3916189793347319, -0.27345793437570803, -0.34392730333824206, -0.13054521451287823, -0.34092296355956364, -0.18073580604859002, -0.15837042126464723], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -29.202693480558292, 'hecke_orbit': 1, 'hecke_orbit_code': 134217756, 'label': '28.8.a.a.1.2', 'level': 28, 'weight': 8}
• mf_newspaces •

  Column	Type
  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_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': [0, 0, 2, 2], 'Nk2': 1792, 'analytic_conductor': 8.74678071355541, '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': [28, 1, [15, 17], [1, 1]], 'conrey_index': 1, 'cusp_dim': 25, 'dim': 4, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217756, 'hecke_orbit_dims': [2, 2], 'label': '28.8.a', 'level': 28, '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, 7], 'level_radical': 14, 'mf_dim': 31, 'mf_new_dim': 4, 'num_forms': 2, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 4, 'sturm_bound': 32, 'trace_bound': 3, 'trace_display': [0, 0, -252, 0], 'traces': [4, 0, 0, 0, -252, 0, 0, 0, 524, 0, 3936, 0, -4340, 0, -3376, 0, -13440, 0, 23408, 0, -9604, 0, 23280, 0, 39300, 0, -105840, 0, 26688, 0, -15680, 0, -5600, 0, 115248, 0, 240320, 0, -538096, 0, -438480, 0, 729440, 0, -216860, 0, 651840, 0, 470596, 0, 1158400, 0, -1807080, 0, -4260032, 0, 2409480, 0, -1027152, 0, 1919428, 0, 1728720, 0, 7277784, 0, -2365440, 0, -12886832, 0, 5659584, 0, -6865320, 0, 8976464, 0, 3745560, 0, 10421632, 0, -12079924, 0, -28388640, 0, 19841704, 0, -4449760, 0, 10770984, 0, 9604000, 0, 28469840, 0, -25102320, 0, -44079840, 0, 23566784, 0, -13760460, 0, 15448160, 0, 15481648, 0, 37014240, 0, -32037744, 0, -68281920, 0, 37446720, 0, -8821232, 0, 28143500, 0, 15443232, 0, 35030484, 0, -36695040, 0, -70640136, 0, 47372560, 0, -41531616, 0, 40738656, 0, 10228260, 0, 57483968, 0, 4296600, 0, -80422608, 0, 15193296, 0, -4320960, 0, -784168, 0, 0, 0, -1496280, 0, -9585648, 0, 12755120, 0, -53144448, 0, 10772300, 0, -10989216, 0, 14406000, 0, -11614720, 0, 37629472, 0, 120953280, 0, 31815748, 0, 71958880, 0, -58958340, 0, -76486256, 0, -195665560, 0, -2134272, 0, 232233148, 0, -163094320, 0, 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0, 47814403840, 0, 8615479488, 0, -3735529628, 0, 47859889440, 0, -55625210760, 0, 40319327600, 0, -10934094640, 0, -154811126064, 0, -17977775620, 0, -89876608048, 0, 41971448760, 0, 27797042112, 0, -12720232608, 0, -10608749760, 0, 77609164696, 0, 1285015200, 0, 73243034208, 0, -50955712576, 0, 11982200160, 0, -84785836800, 0, 47121931220, 0, 89913448800, 0], 'weight': 8, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 421286
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 134217756, 'source_is_minimal': True, 'source_label': '28.8.a.a.1.2', 'source_level': 28, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 134217756, 'target_is_minimal': True, 'target_label': '28.8.a.a.1.2', 'target_level': 28, 'twist_class_label': '28.8.a.a.1.2', 'twist_class_level': 28, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 421287
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 134217756, 'source_is_minimal': True, 'source_label': '28.8.a.a.1.2', 'source_level': 28, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398643699964, 'target_is_minimal': False, 'target_label': '252.8.a.e.1.1', 'target_level': 252, 'twist_class_label': '28.8.a.a.1.2', 'twist_class_level': 28, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 421288
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 134217756, 'source_is_minimal': True, 'source_label': '28.8.a.a.1.2', 'source_level': 28, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797153181808, 'target_is_minimal': False, 'target_label': '112.8.a.i.1.1', 'target_level': 112, 'twist_class_label': '28.8.a.a.1.2', 'twist_class_level': 28, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 421289
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 134217756, 'source_is_minimal': True, 'source_label': '28.8.a.a.1.2', 'source_level': 28, 'target_conrey_index': 165, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511073894236356, 'target_is_minimal': False, 'target_label': '196.8.e.d.165.1', 'target_level': 196, 'twist_class_label': '28.8.a.a.1.2', 'twist_class_level': 28, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 421290
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 134217756, 'source_is_minimal': True, 'source_label': '28.8.a.a.1.2', 'source_level': 28, 'target_conrey_index': 177, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 275012124868, 'target_is_minimal': False, 'target_label': '196.8.e.a.177.2', 'target_level': 196, 'twist_class_label': '28.8.a.a.1.2', 'twist_class_level': 28, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 421291
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 134217756, 'source_is_minimal': True, 'source_label': '28.8.a.a.1.2', 'source_level': 28, 'target_conrey_index': 177, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511073894236356, 'target_is_minimal': False, 'target_label': '196.8.e.d.177.1', 'target_level': 196, 'twist_class_label': '28.8.a.a.1.2', 'twist_class_level': 28, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 421292
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 134217756, 'source_is_minimal': True, 'source_label': '28.8.a.a.1.2', 'source_level': 28, 'target_conrey_index': 165, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 275012124868, 'target_is_minimal': False, 'target_label': '196.8.e.a.165.2', 'target_level': 196, 'twist_class_label': '28.8.a.a.1.2', 'twist_class_level': 28, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 421293
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 134217756, 'source_is_minimal': True, 'source_label': '28.8.a.a.1.2', 'source_level': 28, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599761588420, 'target_is_minimal': False, 'target_label': '196.8.a.b.1.1', 'target_level': 196, 'twist_class_label': '28.8.a.a.1.2', 'twist_class_level': 28, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 8}
  • id: 421294
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 134217756, 'source_is_minimal': True, 'source_label': '28.8.a.a.1.2', 'source_level': 28, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 58546795290034624, 'target_is_minimal': False, 'target_label': '448.8.a.n.1.2', 'target_level': 448, 'twist_class_label': '28.8.a.a.1.2', 'twist_class_level': 28, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 421295
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 134217756, 'source_is_minimal': True, 'source_label': '28.8.a.a.1.2', 'source_level': 28, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67553994544775616, 'target_is_minimal': False, 'target_label': '448.8.a.p.1.1', 'target_level': 448, 'twist_class_label': '28.8.a.a.1.2', 'twist_class_level': 28, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 107100
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 134217756, 'p': 2}
  • id: 107101
    {'charpoly_factorization': [[[-3480, 14, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 3}
  • id: 107102
    {'charpoly_factorization': [[[-31320, -42, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 5}
  • id: 107103
    {'charpoly_factorization': [[[-343, 1], 2]], 'hecke_orbit_code': 134217756, 'p': 7}
  • id: 107104
    {'charpoly_factorization': [[[7568640, -7428, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 11}
  • id: 107105
    {'charpoly_factorization': [[[34701376, -11830, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 13}
  • id: 107106
    {'charpoly_factorization': [[[-294519780, -15792, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 17}
  • id: 107107
    {'charpoly_factorization': [[[174503608, -26614, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 19}
  • id: 107108
    {'charpoly_factorization': [[[-7801459776, -32640, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 23}
  • id: 107109
    {'charpoly_factorization': [[[5489020188, 158016, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 29}
  • id: 107110
    {'charpoly_factorization': [[[-16540907264, 180740, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 31}
  • id: 107111
    {'charpoly_factorization': [[[-207949289540, 45824, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 37}
  • id: 107112
    {'charpoly_factorization': [[[-208069107156, 321720, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 41}
  • id: 107113
    {'charpoly_factorization': [[[127557024352, -1023868, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 43}
  • id: 107114
    {'charpoly_factorization': [[[662231593152, -1665972, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 47}
  • id: 107115
    {'charpoly_factorization': [[[-15217199100, 410628, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 53}
  • id: 107116
    {'charpoly_factorization': [[[-951114840120, -1702134, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 59}
  • id: 107117
    {'charpoly_factorization': [[[-676162372040, 547526, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 61}
  • id: 107118
    {'charpoly_factorization': [[[-7466582740400, 2590616, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 67}
  • id: 107119
    {'charpoly_factorization': [[[4028431841280, -4129272, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 71}
  • id: 107120
    {'charpoly_factorization': [[[15928428632500, 8008868, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 73}
  • id: 107121
    {'charpoly_factorization': [[[-52062570791552, -2470456, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 79}
  • id: 107122
    {'charpoly_factorization': [[[14563855983960, 9900786, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 83}
  • id: 107123
    {'charpoly_factorization': [[[54854655982020, -15423492, 1], 1]], 'hecke_orbit_code': 134217756, 'p': 89}
  • id: 107124
    {'charpoly_factorization': [[[2955690377596, 17377472, 1], 1]], 'hecke_orbit_code': 134217756, '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': 1, 'label': '28.8.a.a', 'level': 28, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3511638
    {'hecke_orbit_code': 134217756, 'n': 1, 'trace_an': 2}
  • id: 3511639
    {'hecke_orbit_code': 134217756, 'n': 2, 'trace_an': 0}
  • id: 3511640
    {'hecke_orbit_code': 134217756, 'n': 3, 'trace_an': -14}
  • id: 3511641
    {'hecke_orbit_code': 134217756, 'n': 4, 'trace_an': 0}
  • id: 3511642
    {'hecke_orbit_code': 134217756, 'n': 5, 'trace_an': 42}
  • id: 3511643
    {'hecke_orbit_code': 134217756, 'n': 6, 'trace_an': 0}
  • id: 3511644
    {'hecke_orbit_code': 134217756, 'n': 7, 'trace_an': 686}
  • id: 3511645
    {'hecke_orbit_code': 134217756, 'n': 8, 'trace_an': 0}
  • id: 3511646
    {'hecke_orbit_code': 134217756, 'n': 9, 'trace_an': 2782}
  • id: 3511647
    {'hecke_orbit_code': 134217756, 'n': 10, 'trace_an': 0}
  • id: 3511648
    {'hecke_orbit_code': 134217756, 'n': 11, 'trace_an': 7428}
  • id: 3511649
    {'hecke_orbit_code': 134217756, 'n': 12, 'trace_an': 0}
  • id: 3511650
    {'hecke_orbit_code': 134217756, 'n': 13, 'trace_an': 11830}
  • id: 3511651
    {'hecke_orbit_code': 134217756, 'n': 14, 'trace_an': 0}
  • id: 3511652
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  • id: 3511863
    {'hecke_orbit_code': 134217756, 'n': 787, 'trace_an': -23687752130}
  • id: 3511864
    {'hecke_orbit_code': 134217756, 'n': 797, 'trace_an': 12278873838}
  • id: 3511865
    {'hecke_orbit_code': 134217756, 'n': 809, 'trace_an': 14659659312}
  • id: 3511866
    {'hecke_orbit_code': 134217756, 'n': 811, 'trace_an': 20181535150}
  • id: 3511867
    {'hecke_orbit_code': 134217756, 'n': 821, 'trace_an': 54088323084}
  • id: 3511868
    {'hecke_orbit_code': 134217756, 'n': 823, 'trace_an': -15480476288}
  • id: 3511869
    {'hecke_orbit_code': 134217756, 'n': 827, 'trace_an': -29552929632}
  • id: 3511870
    {'hecke_orbit_code': 134217756, 'n': 829, 'trace_an': 17657282314}
  • id: 3511871
    {'hecke_orbit_code': 134217756, 'n': 839, 'trace_an': 6054863892}
  • id: 3511872
    {'hecke_orbit_code': 134217756, 'n': 841, 'trace_an': -20508736738}
  • id: 3511873
    {'hecke_orbit_code': 134217756, 'n': 853, 'trace_an': 23043231694}
  • id: 3511874
    {'hecke_orbit_code': 134217756, 'n': 857, 'trace_an': 42458017728}
  • id: 3511875
    {'hecke_orbit_code': 134217756, 'n': 859, 'trace_an': -40573509830}
  • id: 3511876
    {'hecke_orbit_code': 134217756, 'n': 863, 'trace_an': 7209160536}
  • id: 3511877
    {'hecke_orbit_code': 134217756, 'n': 877, 'trace_an': -53181695600}
  • id: 3511878
    {'hecke_orbit_code': 134217756, 'n': 881, 'trace_an': 15838869564}
  • id: 3511879
    {'hecke_orbit_code': 134217756, 'n': 883, 'trace_an': 10430026912}
  • id: 3511880
    {'hecke_orbit_code': 134217756, 'n': 887, 'trace_an': -48869585436}
  • id: 3511881
    {'hecke_orbit_code': 134217756, 'n': 907, 'trace_an': 11780314768}
  • id: 3511882
    {'hecke_orbit_code': 134217756, 'n': 911, 'trace_an': 25781939160}
  • id: 3511883
    {'hecke_orbit_code': 134217756, 'n': 919, 'trace_an': -66528715136}
  • id: 3511884
    {'hecke_orbit_code': 134217756, 'n': 929, 'trace_an': -39856888512}
  • id: 3511885
    {'hecke_orbit_code': 134217756, 'n': 937, 'trace_an': -10134358052}
  • id: 3511886
    {'hecke_orbit_code': 134217756, 'n': 941, 'trace_an': 49699017018}
  • id: 3511887
    {'hecke_orbit_code': 134217756, 'n': 947, 'trace_an': 49082778900}
  • id: 3511888
    {'hecke_orbit_code': 134217756, 'n': 953, 'trace_an': -21521615004}
  • id: 3511889
    {'hecke_orbit_code': 134217756, 'n': 961, 'trace_an': 10723533906}
  • id: 3511890
    {'hecke_orbit_code': 134217756, 'n': 967, 'trace_an': 15412840432}
  • id: 3511891
    {'hecke_orbit_code': 134217756, 'n': 971, 'trace_an': -86738767962}
  • id: 3511892
    {'hecke_orbit_code': 134217756, 'n': 977, 'trace_an': 34319047068}
  • id: 3511893
    {'hecke_orbit_code': 134217756, 'n': 983, 'trace_an': 4429690356}
  • id: 3511894
    {'hecke_orbit_code': 134217756, 'n': 991, 'trace_an': 27202285072}
  • id: 3511895
    {'hecke_orbit_code': 134217756, 'n': 997, 'trace_an': 47706509410}