Embedded newform data - 90.11.g.b.73.1

Formats: - HTML - YAML - JSON - 2025-12-30T00:47:27.137039

• 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': 10890, 'analytic_conductor': 57.18215274063517, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 4, 'char_parity': -1, 'char_values': [90, 4, [11, 37], [4, 1]], 'cm_discs': [], 'conrey_index': 37, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [141355298, 16814, 1]], [11, [-173398, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4504012128780378, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '90.11.g.b', 'level': 90, '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, 3, 5], 'level_radical': 30, 'minimal_twist': '10.11.c.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(-16 i-16)q^{2}+512 i q^{4}+(2500 i+1875)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '10.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '90.11.g', 'trace_display': [-32, 0, 3750, -16814], 'trace_hash': 1701944011868939504, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.975', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.080', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.266', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.782', 'prec': 17}, {'__RealLiteral__': 0, 'data': '107.423', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.247', 'prec': 17}, 'traces': [2, -32, 0, 0, 3750, 0, -16814, 16384, 0, 20000, 346796, 0, -465246, 0, 0, -524288, -3760066, 0, 0, -2560000, 0, -5548736, 10456526, 0, -5468750, 14887872, 0, 8608768, 0, 0, -20131996, 8388608, 0, 0, 10508750, 0, 112775826, -35249920, 0, 71680000, 306007196, 0, 118744914, 0, 0, -334608832, -344678706, 0, 0, 387500000, 0, -238205952, -392771234, 0, 650242500, -275480576, 0, 793306880, 0, 0, 1812371604, 322111936, 0, 0, -2035451250, 0, -1924147934, 1925153792, 0, -1345120000, 6241755196, 0, -1272678526, 0, 0, 1127997440, -2915513972, 0, 0, -983040000, 0, -4896115136, 10367644206, 0, 2350041250, -3799837248, 0, 2840952832, 0, 0, 7822646244, 5353741312, 0, 0, 5507800000, 0, -1280722494, -4515838432, 0, -9600000000, -4048687604, 0, -3005049166, 0, 0, 12568679488, -2836232386, 0, 0, 3467960000, 0, 4407689216, 35902179646, 0, 45747301250, -25385820160, 0, -22210205440, 0, 0, 8258883606, -28997945664, 0, 0, -57128906250, 0, 26124212146, -4294967296, 0, 27914760000, 104044381196, 0, -18521629840, 0, 0, -61604921344, 32762905374, 0, 0, 37663360000, 0, -99868083136, -80672725908, 0, -123954200000, 40725712832, 0, -57741222912, 0, 0, 227736812804, -18047959040, 0, 0, -37747492500, 0, 20885561586, -62975892480, 0, -5242880000, -175816028164, 0, 95661099154, 0, 0, -331764614592, 23656260334, 0, 0, -300805280000, 0, 60797395968, 232754732126, 0, 203607031250, -90910490624, 0, -248684264960, 0, 0, 266000650804, -125162339904, 0, 0, -70484891250, 0, -651987924268, 176475497472, 0, -154218400000, -262087612004, 0, 425584976514, 0, 0, 144506829824, -158049242706, 0, 0, 108800000000, 0, 64779001664, 416833183760, 0, 573763492500, 96161573312, 0, 121961447424, 0, 0, 275989278004, -201098871808, 0, 0, 519508998750, 0, 169249690372, -198814703360, 0, -443898880000, 1749355666236, 0, -252107384526, 0, 0, -1148869748672, -230536414946, 0, 0, -627391560000, 0, 406173122560, 199589619006, 0, 215424191250, 710726574080, 0, 1011547995584, 0, 0, -1628541219196, -132142137696, 0, 0, 705599755000, 0, 512496383760, -164921311232, 0, 1257812500000, -906342026004, 0, 1813140695348, 0, 0, 137438953472, -2671577745986, 0, 0, 148878720000, 0, -1664710099136, 1824130351246, 0, -1718374148750, 592692154880, 0, 985163742208, 0, 0, 1438889914404, 985678741504, 0, 0, -948270312500, 0, -1725152979054, -836766659840, 0, -516526080000, 1578599999196, 0, -1320490269806, 0, 0, 2581527229056, -2572602496772, 0, 0, 3470717600000, 0, -651611405312, -358472794914, 0, 3470344600000, 1847719133184, 0, -138036038400, 0, 0, -1996576983996, -3643789004864, 0, 0, 3398196757500, 0, -2203106746014, 1492743153664, 0, -201319960000, -10622769817604, 0, -1680156760446, 0, 0, 2015228559360, 2332695565134, 0, 0, 671088640000, 0, 2813056450624, -4141938302960, 0, -3089524218750, -3061155172928, 0, 2506810949632, 0, 0, -9640844145196, 5308233833472, 0, 0, 1202592458750, 0, -7370995549374, 948210290912, 0, 8422547840000, -3490847842408, 0, -7122329692800, 0, 0, -7448151428032, 10768996895294, 0, 0, -5044200000000, 0, 1454567849984, -10985474770434, 0, 11703290992500, 7957896478720, 0, 5792349710080, 0, 0, 9835263648402, -4256010412864, 0, 0, -5567968551250, 0, 3507197681266, -2741115551744, 0, 9022066080000, 6604055528476, 0, 8514344779874, 0, 0, -5647215919104, -11533839146640, 0, 0, 2114995200000, 0, 4193401792064, 13876636653006, 0, 1822196232500, -13618719248448, 0, 655729916928, 0, 0, -39317227890716, -2312109277184, 0, 0, 9839983200000, 0, -15892552748494, 14485033305600, 0, 1433600000000, -17621445713604, 0, 4683165305508, 0, 0, -13338661880320, 19555102676748, 0, 0, 3060071960000, 0, -1538585172992, -11670074820880, 0, 45358443401250, -3902766317568, 0, -6112265628160, 0, 0, -9370006856396, -4415828448064, 0, 0, 45532049218750, 0, -15236608074828, 1452150981632, 0, -7124694840000, -47825288484004, 0, -1483645350206, 0, 0, 6362070507520, -11518490780560, 0, 0, 12429168640000, 0, -27989690659776, 47781852837486, 0, 38856916400000, 8067436304832, 0, -2256736878592, 0, 0, 53061035772008, 18381915978752, 0, 0, 14667461707500, 0, 13770413245986, -10531969178880, 0, -3346088320000, 34407700181996, 0, -934383695246, 0, 0, -6386867808192, -32553610472866, 0, 0, -27574296480000, 0, -11371625185280, 20590130597772, 0, 20654250000000, -32369535858688, 0, 1265991613440, 0, 0, -52468501943196, 26056659507136, 0, 0, 800451558750, 0, 7832332905426, 14846948179968, 0, -19756793140000, 3338909524396, 0, 93215194595440, 0, 0, 5277481959424, -52474435932772, 0, 0, -11000000000000, 0, 14501472416064, -47100244298034, 0, -7591289257500, -58020502251136, 0, -13375596618752, 0, 0, 21398816736164, -2199023255552, 0, 0, -13147090101250, 0, -59766598262988, -30339403813824, 0, -19056476160000, 125465257890396, 0, 2979024166674, 0, 0, -58372171239872, 37848816835868, 0, 0, 23566274040000, 0, -9483074478080, 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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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0.0], [-0.13936253825287953, -0.13936253825287953], [0.0, 0.6561316467699073], [0.0, 0.0], [1.1859795571816003, 0.0], [-0.043949949825616556, 0.043949949825616556], [0.0, 0.0], [0.0, -0.8652385076049208], [-1.1603636747829613, -0.8702727560872211], [0.0, 0.0], [0.6656089739438692, -0.6656089739438692], [0.4349122146400126, 0.4349122146400126], [0.0, 0.0], [-0.146, -0.322]], 'angles': [None, None, None, -0.43253841889451766, -0.15952721616854498, -0.19804602583821526, 0.3178777061189862, 0.03570084532582845, -0.02762058503393192, -0.396721236892959, -0.27812556898607627, -0.27750242323895724, -0.13521099923784458, -0.0789068906094721, -0.4641574216410568, -0.17887166576853405, 0.0806656058822936, -0.1598804412878756, -0.4590456729559449, -0.08369774814873818, -0.15982170375624444, 0.051805442354697376, 0.06533989194169042, 0.12248703066987467, -0.3833960102400677, -0.26535115834557693, -0.1396066437189068, -0.3863885582118467, 0.032355778322722094, -0.004037401292104088, 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'char_orbit_index': 7, 'conrey_index': 73, 'dual_conrey_index': 37, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 2, 'embedding_root_imag': -1.0, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4504012128780378, 'label': '90.11.g.b.73.1', 'level': 90, 'weight': 11}
• 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

  
  {'Nk2': 10890, 'analytic_conductor': 57.18215274063517, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 4, 'char_parity': -1, 'char_values': [90, 4, [11, 37], [4, 1]], 'conrey_index': 37, 'cusp_dim': 344, 'dim': 50, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 412501409882, 'hecke_orbit_dims': [2, 2, 6, 8, 10, 10, 12], 'label': '90.11.g', 'level': 90, '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, 3, 5], 'level_radical': 30, 'mf_dim': 376, 'mf_new_dim': 50, 'num_forms': 7, 'prim_orbit_index': 3, 'relative_dim': 25, 'sturm_bound': 198, 'trace_bound': 5, 'trace_display': [-32, 0, 7560, -26180], 'traces': [50, -32, 0, 0, 7560, 0, -26180, 16384, 0, 79712, -419440, 0, 842766, 0, 0, -13107200, 4823582, 0, 0, -2587648, 0, 13506304, 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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: 35564982
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4504012128780378, 'source_is_minimal': False, 'source_label': '90.11.g.b.73.1', 'source_level': 90, 'target_conrey_index': 73, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504012128780378, 'target_is_minimal': False, 'target_label': '90.11.g.b.73.1', 'target_level': 90, 'twist_class_label': '10.11.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 11}
  • id: 35564983
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4504012128780378, 'source_is_minimal': False, 'source_label': '90.11.g.b.73.1', 'source_level': 90, 'target_conrey_index': 3, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137623502858, 'target_is_minimal': True, 'target_label': '10.11.c.a.3.1', 'target_level': 10, 'twist_class_label': '10.11.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 11}
  • id: 35564984
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4504012128780378, 'source_is_minimal': False, 'source_label': '90.11.g.b.73.1', 'source_level': 90, 'target_conrey_index': 37, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504012128780378, 'target_is_minimal': False, 'target_label': '90.11.g.b.37.1', 'target_level': 90, 'twist_class_label': '10.11.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 11}
  • id: 35564985
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4504012128780378, 'source_is_minimal': False, 'source_label': '90.11.g.b.73.1', 'source_level': 90, 'target_conrey_index': 33, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504630604070992, 'target_is_minimal': False, 'target_label': '80.11.p.b.33.1', 'target_level': 80, 'twist_class_label': '10.11.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 11}
  • id: 35564986
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4504012128780378, 'source_is_minimal': False, 'source_label': '90.11.g.b.73.1', 'source_level': 90, 'target_conrey_index': 7, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137623502858, 'target_is_minimal': True, 'target_label': '10.11.c.a.7.1', 'target_level': 10, 'twist_class_label': '10.11.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 11}
  • id: 35564987
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4504012128780378, 'source_is_minimal': False, 'source_label': '90.11.g.b.73.1', 'source_level': 90, 'target_conrey_index': 7, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336878243890, 'target_is_minimal': False, 'target_label': '50.11.c.c.7.1', 'target_level': 50, 'twist_class_label': '10.11.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 11}
  • id: 35564988
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4504012128780378, 'source_is_minimal': False, 'source_label': '90.11.g.b.73.1', 'source_level': 90, 'target_conrey_index': 43, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336878243890, 'target_is_minimal': False, 'target_label': '50.11.c.c.43.1', 'target_level': 50, 'twist_class_label': '10.11.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 11}
  • id: 35564989
    {'conductor': 60, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4504012128780378, 'source_is_minimal': False, 'source_label': '90.11.g.b.73.1', 'source_level': 90, 'target_conrey_index': 17, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504630604070992, 'target_is_minimal': False, 'target_label': '80.11.p.b.17.1', 'target_level': 80, 'twist_class_label': '10.11.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '60.47', 'twisting_conrey_index': 47, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 272950
    {'charpoly_factorization': [[[512, 32, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 2}
  • id: 272951
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4504012128780378, 'p': 3}
  • id: 272952
    {'charpoly_factorization': [[[9765625, -3750, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 5}
  • id: 272953
    {'charpoly_factorization': [[[141355298, 16814, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 7}
  • id: 272954
    {'charpoly_factorization': [[[-173398, 1], 2]], 'hecke_orbit_code': 4504012128780378, 'p': 11}
  • id: 272955
    {'charpoly_factorization': [[[108226920258, 465246, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 13}
  • id: 272956
    {'charpoly_factorization': [[[7069048162178, 3760066, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 17}
  • id: 272957
    {'charpoly_factorization': [[[1213434433600, 0, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 19}
  • id: 272958
    {'charpoly_factorization': [[[54669467994338, -10456526, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 23}
  • id: 272959
    {'charpoly_factorization': [[[614585747905600, 0, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 29}
  • id: 272960
    {'charpoly_factorization': [[[10065998, 1], 2]], 'hecke_orbit_code': 4504012128780378, 'p': 31}
  • id: 272961
    {'charpoly_factorization': [[[6359193464991138, -112775826, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 37}
  • id: 272962
    {'charpoly_factorization': [[[-153003598, 1], 2]], 'hecke_orbit_code': 4504012128780378, 'p': 41}
  • id: 272963
    {'charpoly_factorization': [[[7050177300433698, -118744914, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 43}
  • id: 272964
    {'charpoly_factorization': [[[59401705184917218, 344678706, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 47}
  • id: 272965
    {'charpoly_factorization': [[[77134621128941378, 392771234, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 53}
  • id: 272966
    {'charpoly_factorization': [[[481731665709966400, 0, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 59}
  • id: 272967
    {'charpoly_factorization': [[[-906185802, 1], 2]], 'hecke_orbit_code': 4504012128780378, 'p': 61}
  • id: 272968
    {'charpoly_factorization': [[[1851172635958234178, 1924147934, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 67}
  • id: 272969
    {'charpoly_factorization': [[[-3120877598, 1], 2]], 'hecke_orbit_code': 4504012128780378, 'p': 71}
  • id: 272970
    {'charpoly_factorization': [[[809855315270766338, 1272678526, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 73}
  • id: 272971
    {'charpoly_factorization': [[[3873010775051289600, 0, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 79}
  • id: 272972
    {'charpoly_factorization': [[[53744023191102685218, -10367644206, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 83}
  • id: 272973
    {'charpoly_factorization': [[[60394398084663558400, 0, 1], 1]], 'hecke_orbit_code': 4504012128780378, 'p': 89}
  • id: 272974
    {'charpoly_factorization': [[[820125053318790018, 1280722494, 1], 1]], 'hecke_orbit_code': 4504012128780378, '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': 7, 'hecke_orbit': 2, 'label': '90.11.g.b', 'level': 90, 'portrait': 'data:image/png;base64,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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 22925857
    {'hecke_orbit_code': 4504012128780378, 'n': 1, 'trace_an': 2}
  • id: 22925858
    {'hecke_orbit_code': 4504012128780378, 'n': 2, 'trace_an': -32}
  • id: 22925859
    {'hecke_orbit_code': 4504012128780378, 'n': 3, 'trace_an': 0}
  • id: 22925860
    {'hecke_orbit_code': 4504012128780378, 'n': 4, 'trace_an': 0}
  • id: 22925861
    {'hecke_orbit_code': 4504012128780378, 'n': 5, 'trace_an': 3750}
  • id: 22925862
    {'hecke_orbit_code': 4504012128780378, 'n': 6, 'trace_an': 0}
  • id: 22925863
    {'hecke_orbit_code': 4504012128780378, 'n': 7, 'trace_an': -16814}
  • id: 22925864
    {'hecke_orbit_code': 4504012128780378, 'n': 8, 'trace_an': 16384}
  • id: 22925865
    {'hecke_orbit_code': 4504012128780378, 'n': 9, 'trace_an': 0}
  • id: 22925866
    {'hecke_orbit_code': 4504012128780378, 'n': 10, 'trace_an': 20000}
  • id: 22925867
    {'hecke_orbit_code': 4504012128780378, 'n': 11, 'trace_an': 346796}
  • id: 22925868
    {'hecke_orbit_code': 4504012128780378, 'n': 12, 'trace_an': 0}
  • id: 22925869
    {'hecke_orbit_code': 4504012128780378, 'n': 13, 'trace_an': -465246}
  • id: 22925870
    {'hecke_orbit_code': 4504012128780378, 'n': 14, 'trace_an': 0}
  • id: 22925871
    {'hecke_orbit_code': 4504012128780378, 'n': 15, 'trace_an': 0}
  • id: 22925872
    {'hecke_orbit_code': 4504012128780378, 'n': 16, 'trace_an': -524288}
  • id: 22925873
    {'hecke_orbit_code': 4504012128780378, 'n': 17, 'trace_an': -3760066}
  • id: 22925874
    {'hecke_orbit_code': 4504012128780378, 'n': 18, 'trace_an': 0}
  • id: 22925875
    {'hecke_orbit_code': 4504012128780378, 'n': 19, 'trace_an': 0}
  • id: 22925876
    {'hecke_orbit_code': 4504012128780378, 'n': 20, 'trace_an': -2560000}
  • id: 22925877
    {'hecke_orbit_code': 4504012128780378, 'n': 21, 'trace_an': 0}
  • id: 22925878
    {'hecke_orbit_code': 4504012128780378, 'n': 22, 'trace_an': -5548736}
  • id: 22925879
    {'hecke_orbit_code': 4504012128780378, 'n': 23, 'trace_an': 10456526}
  • id: 22925880
    {'hecke_orbit_code': 4504012128780378, 'n': 24, 'trace_an': 0}
  • id: 22925881
    {'hecke_orbit_code': 4504012128780378, 'n': 25, 'trace_an': -5468750}
  • id: 22925882
    {'hecke_orbit_code': 4504012128780378, 'n': 26, 'trace_an': 14887872}
  • id: 22925883
    {'hecke_orbit_code': 4504012128780378, 'n': 27, 'trace_an': 0}
  • id: 22925884
    {'hecke_orbit_code': 4504012128780378, 'n': 28, 'trace_an': 8608768}
  • id: 22925885
    {'hecke_orbit_code': 4504012128780378, 'n': 29, 'trace_an': 0}
  • id: 22925886
    {'hecke_orbit_code': 4504012128780378, 'n': 30, 'trace_an': 0}
  • id: 22925887
    {'hecke_orbit_code': 4504012128780378, 'n': 31, 'trace_an': -20131996}
  • id: 22925888
    {'hecke_orbit_code': 4504012128780378, 'n': 32, 'trace_an': 8388608}
  • id: 22925889
    {'hecke_orbit_code': 4504012128780378, 'n': 33, 'trace_an': 0}
  • id: 22925890
    {'hecke_orbit_code': 4504012128780378, 'n': 34, 'trace_an': 0}
  • id: 22925891
    {'hecke_orbit_code': 4504012128780378, 'n': 35, 'trace_an': 10508750}
  • id: 22925892
    {'hecke_orbit_code': 4504012128780378, 'n': 36, 'trace_an': 0}
  • id: 22925893
    {'hecke_orbit_code': 4504012128780378, 'n': 37, 'trace_an': 112775826}
  • id: 22925894
    {'hecke_orbit_code': 4504012128780378, 'n': 38, 'trace_an': -35249920}
  • id: 22925895
    {'hecke_orbit_code': 4504012128780378, 'n': 39, 'trace_an': 0}
  • id: 22925896
    {'hecke_orbit_code': 4504012128780378, 'n': 40, 'trace_an': 71680000}
  • id: 22925897
    {'hecke_orbit_code': 4504012128780378, 'n': 41, 'trace_an': 306007196}
  • id: 22925898
    {'hecke_orbit_code': 4504012128780378, 'n': 42, 'trace_an': 0}
  • id: 22925899
    {'hecke_orbit_code': 4504012128780378, 'n': 43, 'trace_an': 118744914}
  • id: 22925900
    {'hecke_orbit_code': 4504012128780378, 'n': 44, 'trace_an': 0}
  • id: 22925901
    {'hecke_orbit_code': 4504012128780378, 'n': 45, 'trace_an': 0}
  • id: 22925902
    {'hecke_orbit_code': 4504012128780378, 'n': 46, 'trace_an': -334608832}
  • id: 22925903
    {'hecke_orbit_code': 4504012128780378, 'n': 47, 'trace_an': -344678706}
  • id: 22925904
    {'hecke_orbit_code': 4504012128780378, 'n': 48, 'trace_an': 0}
  • id: 22925905
    {'hecke_orbit_code': 4504012128780378, 'n': 49, 'trace_an': 0}
  • id: 22925906
    {'hecke_orbit_code': 4504012128780378, 'n': 50, 'trace_an': 387500000}
  • id: 22925907
    {'hecke_orbit_code': 4504012128780378, 'n': 51, 'trace_an': 0}
  • id: 22925908
    {'hecke_orbit_code': 4504012128780378, 'n': 52, 'trace_an': -238205952}
  • id: 22925909
    {'hecke_orbit_code': 4504012128780378, 'n': 53, 'trace_an': -392771234}
  • id: 22925910
    {'hecke_orbit_code': 4504012128780378, 'n': 54, 'trace_an': 0}
  • id: 22925911
    {'hecke_orbit_code': 4504012128780378, 'n': 55, 'trace_an': 650242500}
  • id: 22925912
    {'hecke_orbit_code': 4504012128780378, 'n': 56, 'trace_an': -275480576}
  • id: 22925913
    {'hecke_orbit_code': 4504012128780378, 'n': 57, 'trace_an': 0}
  • id: 22925914
    {'hecke_orbit_code': 4504012128780378, 'n': 58, 'trace_an': 793306880}
  • id: 22925915
    {'hecke_orbit_code': 4504012128780378, 'n': 59, 'trace_an': 0}
  • id: 22925916
    {'hecke_orbit_code': 4504012128780378, 'n': 60, 'trace_an': 0}
  • id: 22925917
    {'hecke_orbit_code': 4504012128780378, 'n': 61, 'trace_an': 1812371604}
  • id: 22925918
    {'hecke_orbit_code': 4504012128780378, 'n': 62, 'trace_an': 322111936}
  • id: 22925919
    {'hecke_orbit_code': 4504012128780378, 'n': 63, 'trace_an': 0}
  • id: 22925920
    {'hecke_orbit_code': 4504012128780378, 'n': 64, 'trace_an': 0}
  • id: 22925921
    {'hecke_orbit_code': 4504012128780378, 'n': 65, 'trace_an': -2035451250}
  • id: 22925922
    {'hecke_orbit_code': 4504012128780378, 'n': 66, 'trace_an': 0}
  • id: 22925923
    {'hecke_orbit_code': 4504012128780378, 'n': 67, 'trace_an': -1924147934}
  • id: 22925924
    {'hecke_orbit_code': 4504012128780378, 'n': 68, 'trace_an': 1925153792}
  • id: 22925925
    {'hecke_orbit_code': 4504012128780378, 'n': 69, 'trace_an': 0}
  • id: 22925926
    {'hecke_orbit_code': 4504012128780378, 'n': 70, 'trace_an': -1345120000}
  • id: 22925927
    {'hecke_orbit_code': 4504012128780378, 'n': 71, 'trace_an': 6241755196}
  • id: 22925928
    {'hecke_orbit_code': 4504012128780378, 'n': 72, 'trace_an': 0}
  • id: 22925929
    {'hecke_orbit_code': 4504012128780378, 'n': 73, 'trace_an': -1272678526}
  • id: 22925930
    {'hecke_orbit_code': 4504012128780378, 'n': 74, 'trace_an': 0}
  • id: 22925931
    {'hecke_orbit_code': 4504012128780378, 'n': 75, 'trace_an': 0}
  • id: 22925932
    {'hecke_orbit_code': 4504012128780378, 'n': 76, 'trace_an': 1127997440}
  • id: 22925933
    {'hecke_orbit_code': 4504012128780378, 'n': 77, 'trace_an': -2915513972}
  • id: 22925934
    {'hecke_orbit_code': 4504012128780378, 'n': 78, 'trace_an': 0}
  • id: 22925935
    {'hecke_orbit_code': 4504012128780378, 'n': 79, 'trace_an': 0}
  • id: 22925936
    {'hecke_orbit_code': 4504012128780378, 'n': 80, 'trace_an': -983040000}
  • id: 22925937
    {'hecke_orbit_code': 4504012128780378, 'n': 81, 'trace_an': 0}
  • id: 22925938
    {'hecke_orbit_code': 4504012128780378, 'n': 82, 'trace_an': -4896115136}
  • id: 22925939
    {'hecke_orbit_code': 4504012128780378, 'n': 83, 'trace_an': 10367644206}
  • id: 22925940
    {'hecke_orbit_code': 4504012128780378, 'n': 84, 'trace_an': 0}
  • id: 22925941
    {'hecke_orbit_code': 4504012128780378, 'n': 85, 'trace_an': 2350041250}
  • id: 22925942
    {'hecke_orbit_code': 4504012128780378, 'n': 86, 'trace_an': -3799837248}
  • id: 22925943
    {'hecke_orbit_code': 4504012128780378, 'n': 87, 'trace_an': 0}
  • id: 22925944
    {'hecke_orbit_code': 4504012128780378, 'n': 88, 'trace_an': 2840952832}
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