Embedded newform data - 448.6.a.d.1.1

Formats: - HTML - YAML - JSON - 2025-11-16T21:49:26.037853

• 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': 16128, 'analytic_conductor': 71.85195127621532, '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': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [448, 1, [127, 197, 129], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 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': [[3, [14, 1]], [5, [-64, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982775232, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '448.6.a.d', 'level': 448, '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': '224.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-14q^{3}+2^{6}q^{5}-7^{2}q^{7}-47q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '448.6.a', 'trace_display': [0, -14, 64, -49], 'trace_hash': 2302712079761850676, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.980', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.040', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.944', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.133', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.834', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, -14, 0, 64, 0, -49, 0, -47, 0, 420, 0, -860, 0, -896, 0, 830, 0, -490, 0, 686, 0, 4872, 0, 971, 0, 4060, 0, -8754, 0, 5628, 0, -5880, 0, -3136, 0, -1434, 0, 12040, 0, -9258, 0, -14756, 0, -3008, 0, -10108, 0, 2401, 0, -11620, 0, 23058, 0, 26880, 0, 6860, 0, 13734, 0, 25352, 0, 2303, 0, -55040, 0, -19768, 0, -68208, 0, 1792, 0, 37914, 0, -13594, 0, -20580, 0, 95984, 0, -45419, 0, -88242, 0, 53120, 0, 122556, 0, 43762, 0, 42140, 0, -78792, 0, -31360, 0, 65790, 0, -19740, 0, 17728, 0, 121660, 0, 43904, 0, 48272, 0, 177606, 0, 20076, 0, 128198, 0, 311808, 0, 40420, 0, -40670, 0, 15349, 0, 129612, 0, -137856, 0, 302960, 0, 206584, 0, 295638, 0, 24010, 0, 259840, 0, -78318, 0, 234010, 0, 141512, 0, -361200, 0, -560256, 0, -33614, 0, 397642, 0, -236432, 0, -39010, 0, 360192, 0, -31852, 0, -322812, 0, -238728, 0, -403172, 0, -376320, 0, 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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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[0.7853943085417088, 0.0], [0.0, 0.0], [-0.4131173040801523, 0.0], [0.0, 0.0], [0.053976419093965666, 0.0], [0.0, 0.0], [1.146804683666462, 0.0], [0.0, 0.0], [-0.033446285524254916, 0.0], [0.0, 0.0], [-0.6872783746526523, 0.0], [0.0, 0.0], [-1.4714573863110323, 0.0], [0.0, 0.0], [-0.8969484850472771, 0.0], [0.0, 0.0], [-0.5688961523070715, 0.0], [0.0, 0.0], [-1.6537106808616078, 0.0], [0.0, 0.0], [-0.6863851981818954, 0.0], [0.0, 0.0], [-0.05954320452425807, 0.0], [0.0, 0.0], [-0.05350742475028237, 0.0], [0.0, 0.0], [-0.2185477474917054, 0.0], [0.0, 0.0], [0.7802598646455611, 0.0], [0.0, 0.0], [-0.04448504534886239, 0.0], [0.0, 0.0], [-0.9004648513725302, 0.0], [0.0, 0.0], [0.8345999023774252, 0.0], [0.0, 0.0], [0.6942477519897168, 0.0], [0.0, 0.0], [0.33195104411793047, 0.0], [0.0, 0.0], [-0.16283788349260905, 0.0], [0.0, 0.0], [-1.6517534562400251, 0.0], [0.0, 0.0], [-0.4637912664928155, 0.0], [0.0, 0.0], [0.16164879168405386, 0.0], [0.0, 0.0], [-1.1752561322379649, 0.0], [0.0, 0.0], [-0.2603903027879226, 0.0], [0.0, 0.0], [-0.6976160796781099, 0.0], [0.0, 0.0], [-0.4883045785123555, 0.0], [0.0, 0.0], [1.8167870429954442, 0.0], [0.0, 0.0], [0.13474453205187287, 0.0], [0.0, 0.0], [0.10636826079823324, 0.0], [0.0, 0.0], [-0.07883651773864114, 0.0], [0.0, 0.0], [0.9039604380789102, 0.0], [0.0, 0.0], [-0.5856251181483091, 0.0], [0.0, 0.0], [0.19480171026528165, 0.0], [0.0, 0.0], [0.3747214505487912, 0.0], [0.0, 0.0], [-0.3882830174339105, 0.0], [0.0, 0.0], [0.39385301788416355, 0.0], [0.0, 0.0], [-0.6200581998177765, 0.0], [0.0, 0.0], [0.6129001430093133, 0.0], [0.0, 0.0], [-0.27693826866115134, 0.0], [0.0, 0.0], [1.055442641215091, 0.0], [0.0, 0.0], [1.5168074630878932, 0.0], [0.0, 0.0], [-0.2265669025108899, 0.0], [0.0, 0.0], [-2.337142522768393, 0.0], [0.0, 0.0], [1.692091186078597, 0.0], [0.0, 0.0], [0.3151287260613613, 0.0], [0.0, 0.0], [0.7752964536739393, 0.0], [0.0, 0.0], [-0.8308016439950964, 0.0], [0.0, 0.0], [-0.18457014964884402, 0.0], [0.0, 0.0]], 'angles': [None, -0.3241187852344221, -0.1529997521995163, None, -0.16235331984278822, -0.37468001151329683, -0.19338329490189352, -0.2748812788943929, -0.04505846231552661, -0.4586598703257202, -0.16186052254464023, -0.26372059852556146, -0.32075353598756795, -0.3541161751530318, -0.3041530859680501, -0.15467521740888654, -0.20866182732578226, -0.1781669872265805, -0.29334591208591415, -0.24664251189830114, -0.18165389922193817, -0.08360542402446251, -0.37407642625693754, -0.2027041276535726, -0.19224430050475738, -0.23622190914915334, -0.15444402518123462, -0.21733525788157998, -0.12300492321311647, -0.17172427947499758, -0.09319969842504536, -0.1144048218319306, -0.2785218306331743, -0.164146467147842, -0.11890456432815565, -0.3193224906622569, -0.25821051432894127, -0.35128151527065027, -0.10518291500580595, -0.35954568861162783, -0.2289816203967538, -0.24624785621146125, -0.2842037849858348, -0.18540893777361805, -0.13476081926503866, -0.19502387200548438, -0.21712481672256023, 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-0.29812558348653256, -0.24607785672649024, -0.3280128913774726, -0.21121021473578755, -0.22845512394556178, -0.39447090973466215, -0.12932774924943516, -0.24386632025612942, -0.3141540946392801, -0.11193916798750929, -0.33319403509612056, -0.2794400116552575, -0.19810241712053558, -0.27526651196090973, -0.05914052523308183, -0.13412525438635903, -0.2965231803513562, -0.342000394506566, -0.43524319501270886, -0.19137765873144816, -0.29712119500325207, -0.24116181470516448, -0.3305717118922786, -0.2795514982165687, -0.12401952338994365, -0.41316204603361495, -0.21959535804289623, -0.19268478727592095, -0.36030518518453925, -0.2803727289980748, -0.11875157497559735, -0.20398206207450154, -0.11512493076471766, -0.3057203732670278, -0.276793754114719, -0.3497420317017973, -0.23051091308758614, -0.1749921360482536, -0.30664655085102227, -0.18928024453483808, -0.17342704089037217, -0.26665191065747473, -0.3255745238756778, -0.15364880781554932, -0.18967506367113177, -0.3657845366122731, -0.3962049447478744, -0.3804635526710308, -0.319073262729742, -0.3425468928443129, -0.17042174558438744, -0.35889130394294083, -0.2591561019940562, -0.05824443493083245, -0.2328840700112385, -0.2719896581736751, -0.23044755457733024, -0.06360521934589596, -0.2860904103286824, -0.38434761955761143, -0.16294924737630062, -0.1528116004876124, -0.30582985783698435, -0.40493624341171475, -0.18621504330503522, -0.1935791692060046, -0.2629725866938268, -0.23712235112262237, -0.30670674119612407, -0.29729559746841383, -0.220003335973382, -0.3001694005404271, -0.1615232707255177, -0.08948851062954816, -0.3181793352431641], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982775232, 'label': '448.6.a.d.1.1', 'level': 448, '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': [15, 16, 15, 14], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [60, 63, 62, 63], 'Nk2': 16128, 'analytic_conductor': 71.85195127621532, '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': [448, 1, [127, 197, 129], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 308, 'dim': 60, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 100663744, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 5, 5], 'label': '448.6.a', 'level': 448, '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': 332, 'mf_new_dim': 60, 'num_forms': 32, 'plus_dim': 29, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 384, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [60, 0, 0, 0, 0, 0, 0, 0, 4860, 0, 0, 0, 0, 0, 0, 0, -808, 0, 0, 0, 0, 0, 0, 0, 43732, 0, 0, 0, -4072, 0, 0, 0, -11344, 0, 0, 0, 10648, 0, 0, 0, 28168, 0, 0, 0, 72048, 0, 0, 0, 144060, 0, 0, 0, -52984, 0, 0, 0, 61616, 0, 0, 0, -96160, 0, 0, 0, -7680, 0, 0, 0, -240432, 0, 0, 0, -10072, 0, 0, 0, 7448, 0, 0, 0, 436076, 0, 0, 0, 264800, 0, 0, 0, -70232, 0, 0, 0, -728064, 0, 0, 0, -160808, 0, 0, 0, -28272, 0, 0, 0, 0, 0, 0, 0, 354168, 0, 0, 0, -65752, 0, 0, 0, 547728, 0, 0, 0, 924364, 0, 0, 0, -43152, 0, 0, 0, 241744, 0, 0, 0, 0, 0, 0, 0, -545800, 0, 0, 0, 2445408, 0, 0, 0, -891552, 0, 0, 0, 34568, 0, 0, 0, -1095240, 0, 0, 0, -1457984, 0, 0, 0, -485296, 0, 0, 0, -222816, 0, 0, 0, 2199220, 0, 0, 0, 2933760, 0, 0, 0, -549296, 0, 0, 0, 1300368, 0, 0, 0, -929280, 0, 0, 0, -1775760, 0, 0, 0, 786824, 0, 0, 0, -1264120, 0, 0, 0, -1435984, 0, 0, 0, 6366112, 0, 0, 0, -871856, 0, 0, 0, 7072992, 0, 0, 0, 0, 0, 0, 0, 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0, 0, -26968480, 0, 0, 0, -43473272, 0, 0, 0, 26253024, 0, 0, 0, 4467520, 0, 0, 0, 125082048, 0, 0, 0, -294096392, 0, 0, 0, 48099928, 0, 0, 0, 54985304, 0, 0, 0, 108069008, 0, 0, 0, -25682272, 0, 0, 0, 153821536, 0, 0, 0, -18620416, 0, 0, 0, 277809552, 0, 0, 0, 167444352, 0, 0, 0, -166170048, 0, 0, 0, -191516080, 0, 0, 0, 72014320, 0, 0, 0, 57650416, 0, 0, 0, -35997656, 0, 0, 0, -91416936, 0, 0, 0, -88965952, 0, 0, 0, -107576984, 0, 0, 0, -175162768, 0, 0, 0, 12024992, 0, 0, 0, 132446368, 0, 0, 0, -53910952, 0, 0, 0, -187990944, 0, 0, 0, 237283580, 0, 0, 0, -39797168, 0, 0, 0, 294543360, 0, 0, 0, -39650016, 0, 0, 0, -66293544, 0, 0, 0, -226434216, 0, 0, 0, -127031552, 0, 0, 0, 151069344, 0, 0, 0, -124332976, 0, 0, 0, -151826240, 0, 0, 0], 'weight': 6, '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: 42954030
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982775232, 'source_is_minimal': False, 'source_label': '448.6.a.d.1.1', 'source_level': 448, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982775232, 'target_is_minimal': False, 'target_label': '448.6.a.d.1.1', 'target_level': 448, 'twist_class_label': '224.6.a.a.1.1', 'twist_class_level': 224, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 42954031
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982775232, 'source_is_minimal': False, 'source_label': '448.6.a.d.1.1', 'source_level': 448, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 58546795256480192, 'target_is_minimal': False, 'target_label': '448.6.a.n.1.1', 'target_level': 448, 'twist_class_label': '224.6.a.a.1.1', 'twist_class_level': 224, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 42954032
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982775232, 'source_is_minimal': False, 'source_label': '448.6.a.d.1.1', 'source_level': 448, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663520, 'target_is_minimal': True, 'target_label': '224.6.a.a.1.1', 'target_level': 224, 'twist_class_label': '224.6.a.a.1.1', 'twist_class_level': 224, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 42954033
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982775232, 'source_is_minimal': False, 'source_label': '448.6.a.d.1.1', 'source_level': 448, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728034016, 'target_is_minimal': True, 'target_label': '224.6.a.b.1.1', 'target_level': 224, 'twist_class_label': '224.6.a.a.1.1', 'twist_class_level': 224, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 906150
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 2}
  • id: 906151
    {'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 3}
  • id: 906152
    {'charpoly_factorization': [[[-64, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 5}
  • id: 906153
    {'charpoly_factorization': [[[49, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 7}
  • id: 906154
    {'charpoly_factorization': [[[-420, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 11}
  • id: 906155
    {'charpoly_factorization': [[[860, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 13}
  • id: 906156
    {'charpoly_factorization': [[[-830, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 17}
  • id: 906157
    {'charpoly_factorization': [[[490, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 19}
  • id: 906158
    {'charpoly_factorization': [[[-4872, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 23}
  • id: 906159
    {'charpoly_factorization': [[[8754, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 29}
  • id: 906160
    {'charpoly_factorization': [[[-5628, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 31}
  • id: 906161
    {'charpoly_factorization': [[[1434, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 37}
  • id: 906162
    {'charpoly_factorization': [[[9258, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 41}
  • id: 906163
    {'charpoly_factorization': [[[14756, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 43}
  • id: 906164
    {'charpoly_factorization': [[[10108, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 47}
  • id: 906165
    {'charpoly_factorization': [[[-23058, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 53}
  • id: 906166
    {'charpoly_factorization': [[[-13734, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 59}
  • id: 906167
    {'charpoly_factorization': [[[-25352, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 61}
  • id: 906168
    {'charpoly_factorization': [[[19768, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 67}
  • id: 906169
    {'charpoly_factorization': [[[-1792, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 71}
  • id: 906170
    {'charpoly_factorization': [[[-37914, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 73}
  • id: 906171
    {'charpoly_factorization': [[[-95984, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 79}
  • id: 906172
    {'charpoly_factorization': [[[88242, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 83}
  • id: 906173
    {'charpoly_factorization': [[[-43762, 1], 1]], 'hecke_orbit_code': 13510798982775232, 'p': 89}
  • id: 906174
    {'charpoly_factorization': [[[-65790, 1], 1]], 'hecke_orbit_code': 13510798982775232, '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': '448.6.a.d', 'level': 448, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35189629
    {'hecke_orbit_code': 13510798982775232, 'n': 1, 'trace_an': 1}
  • id: 35189630
    {'hecke_orbit_code': 13510798982775232, 'n': 2, 'trace_an': 0}
  • id: 35189631
    {'hecke_orbit_code': 13510798982775232, 'n': 3, 'trace_an': -14}
  • id: 35189632
    {'hecke_orbit_code': 13510798982775232, 'n': 4, 'trace_an': 0}
  • id: 35189633
    {'hecke_orbit_code': 13510798982775232, 'n': 5, 'trace_an': 64}
  • id: 35189634
    {'hecke_orbit_code': 13510798982775232, 'n': 6, 'trace_an': 0}
  • id: 35189635
    {'hecke_orbit_code': 13510798982775232, 'n': 7, 'trace_an': -49}
  • id: 35189636
    {'hecke_orbit_code': 13510798982775232, 'n': 8, 'trace_an': 0}
  • id: 35189637
    {'hecke_orbit_code': 13510798982775232, 'n': 9, 'trace_an': -47}
  • id: 35189638
    {'hecke_orbit_code': 13510798982775232, 'n': 10, 'trace_an': 0}
  • id: 35189639
    {'hecke_orbit_code': 13510798982775232, 'n': 11, 'trace_an': 420}
  • id: 35189640
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  • id: 35189738
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  • id: 35189741
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  • id: 35189746
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    {'hecke_orbit_code': 13510798982775232, 'n': 643, 'trace_an': -3870958}
  • id: 35189833
    {'hecke_orbit_code': 13510798982775232, 'n': 647, 'trace_an': 15150772}
  • id: 35189834
    {'hecke_orbit_code': 13510798982775232, 'n': 653, 'trace_an': -18628618}
  • id: 35189835
    {'hecke_orbit_code': 13510798982775232, 'n': 659, 'trace_an': 4233684}
  • id: 35189836
    {'hecke_orbit_code': 13510798982775232, 'n': 661, 'trace_an': 7916904}
  • id: 35189837
    {'hecke_orbit_code': 13510798982775232, 'n': 673, 'trace_an': -15014150}
  • id: 35189838
    {'hecke_orbit_code': 13510798982775232, 'n': 677, 'trace_an': -4524036}
  • id: 35189839
    {'hecke_orbit_code': 13510798982775232, 'n': 683, 'trace_an': 17904600}
  • id: 35189840
    {'hecke_orbit_code': 13510798982775232, 'n': 691, 'trace_an': 7157542}
  • id: 35189841
    {'hecke_orbit_code': 13510798982775232, 'n': 701, 'trace_an': 19505174}
  • id: 35189842
    {'hecke_orbit_code': 13510798982775232, 'n': 709, 'trace_an': -9181866}
  • id: 35189843
    {'hecke_orbit_code': 13510798982775232, 'n': 719, 'trace_an': -4645284}
  • id: 35189844
    {'hecke_orbit_code': 13510798982775232, 'n': 727, 'trace_an': -16715300}
  • id: 35189845
    {'hecke_orbit_code': 13510798982775232, 'n': 729, 'trace_an': 15946813}
  • id: 35189846
    {'hecke_orbit_code': 13510798982775232, 'n': 733, 'trace_an': 3553656}
  • id: 35189847
    {'hecke_orbit_code': 13510798982775232, 'n': 739, 'trace_an': 13481244}
  • id: 35189848
    {'hecke_orbit_code': 13510798982775232, 'n': 743, 'trace_an': -10486896}
  • id: 35189849
    {'hecke_orbit_code': 13510798982775232, 'n': 751, 'trace_an': 11509400}
  • id: 35189850
    {'hecke_orbit_code': 13510798982775232, 'n': 757, 'trace_an': 14592806}
  • id: 35189851
    {'hecke_orbit_code': 13510798982775232, 'n': 761, 'trace_an': -3336898}
  • id: 35189852
    {'hecke_orbit_code': 13510798982775232, 'n': 769, 'trace_an': -14995322}
  • id: 35189853
    {'hecke_orbit_code': 13510798982775232, 'n': 773, 'trace_an': 18908440}
  • id: 35189854
    {'hecke_orbit_code': 13510798982775232, 'n': 787, 'trace_an': 12858622}
  • id: 35189855
    {'hecke_orbit_code': 13510798982775232, 'n': 797, 'trace_an': -23850548}
  • id: 35189856
    {'hecke_orbit_code': 13510798982775232, 'n': 809, 'trace_an': -29589946}
  • id: 35189857
    {'hecke_orbit_code': 13510798982775232, 'n': 811, 'trace_an': -27382642}
  • id: 35189858
    {'hecke_orbit_code': 13510798982775232, 'n': 821, 'trace_an': -16242670}
  • id: 35189859
    {'hecke_orbit_code': 13510798982775232, 'n': 823, 'trace_an': -21345912}
  • id: 35189860
    {'hecke_orbit_code': 13510798982775232, 'n': 827, 'trace_an': 18859008}
  • id: 35189861
    {'hecke_orbit_code': 13510798982775232, 'n': 829, 'trace_an': -25012760}
  • id: 35189862
    {'hecke_orbit_code': 13510798982775232, 'n': 839, 'trace_an': -2344692}
  • id: 35189863
    {'hecke_orbit_code': 13510798982775232, 'n': 841, 'trace_an': 56121367}
  • id: 35189864
    {'hecke_orbit_code': 13510798982775232, 'n': 853, 'trace_an': 39686916}
  • id: 35189865
    {'hecke_orbit_code': 13510798982775232, 'n': 857, 'trace_an': 4615566}
  • id: 35189866
    {'hecke_orbit_code': 13510798982775232, 'n': 859, 'trace_an': -5957014}
  • id: 35189867
    {'hecke_orbit_code': 13510798982775232, 'n': 863, 'trace_an': 5362224}
  • id: 35189868
    {'hecke_orbit_code': 13510798982775232, 'n': 877, 'trace_an': 41964574}
  • id: 35189869
    {'hecke_orbit_code': 13510798982775232, 'n': 881, 'trace_an': -10358886}
  • id: 35189870
    {'hecke_orbit_code': 13510798982775232, 'n': 883, 'trace_an': -34632304}
  • id: 35189871
    {'hecke_orbit_code': 13510798982775232, 'n': 887, 'trace_an': 24373468}
  • id: 35189872
    {'hecke_orbit_code': 13510798982775232, 'n': 907, 'trace_an': 28412384}
  • id: 35189873
    {'hecke_orbit_code': 13510798982775232, 'n': 911, 'trace_an': -17215856}
  • id: 35189874
    {'hecke_orbit_code': 13510798982775232, 'n': 919, 'trace_an': -42339752}
  • id: 35189875
    {'hecke_orbit_code': 13510798982775232, 'n': 929, 'trace_an': 20524782}
  • id: 35189876
    {'hecke_orbit_code': 13510798982775232, 'n': 937, 'trace_an': 18657930}
  • id: 35189877
    {'hecke_orbit_code': 13510798982775232, 'n': 941, 'trace_an': -4423128}
  • id: 35189878
    {'hecke_orbit_code': 13510798982775232, 'n': 947, 'trace_an': 4461156}
  • id: 35189879
    {'hecke_orbit_code': 13510798982775232, 'n': 953, 'trace_an': -19559094}
  • id: 35189880
    {'hecke_orbit_code': 13510798982775232, 'n': 961, 'trace_an': 3045233}
  • id: 35189881
    {'hecke_orbit_code': 13510798982775232, 'n': 967, 'trace_an': -17028872}
  • id: 35189882
    {'hecke_orbit_code': 13510798982775232, 'n': 971, 'trace_an': 11009222}
  • id: 35189883
    {'hecke_orbit_code': 13510798982775232, 'n': 977, 'trace_an': -18499878}
  • id: 35189884
    {'hecke_orbit_code': 13510798982775232, 'n': 983, 'trace_an': 31975580}
  • id: 35189885
    {'hecke_orbit_code': 13510798982775232, 'n': 991, 'trace_an': 52312792}
  • id: 35189886
    {'hecke_orbit_code': 13510798982775232, 'n': 997, 'trace_an': -26075656}