Embedded newform data - 130.6.a.d.1.2

Formats: - HTML - YAML - JSON - 2026-01-22T13:58:50.298494

• 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': 4680, 'analytic_conductor': 20.84989657568748, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 1], [13, -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': [130, 1, [27, 41], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 940, 'field_disc_factorization': [[2, 2], [5, 1], [47, 1]], 'field_poly': [-235, 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': [[3, [-66, 26, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982774914, 'hecke_ring_generator_nbound': 3, '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_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '130.6.a.d', 'level': 130, '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': True, 'level_primes': [2, 5, 13], 'level_radical': 130, 'minimal_twist': '130.6.a.d', 'nf_label': '2.2.940.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+(-13+\\beta )q^{3}+2^{4}q^{4}-5^{2}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '130.6.a', 'trace_display': [8, -26, -50, 160], 'trace_hash': 750471447810503987, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.941', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.330', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '62.860', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 8, -26, 32, -50, -104, 160, 128, 322, -200, -726, -416, 338, 640, 650, 512, -2856, 1288, -938, -800, -4900, -2904, -4422, -1664, 1250, 1352, -10088, 2560, -4692, 2600, 6130, 2048, 2388, -11424, -4000, 5152, -9584, -3752, -4394, -3200, -20040, -19600, 10006, -11616, -8050, -17688, -10512, -6656, -3894, 5000, 45588, 5408, 5448, -40352, 18150, 10240, 86924, -18768, -22398, 10400, 12988, 24520, 99080, 8192, -8450, 9552, -56540, -45696, -25704, -16000, -69810, 20608, 99832, -38336, -16250, -15008, -15780, -17576, -31652, -12800, 173218, -80160, 69120, -78400, 71400, 40024, 35616, -46464, -141612, -32200, 27040, -70752, -148780, -42048, 23450, -26624, -7676, -15576, 66414, 20000, 41724, 182352, 165862, 21632, 122500, 21792, 278118, -161408, -116156, 72600, 384032, 40960, -105408, 347696, 110550, -75072, 54418, -89592, 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• 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

  
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[-0.8554444426578126, 0.0], [-0.015694347356561035, 0.0], [-0.6298637574124857, 0.0], [-0.08469504038395298, 0.0], [0.5469396651622346, 0.0], [0.6401645258850442, 0.0], [-1.3913021447874256, 0.0], [-0.04330571082593972, 0.0], [-0.43660676250243236, 0.0], [-0.006604131391217136, 0.0], [0.005656656924833626, 0.0], [-0.21792161730748655, 0.0], [-1.549971996931523, 0.0], [-0.05224879562133885, 0.0], [0.08636335733873089, 0.0], [0.33161448666420223, 0.0], [-0.009747153313231633, 0.0], [-0.00700681018513721, 0.0], [0.2965923253264811, 0.0], [0.033119504224439496, 0.0], [-0.2425458035084379, 0.0], [-0.6552623868789966, 0.0], [-1.4616697938885816, 0.0], [-1.7169185792533592, 0.0], [0.00826406201382418, 0.0], [0.0502216508309079, 0.0], [1.6349302106228984, 0.0], [0.728053477079579, 0.0], [0.013896759056413565, 0.0], [0.1651916829808804, 0.0], [1.0212832430890346, 0.0], [0.6854115072382787, 0.0], [-0.5237442719709664, 0.0], [-0.1340766321510255, 0.0], [-0.0482232224212987, 0.0], [1.2262730313117256, 0.0], [1.3334492024615756, 0.0], [0.023287099931509913, 0.0], [-0.11925625926186818, 0.0], [0.13382327349920753, 0.0], [-1.3792526527625741, 0.0], [-0.05381593229711063, 0.0], [-1.0343641596441928, 0.0], [-0.1544193550625118, 0.0], [0.7229678253404414, 0.0], [-0.008166643340175724, 0.0], [-0.08045574881721844, 0.0], [0.10982308208263726, 0.0], [-0.10628865883630105, 0.0], [-0.09776644141384905, 0.0], [-0.3157771983214447, 0.0], [0.4279871845609331, 0.0], [-0.0004078288560495717, 0.0], [-0.4882579463077662, 0.0], [0.4986008812223371, 0.0], [-0.16069338741093597, 0.0], [-1.5779273817760213, 0.0], [0.6669490474615283, 0.0], [-1.060305966168083, 0.0], [0.008103579513467381, 0.0], [0.4540644729833704, 0.0], [0.04673834153988685, 0.0], [-0.5775809332866629, 0.0], [-0.6508182046768278, 0.0], [-0.0866439165402237, 0.0], [-0.7102723526463802, 0.0], [-0.07796281799781828, 0.0], [0.20206497415441843, 0.0], [-1.8705690961361177, 0.0], [0.30690226067464377, 0.0], [0.06996873959104352, 0.0], [0.7578195275787872, 0.0], [-0.05825093566918423, 0.0], [0.010201180307919304, 0.0], [0.08814379029289082, 0.0], [0.9653696066524317, 0.0], [-0.2715490631904266, 0.0], [-0.12388255780967607, 0.0], [-0.9991278618703218, 0.0], [-0.0071680404678010345, 0.0], [-1.2402555997731108, 0.0], [-0.47695010473350336, 0.0], [-0.08778264715588635, 0.0], [-0.556039187978673, 0.0], [-0.6388559344786894, 0.0], [-0.09586788318148885, 0.0], [-0.660532858389347, 0.0], [0.05713457711070954, 0.0], [-0.21314259599424956, 0.0], [0.18489443983632622, 0.0], [-1.0689532289319006, 0.0], [-0.13131077167747926, 0.0], [0.7951383030387134, 0.0], [0.18037758351971545, 0.0], [-0.012212788751306184, 0.0], [-0.030856657245214855, 0.0], [-0.7968326509006723, 0.0], [-0.015000143584385556, 0.0], [0.18640202649321755, 0.0], [0.17690887175499734, 0.0], [-0.07768907649937343, 0.0], [0.03158336102941688, 0.0], [-0.3242393829221193, 0.0], [-0.22578797717680107, 0.0], [-0.6636118992139488, 0.0], [0.8056288270388156, 0.0], [0.15474513292453274, 0.0], [-0.22648656221463112, 0.0], [0.009465523557068407, 0.0], [-0.008354561976382562, 0.0], [-0.9769959899567368, 0.0], [0.08643209744336165, 0.0], [-1.7702165862457808, 0.0], [-0.260987885988957, 0.0], [0.5086407062345545, 0.0], [0.01895231794697832, 0.0], [0.9408842848552643, 0.0], [0.4182760657800643, 0.0], [-0.1807540568728542, 0.0], [-0.4727804008116456, 0.0], [1.1059464484159927, 0.0], [0.21753755197892669, 0.0], [0.049350731388987795, 0.0], [1.0754768183089924, 0.0], [0.008290047018797632, 0.0], [0.3240890904318077, 0.0], [0.8919481376838316, 0.0], [-0.12123579543621743, 0.0], [0.6252660095904993, 0.0], [0.22169790226760935, 0.0], [1.8119659848263687, 0.0], [0.5583102675499257, 0.0], [0.8425619378629019, 0.0], [-0.02164543271180093, 0.0], [-0.12331779770155155, 0.0], [0.47909861929471975, 0.0], [0.011417896377509557, 0.0], [0.1734734210012336, 0.0], [-0.05732720736621551, 0.0], [-0.45679672224624457, 0.0], [1.2400064617812894, 0.0], [0.026811850250439168, 0.0], [0.23431407306285884, 0.0], [0.013721707519240607, 0.0], [0.5942109101543985, 0.0], [0.029211129861052457, 0.0], [-1.3713510576314736, 0.0], [-1.0265017094584252, 0.0], [-0.13026057752056586, 0.0], [-0.03162277660168379, 0.0]], 'angles': [None, -0.23809597538583088, None, -0.2573551800810119, -0.3822940693558466, None, -0.33030282816178463, -0.1424541796967247, -0.46125243571977853, -0.306975948848515, -0.2379188281435969, -0.2146384788785682, -0.2828312354348571, -0.24764962789132988, -0.31783582288951495, -0.22389248131083753, -0.19125949818079332, -0.13776559740506394, -0.32202475686110754, -0.2667442686965838, -0.19545595831757415, -0.2660010597988594, -0.21869060888216707, -0.2839325907534271, -0.11561945962738025, -0.15878348321298877, -0.22782545941862536, -0.06981200504542215, -0.4386755810288816, -0.3713049478144425, -0.13835351160376, -0.18068176143094597, -0.2581559828374018, -0.2930267229329565, -0.38038306325136273, -0.38747375262840744, -0.35669331907970564, -0.3472288667047603, -0.30891760987802674, -0.2653915308114967, -0.399806724918417, -0.34411060998777626, -0.11695279625608355, -0.346272394455867, -0.22798663093818936, -0.36564534638731516, -0.2678595997690372, -0.25856921133482036, -0.13379992975794855, -0.3757141083597275, -0.32912888130952056, -0.10091381022587367, -0.2920241329740264, -0.30831589859197517, -0.20750801122447649, -0.22689562675041905, -0.28861632233499385, -0.13352464397210706, -0.15346949140623986, -0.4488135491766183, -0.14044114600427188, -0.24259778707523127, -0.21239513934482557, -0.2974406376018502, -0.3763514293906947, -0.29184726850173853, -0.10660955138263487, -0.18332080470693754, -0.2910133406976102, -0.4053659108595939, -0.2981312044310728, -0.30541143684902183, -0.2418002930539637, -0.13963183408348853, -0.2926377739029209, -0.11572998280309459, -0.1892533905756803, -0.415833254573342, -0.3019291397291363, -0.2601279704663758, -0.3436301887399756, -0.2822385558174879, -0.2746229069769471, -0.2123295099701796, -0.16393094553841894, -0.08298873006316336, -0.23762810470218895, -0.3261107850380337, -0.1599938676977758, -0.13042035422847506, -0.3143123785172203, -0.27559892650373957, -0.11248260301530046, -0.18540954373896526, -0.37927582569921664, -0.3215913769249305, -0.3357988913887301, -0.4009324600845572, -0.2874722728190777, -0.09981392109785392, -0.25979689110916665, -0.17681177487069488, -0.3091744777323712, -0.15963145133847859, -0.2763902432083417, -0.4171275288862677, -0.401662196283076, -0.20307423786019185, -0.24520178559843744, -0.2814527985954115, -0.22229689384377652, -0.22792351832376218, -0.2956927859351685, -0.2721589558538513, -0.34105902789547127, -0.19567807633670053, -0.19007097142410972, -0.1887793369133168, -0.38121201069457605, -0.1723221820130969, -0.3298790047745738, -0.2194090834514702, -0.06577673692480293, -0.3913485800206943, -0.17289302435377887, -0.11833493178376735, -0.2565415565310625, -0.10598315155506888, -0.07826086452615197, -0.11651239051527391, -0.36627380390072756, -0.2822275260009484, -0.2929573066332598, -0.3504510881529294, -0.1706108046782023, -0.31501942248424536, -0.09167438788894652, -0.19681816941024516, -0.15983442881542542, -0.12019227585713224, -0.37957631391432056, -0.19000113997053195, -0.2950510525597258, -0.2257115020232477, -0.17580854452347036, -0.30345300728136904, -0.30099083728860304, -0.3724420055389104, -0.28502611648657, -0.39112156434444034, -0.09768933268925929, -0.16470395198322554, -0.29216993642694317, -0.13384786527474493, -0.39469103332099276, -0.21354886162569908, -0.44242823439754936, -0.33325320581668477, -0.3035692984759973, -0.33974562126798086, -0.3152200350031842, -0.2759165337791634, -0.17204722004813017, -0.15674658706282618, -0.17642867704429024, -0.18079031428731912, -0.14356563774778966, -0.3702465467901351], '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': 15.329709716755891, 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982774914, 'label': '130.6.a.d.1.2', 'level': 130, 'weight': 6}
• 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': [2, 2, 2, 3, 3, 2, 2, 4], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [9, 12, 11, 10, 10, 10, 11, 7], 'Nk2': 4680, 'analytic_conductor': 20.84989657568748, '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': [130, 1, [27, 41], [1, 1]], 'conrey_index': 1, 'cusp_dim': 100, 'dim': 20, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663426, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 3, 3, 4], 'label': '130.6.a', 'level': 130, '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': True, 'level_primes': [2, 5, 13], 'level_radical': 130, 'mf_dim': 108, 'mf_new_dim': 20, 'num_forms': 8, 'plus_dim': 9, 'prim_orbit_index': 1, 'relative_dim': 20, 'sturm_bound': 126, 'trace_bound': 7, 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• 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: 42949584
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982774914, 'source_is_minimal': True, 'source_label': '130.6.a.d.1.2', 'source_level': 130, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510798982774914, 'target_is_minimal': True, 'target_label': '130.6.a.d.1.2', 'target_level': 130, 'twist_class_label': '130.6.a.d.1.2', 'twist_class_level': 130, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 42949585
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982774914, 'source_is_minimal': True, 'source_label': '130.6.a.d.1.2', 'source_level': 130, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797119628304, 'target_is_minimal': False, 'target_label': '1040.6.a.i.1.1', 'target_level': 1040, 'twist_class_label': '130.6.a.d.1.2', 'twist_class_level': 130, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 42949586
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982774914, 'source_is_minimal': True, 'source_label': '130.6.a.d.1.2', 'source_level': 130, 'target_conrey_index': 599, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503668447511178, 'target_is_minimal': False, 'target_label': '650.6.b.b.599.3', 'target_level': 650, 'twist_class_label': '130.6.a.d.1.2', 'twist_class_level': 130, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 42949587
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982774914, 'source_is_minimal': True, 'source_label': '130.6.a.d.1.2', 'source_level': 130, 'target_conrey_index': 599, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503668447511178, 'target_is_minimal': False, 'target_label': '650.6.b.b.599.2', 'target_level': 650, 'twist_class_label': '130.6.a.d.1.2', 'twist_class_level': 130, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 42949588
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982774914, 'source_is_minimal': True, 'source_label': '130.6.a.d.1.2', 'source_level': 130, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982775434, 'target_is_minimal': False, 'target_label': '650.6.a.d.1.1', 'target_level': 650, 'twist_class_label': '130.6.a.d.1.2', 'twist_class_level': 130, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 362700
    {'charpoly_factorization': [[[-4, 1], 2]], 'hecke_orbit_code': 13510798982774914, 'p': 2}
  • id: 362701
    {'charpoly_factorization': [[[-66, 26, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 3}
  • id: 362702
    {'charpoly_factorization': [[[25, 1], 2]], 'hecke_orbit_code': 13510798982774914, 'p': 5}
  • id: 362703
    {'charpoly_factorization': [[[-2060, -160, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 7}
  • id: 362704
    {'charpoly_factorization': [[[78894, 726, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 11}
  • id: 362705
    {'charpoly_factorization': [[[-169, 1], 2]], 'hecke_orbit_code': 13510798982774914, 'p': 13}
  • id: 362706
    {'charpoly_factorization': [[[1963044, 2856, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 17}
  • id: 362707
    {'charpoly_factorization': [[[-5721074, 938, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 19}
  • id: 362708
    {'charpoly_factorization': [[[-2473794, 4422, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 23}
  • id: 362709
    {'charpoly_factorization': [[[4818456, 4692, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 29}
  • id: 362710
    {'charpoly_factorization': [[[4316110, -6130, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 31}
  • id: 362711
    {'charpoly_factorization': [[[-48642176, 9584, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 37}
  • id: 362712
    {'charpoly_factorization': [[[68920740, 20040, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 41}
  • id: 362713
    {'charpoly_factorization': [[[3454894, -10006, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 43}
  • id: 362714
    {'charpoly_factorization': [[[-25173324, 10512, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 47}
  • id: 362715
    {'charpoly_factorization': [[[-8222364, -5448, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 53}
  • id: 362716
    {'charpoly_factorization': [[[-804270834, 22398, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 59}
  • id: 362717
    {'charpoly_factorization': [[[-930059624, -12988, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 61}
  • id: 362718
    {'charpoly_factorization': [[[784269460, 56540, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 67}
  • id: 362719
    {'charpoly_factorization': [[[543198150, 69810, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 71}
  • id: 362720
    {'charpoly_factorization': [[[2118521056, -99832, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 73}
  • id: 362721
    {'charpoly_factorization': [[[228457816, 31652, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 79}
  • id: 362722
    {'charpoly_factorization': [[[1093880340, -69120, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 83}
  • id: 362723
    {'charpoly_factorization': [[[3478202676, 141612, 1], 1]], 'hecke_orbit_code': 13510798982774914, 'p': 89}
  • id: 362724
    {'charpoly_factorization': [[[-20258001596, 7676, 1], 1]], 'hecke_orbit_code': 13510798982774914, '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': 4, 'label': '130.6.a.d', 'level': 130, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35126419
    {'hecke_orbit_code': 13510798982774914, 'n': 1, 'trace_an': 2}
  • id: 35126420
    {'hecke_orbit_code': 13510798982774914, 'n': 2, 'trace_an': 8}
  • id: 35126421
    {'hecke_orbit_code': 13510798982774914, 'n': 3, 'trace_an': -26}
  • id: 35126422
    {'hecke_orbit_code': 13510798982774914, 'n': 4, 'trace_an': 32}
  • id: 35126423
    {'hecke_orbit_code': 13510798982774914, 'n': 5, 'trace_an': -50}
  • id: 35126424
    {'hecke_orbit_code': 13510798982774914, 'n': 6, 'trace_an': -104}
  • id: 35126425
    {'hecke_orbit_code': 13510798982774914, 'n': 7, 'trace_an': 160}
  • id: 35126426
    {'hecke_orbit_code': 13510798982774914, 'n': 8, 'trace_an': 128}
  • id: 35126427
    {'hecke_orbit_code': 13510798982774914, 'n': 9, 'trace_an': 322}
  • id: 35126428
    {'hecke_orbit_code': 13510798982774914, 'n': 10, 'trace_an': -200}
  • id: 35126429
    {'hecke_orbit_code': 13510798982774914, 'n': 11, 'trace_an': -726}
  • id: 35126430
    {'hecke_orbit_code': 13510798982774914, 'n': 12, 'trace_an': -416}
  • id: 35126431
    {'hecke_orbit_code': 13510798982774914, 'n': 13, 'trace_an': 338}
  • id: 35126432
    {'hecke_orbit_code': 13510798982774914, 'n': 14, 'trace_an': 640}
  • id: 35126433
    {'hecke_orbit_code': 13510798982774914, 'n': 15, 'trace_an': 650}
  • id: 35126434
    {'hecke_orbit_code': 13510798982774914, 'n': 16, 'trace_an': 512}
  • id: 35126435
    {'hecke_orbit_code': 13510798982774914, 'n': 17, 'trace_an': -2856}
  • id: 35126436
    {'hecke_orbit_code': 13510798982774914, 'n': 18, 'trace_an': 1288}
  • id: 35126437
    {'hecke_orbit_code': 13510798982774914, 'n': 19, 'trace_an': -938}
  • id: 35126438
    {'hecke_orbit_code': 13510798982774914, 'n': 20, 'trace_an': -800}
  • id: 35126439
    {'hecke_orbit_code': 13510798982774914, 'n': 21, 'trace_an': -4900}
  • id: 35126440
    {'hecke_orbit_code': 13510798982774914, 'n': 22, 'trace_an': -2904}
  • id: 35126441
    {'hecke_orbit_code': 13510798982774914, 'n': 23, 'trace_an': -4422}
  • id: 35126442
    {'hecke_orbit_code': 13510798982774914, 'n': 24, 'trace_an': -1664}
  • id: 35126443
    {'hecke_orbit_code': 13510798982774914, 'n': 25, 'trace_an': 1250}
  • id: 35126444
    {'hecke_orbit_code': 13510798982774914, 'n': 26, 'trace_an': 1352}
  • id: 35126445
    {'hecke_orbit_code': 13510798982774914, 'n': 27, 'trace_an': -10088}
  • id: 35126446
    {'hecke_orbit_code': 13510798982774914, 'n': 28, 'trace_an': 2560}
  • id: 35126447
    {'hecke_orbit_code': 13510798982774914, 'n': 29, 'trace_an': -4692}
  • id: 35126448
    {'hecke_orbit_code': 13510798982774914, 'n': 30, 'trace_an': 2600}
  • id: 35126449
    {'hecke_orbit_code': 13510798982774914, 'n': 31, 'trace_an': 6130}
  • id: 35126450
    {'hecke_orbit_code': 13510798982774914, 'n': 32, 'trace_an': 2048}
  • id: 35126451
    {'hecke_orbit_code': 13510798982774914, 'n': 33, 'trace_an': 2388}
  • id: 35126452
    {'hecke_orbit_code': 13510798982774914, 'n': 34, 'trace_an': -11424}
  • id: 35126453
    {'hecke_orbit_code': 13510798982774914, 'n': 35, 'trace_an': -4000}
  • id: 35126454
    {'hecke_orbit_code': 13510798982774914, 'n': 36, 'trace_an': 5152}
  • id: 35126455
    {'hecke_orbit_code': 13510798982774914, 'n': 37, 'trace_an': -9584}
  • id: 35126456
    {'hecke_orbit_code': 13510798982774914, 'n': 38, 'trace_an': -3752}
  • id: 35126457
    {'hecke_orbit_code': 13510798982774914, 'n': 39, 'trace_an': -4394}
  • id: 35126458
    {'hecke_orbit_code': 13510798982774914, 'n': 40, 'trace_an': -3200}
  • id: 35126459
    {'hecke_orbit_code': 13510798982774914, 'n': 41, 'trace_an': -20040}
  • id: 35126460
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  • id: 35126648
    {'hecke_orbit_code': 13510798982774914, 'n': 821, 'trace_an': 46736532}
  • id: 35126649
    {'hecke_orbit_code': 13510798982774914, 'n': 823, 'trace_an': 8052478}
  • id: 35126650
    {'hecke_orbit_code': 13510798982774914, 'n': 827, 'trace_an': 40083072}
  • id: 35126651
    {'hecke_orbit_code': 13510798982774914, 'n': 829, 'trace_an': -2742620}
  • id: 35126652
    {'hecke_orbit_code': 13510798982774914, 'n': 839, 'trace_an': -4930830}
  • id: 35126653
    {'hecke_orbit_code': 13510798982774914, 'n': 841, 'trace_an': -28644346}
  • id: 35126654
    {'hecke_orbit_code': 13510798982774914, 'n': 853, 'trace_an': -16458920}
  • id: 35126655
    {'hecke_orbit_code': 13510798982774914, 'n': 857, 'trace_an': -58698372}
  • id: 35126656
    {'hecke_orbit_code': 13510798982774914, 'n': 859, 'trace_an': 16129324}
  • id: 35126657
    {'hecke_orbit_code': 13510798982774914, 'n': 863, 'trace_an': -29308440}
  • id: 35126658
    {'hecke_orbit_code': 13510798982774914, 'n': 877, 'trace_an': 3054340}
  • id: 35126659
    {'hecke_orbit_code': 13510798982774914, 'n': 881, 'trace_an': 37159428}
  • id: 35126660
    {'hecke_orbit_code': 13510798982774914, 'n': 883, 'trace_an': -30238250}
  • id: 35126661
    {'hecke_orbit_code': 13510798982774914, 'n': 887, 'trace_an': 36519462}
  • id: 35126662
    {'hecke_orbit_code': 13510798982774914, 'n': 907, 'trace_an': 2684302}
  • id: 35126663
    {'hecke_orbit_code': 13510798982774914, 'n': 911, 'trace_an': 24358368}
  • id: 35126664
    {'hecke_orbit_code': 13510798982774914, 'n': 919, 'trace_an': -63712004}
  • id: 35126665
    {'hecke_orbit_code': 13510798982774914, 'n': 929, 'trace_an': -41037336}
  • id: 35126666
    {'hecke_orbit_code': 13510798982774914, 'n': 937, 'trace_an': -54787844}
  • id: 35126667
    {'hecke_orbit_code': 13510798982774914, 'n': 941, 'trace_an': -11661624}
  • id: 35126668
    {'hecke_orbit_code': 13510798982774914, 'n': 947, 'trace_an': -71434824}
  • id: 35126669
    {'hecke_orbit_code': 13510798982774914, 'n': 953, 'trace_an': 28147284}
  • id: 35126670
    {'hecke_orbit_code': 13510798982774914, 'n': 961, 'trace_an': -28313622}
  • id: 35126671
    {'hecke_orbit_code': 13510798982774914, 'n': 967, 'trace_an': 53054572}
  • id: 35126672
    {'hecke_orbit_code': 13510798982774914, 'n': 971, 'trace_an': 32059584}
  • id: 35126673
    {'hecke_orbit_code': 13510798982774914, 'n': 977, 'trace_an': 20733048}
  • id: 35126674
    {'hecke_orbit_code': 13510798982774914, 'n': 983, 'trace_an': 2337708}
  • id: 35126675
    {'hecke_orbit_code': 13510798982774914, 'n': 991, 'trace_an': -6501872}
  • id: 35126676
    {'hecke_orbit_code': 13510798982774914, 'n': 997, 'trace_an': -70676288}