Newform data - 495.6.a.b

Formats: - HTML - YAML - JSON - 2024-04-24T08:25:36.398586

• 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': 17820, 'analytic_conductor': 79.38999080742542, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [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': [495, 1, [56, 397, 46], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 18257, 'field_disc_factorization': [[18257, 1]], 'field_poly': [8, -26, -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': [[2, [-18, -25, 2, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728034287, 'hecke_ring_generator_nbound': 2, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '495.6.a.b', 'level': 495, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '165.6.a.c', 'nf_label': '3.3.18257.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta _{1})q^{2}+(-14-\\beta _{1}+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '495.6.a', 'trace_display': [-2, 0, -75, -68], 'trace_hash': 2046852434934605459, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.085', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.915', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.566', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.672', 'prec': 20}, {'__RealLiteral__': 0, 'data': '7.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '263.688', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [3, -2, 0, -42, -75, 0, -68, 24, 0, 50, -363, 0, 290, -916, 0, -590, -434, 0, -2856, 1050, 0, 242, 640, 0, 1875, -2132, 0, -580, 4538, 0, -14968, 2496, 0, -13704, 1700, 0, -6190, 11668, 0, -600, 8926, 0, -33592, 5082, 0, -35680, 24640, 0, -14693, -1250, 0, 18780, 22934, 0, 9075, 40012, 0, -32304, 13756, 0, 24602, 7704, 0, 35474, -7250, 0, 16868, 71288, 0, 22900, -4856, 0, 1910, -29404, 0, 6116, 8228, 0, -36844, 14750, 0, 84000, 48796, 0, 10850, 83492, 0, -2904, 188978, 0, -93208, 6976, 0, 70472, 71400, 0, 247526, 154654, 0, -26250, 170242, 0, -37464, 32248, 0, -14668, -278700, 0, 190658, -6050, 0, 146780, 24242, 0, -16000, -178256, 0, 206456, -17608, 0, 43923, 15796, 0, 192152, -46875, 0, 279956, -86240, 0, 53300, 600020, 0, 14080, 166696, 0, 411844, -129910, 0, -259808, 14500, 0, 235872, -35090, 0, -113450, -104252, 0, 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'weight_parity': 1}
• mf_hecke_nf •

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

  
  {'an': [[1, 0, 0], [-1, 1, 0], [0, 0, 0], [-14, -1, 1], [-25, 0, 0], [0, 0, 0], [-14, -20, -6], [21, -37, -2], [0, 0, 0], [25, -25, 0], [-121, 0, 0], [0, 0, 0], [90, -24, 44], [-278, -68, -14], [0, 0, 0], [-186, 35, -67], [-100, -236, 102], [0, 0, 0], [-994, 172, -46], [350, 25, -25], [0, 0, 0], [121, -121, 0], [464, -688, -64], [0, 0, 0], [625, 0, 0], [-850, 486, -68], [0, 0, 0], [-318, 236, 138], [1840, -652, -330], [0, 0, 0], [-4956, -56, -44], [645, 395, 166], [0, 0, 0], [-4728, 818, -338], [350, 500, 150], [0, 0, 0], [-2130, -448, 648], [4286, -1408, 218], [0, 0, 0], [-525, 925, 50], [2264, 1804, 330], [0, 0, 0], [-11850, 1340, 618], [1694, 121, -121], [0, 0, 0], [-11648, -112, -624], [7820, 1544, -364], [0, 0, 0], [-5935, 2832, 280], [-625, 625, 0], [0, 0, 0], [6776, -694, -854], [7126, 360, 1196], [0, 0, 0], [3025, 0, 0], [12122, 3100, 546], [0, 0, 0], [-10284, -1130, -322], [1988, 4928, 2864], [0, 0, 0], [8262, 432, -616], [4356, -5352, -12], [0, 0, 0], [10694, 1019, 2373], [-2250, 600, -1100], [0, 0, 0], [4524, 3360, -64], [24538, -218, -2108], [0, 0, 0], [6950, 1700, 350], [-1552, 3376, -3576], [0, 0, 0], [846, -1656, 1028], [-10670, 3702, -1096], [0, 0, 0], [1842, 744, -154], [1694, 2420, 726], [0, 0, 0], [-8130, -8252, -4202], [4650, -875, 1675], [0, 0, 0], [25764, 5234, 1474], [15284, 5744, -2800], [0, 0, 0], [2500, 5900, -2550], [29686, -6288, 722], [0, 0, 0], [-2541, 4477, 242], [66838, -8896, -2640], [0, 0, 0], [-29716, -5496, 1436], [-112, 4752, 2560], [0, 0, 0], [21340, 4544, 1908], [24850, -4300, 1150], [0, 0, 0], [87090, -13696, -48], [51839, -3415, 2552], [0, 0, 0], [-8750, -625, 625]], 'ap': [[-1, 1, 0], [0, 0, 0], [-25, 0, 0], [-14, -20, -6], [-121, 0, 0], [90, -24, 44], [-100, -236, 102], [-994, 172, -46], [464, -688, -64], [1840, -652, -330], [-4956, -56, -44], [-2130, -448, 648], [2264, 1804, 330], [-11850, 1340, 618], [7820, 1544, -364], [7126, 360, 1196], [1988, 4928, 2864], [8262, 432, -616], [4524, 3360, -64], [-1552, 3376, -3576], [846, -1656, 1028], [-8130, -8252, -4202], [15284, 5744, -2800], [66838, -8896, -2640], [87090, -13696, -48], [51080, 21204, -4202], [-9196, 2344, -12220], [-86460, -6496, -12824], [53802, 17448, 11804], [20794, -38600, 460], [95874, 5020, -12686], [192028, 23232, 704], [-48542, 4952, 10764], [-82874, -24052, 12866], [-164, -11732, 1546], [-101962, -40284, -14250], [250998, -65696, -5576], [4696, -15000, 29164], [417496, -70768, -11304], [4176, -69436, 32182], [240120, 8264, -12884], [-147074, -110512, 13304], [657912, 3280, 3944], [54266, -53696, 20264], [305832, 27972, 27654], [-208132, -37144, -38060], [-619250, 17100, -4334], [357612, -124504, -7740], [103228, 48832, 4504], [418798, 88304, -31528], [87464, -29652, 1786], [49980, -304952, -12100], [-558642, 289736, 38508], [326560, 43048, -43028], [-123826, 347376, 16480], [223344, 131520, -4896], [-300098, -124120, 37356], [177938, 167356, 12746], [628378, -340776, 11620], [-252920, 271884, 40490], [520422, 50876, 64554], 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[59217952, -14494624, 18957704], [270832728, -3941460, -1921302], [-175600238, -20530624, -15732640], [153771232, 24563416, -4482420], [56692324, 12568288, 8249040], [120801336, 3612608, 4659376], [159324792, -5148028, -6320234], [-14830358, 21299432, 16158812], [211302354, -27702720, -872064], [35010534, 11574580, 2542222], [-22237028, -25480192, -6693240], [197629018, -34793948, -5436138], [99545656, -19502616, 9589580], [304124798, -4798304, -6248656], [301054008, -16052772, 7600674], [-116127510, -16664448, 14600672], [294358290, 34820668, -2528366], [-16179010, 35151296, -22373816], [59817342, -9730400, -11021944], [3847348, 22424988, -14296846], [-25445168, 53285504, 16272872], [-159100506, 12052024, -2882044], [-173299392, -4695912, 7276452], [-77116578, -78759664, 9049704], [-71256168, 5660120, 19548084], [80002120, 46654480, -21653624], [-185284706, 5059032, 7416980], [-22836074, 9922908, -29723702], [-33865654, 34796416, -4187296], [94130510, 22431880, -19991556], [174361690, -65744628, -5190038], [83969550, 43155024, -154168], [-89504780, 20681268, -22462138], [-209335240, -13155376, -19541416], [15032632, -49815528, -11370700], [197193572, -5936444, -9555666], [-190901724, 94508360, 15039268], [326967654, 14824512, -8605552], [107324000, -10074436, 37466642], [31100776, 29102416, 11448640], [-66486984, 10214616, 8587572], [186507700, 13193264, 34788680], [180542458, 10194496, 25650288], [141602004, 3797884, 21101066], [53334658, -79831348, -10055782], [386543674, 25982496, 3985696], [134512412, 61459520, -6371296], [320347148, 15834064, 8446112], [102456556, 48480344, 33221460], [-137530120, -20164588, -4163530], [-40109254, -76102948, -5897558], [-317532138, -3420640, 3743640], [54316376, 43176744, -21134228], [47488428, -92710104, -10611636], [242298194, -36629744, -5168800], [155034076, 51075732, 2753702], [211143670, 48102680, -14137348], [334020138, -3207536, -19688680], [-116378154, -71060880, 3135216], [-202029918, 77095500, 11770874], [-178300588, 27507492, -22943666], [-158534166, 477108, -9437986], [-176739404, -56831992, -2785788], [-202935028, -27405064, -21871988], [-239094610, -29228768, 16935800], [-110861570, -16395636, -11083358], [-378578748, 41511608, 10453564], [230719938, -24372928, -13579200], [276155726, -34115080, -21000556], [266461992, -90281288, -9098572], [58737996, -94073632, -4496496], [-93584948, 43813240, -31369436], [-186361506, -50031160, 3686244], [-226836426, 22398612, 14827454], [-39819546, 85477248, 21099984], [-410139740, 18454048, -4346808], [-205772744, -9483788, 814294], [161517342, 66783872, -2095152], [179417930, -60242536, 11869100], [157111890, -67426820, -5855438], [173914046, -34124992, 14135240], [-39737852, -36567684, 3592034], [159538838, -57363740, -7019770], [-49592394, -11967104, -27245816], [-394435840, -50872852, 18010394], [-689056844, 17351248, -5298840], [121033888, -102415752, 6642212], [244050450, -8408720, -13229840], [-264626116, 97980572, 17848922], [23335556, 130145776, 10108536], [78079466, -54340812, -6364626], [-72321258, 14525880, -4963636], [31186498, 57148672, 13261312], [-184367868, -17663976, 20594196], [-64616452, 116840568, -7228932], [636309558, 6098720, -2418824], [-338607256, 2125488, -35727128], [114523342, 54997928, 2779596], [-285822562, -48386672, -808888], [-421387588, -78014872, 21907652], [128851544, 15157240, 2118036], [-466129542, -33840704, 9287920], [98612982, -6194760, 11985348], [18670300, -61591248, -22707832], [125542584, -64910420, -42865702], [127746084, 10788992, 4274424], [50129596, 31056088, -39451196]], 'char_orbit_index': 1, 'field_poly': [8, -26, -1, 1], 'hecke_orbit_code': 4503599728034287, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [17, 1, 1]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-17, -1, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '495.6.a.b', 'level': 495, 'maxp': 2999, 'weight': 6}
• 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': [[[[3, -1], [5, -1], [11, -1]], 14, 3], [[[3, 1], [5, -1], [11, -1]], 6, 1], [[[3, 1], [5, -1], [11, 1]], 10, 1], [[[3, -1], [5, 1], [11, -1]], 11, 3], [[[3, 1], [5, 1], [11, 1]], 6, 1], [[[3, -1], [5, -1], [11, 1]], 12, 3], [[[3, -1], [5, 1], [11, 1]], 13, 3], [[[3, 1], [5, 1], [11, -1]], 10, 1]], 'ALdims': [6, 10, 10, 6, 13, 11, 12, 14], 'Nk2': 17820, 'analytic_conductor': 79.38999080742542, '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': [495, 1, [56, 397, 46], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 352, 'dim': 82, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663791, 'hecke_orbit_dims': [3, 3, 3, 3, 3, 3, 4, 5, 5, 5, 6, 6, 6, 7, 10, 10], 'label': '495.6.a', 'level': 495, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'mf_dim': 368, 'mf_new_dim': 82, 'num_forms': 16, 'plus_dim': 35, 'prim_orbit_index': 1, 'relative_dim': 82, 'sturm_bound': 432, 'trace_bound': 4, 'trace_display': [0, 0, 50, -44], 'traces': [82, 0, 0, 1268, 50, 0, -44, -852, 0, -100, 0, 0, 1748, -2720, 0, 20160, -956, 0, 2728, 4300, 0, -968, 7556, 0, 51250, 3292, 0, -1028, -10876, 0, 3480, -16064, 0, 13672, 3100, 0, 6020, 61120, 0, 3000, 25852, 0, 47628, -2420, 0, 93512, 9372, 0, 194210, 0, 0, 8972, 95708, 0, -12100, -211872, 0, -140352, -91808, 0, 137852, 60392, 0, 374844, 100, 0, -9564, 231228, 0, 20500, -79232, 0, -93772, 68752, 0, 384528, 76956, 0, 92256, 134000, 0, 392144, -178292, 0, -134300, 522620, 0, -46464, -373284, 0, 90656, -220912, 0, 668768, 19800, 0, -420796, 481168, 0, 792500, 75860, 0, 394380, 577876, 0, -564256, -342940, 0, -592532, 72600, 0, 361988, 333548, 0, 231100, -324776, 0, 90384, 782560, 0, 1200562, 1217096, 0, -110876, 31250, 0, -515596, -1496540, 0, 224900, 936576, 0, 2242720, 426560, 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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: 352515
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '495.6.a.b', 'source_level': 495, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '165.6.a.c', 'target_level': 165, 'twist_class_label': '165.6.a.c', 'twist_class_level': 165, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 352516
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '495.6.a.b', 'source_level': 495, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '495.6.a.b', 'target_level': 495, 'twist_class_label': '165.6.a.c', 'twist_class_level': 165, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 352517
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '495.6.a.b', 'source_level': 495, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '825.6.a.g', 'target_level': 825, 'twist_class_label': '165.6.a.c', 'twist_class_level': 165, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 966925
    {'charpoly_factorization': [[[-18, -25, 2, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 2}
  • id: 966926
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503599728034287, 'p': 3}
  • id: 966927
    {'charpoly_factorization': [[[25, 1], 3]], 'hecke_orbit_code': 4503599728034287, 'p': 5}
  • id: 966928
    {'charpoly_factorization': [[[247808, -15552, 68, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 7}
  • id: 966929
    {'charpoly_factorization': [[[121, 1], 3]], 'hecke_orbit_code': 4503599728034287, 'p': 11}
  • id: 966930
    {'charpoly_factorization': [[[132063592, -455060, -290, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 13}
  • id: 966931
    {'charpoly_factorization': [[[-2547052488, -4200580, 434, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 17}
  • id: 966932
    {'charpoly_factorization': [[[137703680, 1324816, 2856, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 19}
  • id: 966933
    {'charpoly_factorization': [[[15777349632, -12608768, -640, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 23}
  • id: 966934
    {'charpoly_factorization': [[[44413548456, -26440804, -4538, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 29}
  • id: 966935
    {'charpoly_factorization': [[[121645522944, 74183808, 14968, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 31}
  • id: 966936
    {'charpoly_factorization': [[[28013661736, -94942100, 6190, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 37}
  • id: 966937
    {'charpoly_factorization': [[[-119305168392, -75423556, -8926, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 41}
  • id: 966938
    {'charpoly_factorization': [[[-38997547520, 252438928, 33592, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 43}
  • id: 966939
    {'charpoly_factorization': [[[679997104128, 100066240, -24640, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 47}
  • id: 966940
    {'charpoly_factorization': [[[4393759072056, -155251828, -22934, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 53}
  • id: 966941
    {'charpoly_factorization': [[[20798004639936, -2273938256, -13756, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 59}
  • id: 966942
    {'charpoly_factorization': [[[43064794504, 104218252, -24602, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 61}
  • id: 966943
    {'charpoly_factorization': [[[1826752720192, -206702672, -16868, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 67}
  • id: 966944
    {'charpoly_factorization': [[[-34155066048000, -3461197888, 4856, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 71}
  • id: 966945
    {'charpoly_factorization': [[[-163103734088, -343684724, -1910, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 73}
  • id: 966946
    {'charpoly_factorization': [[[-70772253539328, -4928927232, 36844, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 79}
  • id: 966947
    {'charpoly_factorization': [[[70386077185728, -2151088976, -48796, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 83}
  • id: 966948
    {'charpoly_factorization': [[[16088649675432, 8554109420, -188978, 1], 1]], 'hecke_orbit_code': 4503599728034287, 'p': 89}
  • id: 966949
    {'charpoly_factorization': [[[-148869121092488, 15492965260, -247526, 1], 1]], 'hecke_orbit_code': 4503599728034287, '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': 2, 'label': '495.6.a.b', 'level': 495, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 75052000
    {'hecke_orbit_code': 4503599728034287, 'n': 1, 'trace_an': 3}
  • id: 75052001
    {'hecke_orbit_code': 4503599728034287, 'n': 2, 'trace_an': -2}
  • id: 75052002
    {'hecke_orbit_code': 4503599728034287, 'n': 3, 'trace_an': 0}
  • id: 75052003
    {'hecke_orbit_code': 4503599728034287, 'n': 4, 'trace_an': -42}
  • id: 75052004
    {'hecke_orbit_code': 4503599728034287, 'n': 5, 'trace_an': -75}
  • id: 75052005
    {'hecke_orbit_code': 4503599728034287, 'n': 6, 'trace_an': 0}
  • id: 75052006
    {'hecke_orbit_code': 4503599728034287, 'n': 7, 'trace_an': -68}
  • id: 75052007
    {'hecke_orbit_code': 4503599728034287, 'n': 8, 'trace_an': 24}
  • id: 75052008
    {'hecke_orbit_code': 4503599728034287, 'n': 9, 'trace_an': 0}
  • id: 75052009
    {'hecke_orbit_code': 4503599728034287, 'n': 10, 'trace_an': 50}
  • id: 75052010
    {'hecke_orbit_code': 4503599728034287, 'n': 11, 'trace_an': -363}
  • id: 75052011
    {'hecke_orbit_code': 4503599728034287, 'n': 12, 'trace_an': 0}
  • id: 75052012
    {'hecke_orbit_code': 4503599728034287, 'n': 13, 'trace_an': 290}
  • id: 75052013
    {'hecke_orbit_code': 4503599728034287, 'n': 14, 'trace_an': -916}
  • id: 75052014
    {'hecke_orbit_code': 4503599728034287, 'n': 15, 'trace_an': 0}
  • id: 75052015
    {'hecke_orbit_code': 4503599728034287, 'n': 16, 'trace_an': -590}
  • id: 75052016
    {'hecke_orbit_code': 4503599728034287, 'n': 17, 'trace_an': -434}
  • id: 75052017
    {'hecke_orbit_code': 4503599728034287, 'n': 18, 'trace_an': 0}
  • id: 75052018
    {'hecke_orbit_code': 4503599728034287, 'n': 19, 'trace_an': -2856}
  • id: 75052019
    {'hecke_orbit_code': 4503599728034287, 'n': 20, 'trace_an': 1050}
  • id: 75052020
    {'hecke_orbit_code': 4503599728034287, 'n': 21, 'trace_an': 0}
  • id: 75052021
    {'hecke_orbit_code': 4503599728034287, 'n': 22, 'trace_an': 242}
  • id: 75052022
    {'hecke_orbit_code': 4503599728034287, 'n': 23, 'trace_an': 640}
  • id: 75052023
    {'hecke_orbit_code': 4503599728034287, 'n': 24, 'trace_an': 0}
  • id: 75052024
    {'hecke_orbit_code': 4503599728034287, 'n': 25, 'trace_an': 1875}
  • id: 75052025
    {'hecke_orbit_code': 4503599728034287, 'n': 26, 'trace_an': -2132}
  • id: 75052026
    {'hecke_orbit_code': 4503599728034287, 'n': 27, 'trace_an': 0}
  • id: 75052027
    {'hecke_orbit_code': 4503599728034287, 'n': 28, 'trace_an': -580}
  • id: 75052028
    {'hecke_orbit_code': 4503599728034287, 'n': 29, 'trace_an': 4538}
  • id: 75052029
    {'hecke_orbit_code': 4503599728034287, 'n': 30, 'trace_an': 0}
  • id: 75052030
    {'hecke_orbit_code': 4503599728034287, 'n': 31, 'trace_an': -14968}
  • id: 75052031
    {'hecke_orbit_code': 4503599728034287, 'n': 32, 'trace_an': 2496}
  • id: 75052032
    {'hecke_orbit_code': 4503599728034287, 'n': 33, 'trace_an': 0}
  • id: 75052033
    {'hecke_orbit_code': 4503599728034287, 'n': 34, 'trace_an': -13704}
  • id: 75052034
    {'hecke_orbit_code': 4503599728034287, 'n': 35, 'trace_an': 1700}
  • id: 75052035
    {'hecke_orbit_code': 4503599728034287, 'n': 36, 'trace_an': 0}
  • id: 75052036
    {'hecke_orbit_code': 4503599728034287, 'n': 37, 'trace_an': -6190}
  • id: 75052037
    {'hecke_orbit_code': 4503599728034287, 'n': 38, 'trace_an': 11668}
  • id: 75052038
    {'hecke_orbit_code': 4503599728034287, 'n': 39, 'trace_an': 0}
  • id: 75052039
    {'hecke_orbit_code': 4503599728034287, 'n': 40, 'trace_an': -600}
  • id: 75052040
    {'hecke_orbit_code': 4503599728034287, 'n': 41, 'trace_an': 8926}
  • id: 75052041
    {'hecke_orbit_code': 4503599728034287, 'n': 42, 'trace_an': 0}
  • id: 75052042
    {'hecke_orbit_code': 4503599728034287, 'n': 43, 'trace_an': -33592}
  • id: 75052043
    {'hecke_orbit_code': 4503599728034287, 'n': 44, 'trace_an': 5082}
  • id: 75052044
    {'hecke_orbit_code': 4503599728034287, 'n': 45, 'trace_an': 0}
  • id: 75052045
    {'hecke_orbit_code': 4503599728034287, 'n': 46, 'trace_an': -35680}
  • id: 75052046
    {'hecke_orbit_code': 4503599728034287, 'n': 47, 'trace_an': 24640}
  • id: 75052047
    {'hecke_orbit_code': 4503599728034287, 'n': 48, 'trace_an': 0}
  • id: 75052048
    {'hecke_orbit_code': 4503599728034287, 'n': 49, 'trace_an': -14693}
  • id: 75052049
    {'hecke_orbit_code': 4503599728034287, 'n': 50, 'trace_an': -1250}
  • id: 75052050
    {'hecke_orbit_code': 4503599728034287, 'n': 51, 'trace_an': 0}
  • id: 75052051
    {'hecke_orbit_code': 4503599728034287, 'n': 52, 'trace_an': 18780}
  • id: 75052052
    {'hecke_orbit_code': 4503599728034287, 'n': 53, 'trace_an': 22934}
  • id: 75052053
    {'hecke_orbit_code': 4503599728034287, 'n': 54, 'trace_an': 0}
  • id: 75052054
    {'hecke_orbit_code': 4503599728034287, 'n': 55, 'trace_an': 9075}
  • id: 75052055
    {'hecke_orbit_code': 4503599728034287, 'n': 56, 'trace_an': 40012}
  • id: 75052056
    {'hecke_orbit_code': 4503599728034287, 'n': 57, 'trace_an': 0}
  • id: 75052057
    {'hecke_orbit_code': 4503599728034287, 'n': 58, 'trace_an': -32304}
  • id: 75052058
    {'hecke_orbit_code': 4503599728034287, 'n': 59, 'trace_an': 13756}
  • id: 75052059
    {'hecke_orbit_code': 4503599728034287, 'n': 60, 'trace_an': 0}
  • id: 75052060
    {'hecke_orbit_code': 4503599728034287, 'n': 61, 'trace_an': 24602}
  • id: 75052061
    {'hecke_orbit_code': 4503599728034287, 'n': 62, 'trace_an': 7704}
  • id: 75052062
    {'hecke_orbit_code': 4503599728034287, 'n': 63, 'trace_an': 0}
  • id: 75052063
    {'hecke_orbit_code': 4503599728034287, 'n': 64, 'trace_an': 35474}
  • id: 75052064
    {'hecke_orbit_code': 4503599728034287, 'n': 65, 'trace_an': -7250}
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