Embedded newform data - 450.6.a.s.1.1

Formats: - HTML - YAML - JSON - 2024-06-14T19:36:53.888873

• 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': 16200, 'analytic_conductor': 72.17271891584129, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, -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': [450, 1, [101, 127], [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': [[7, [-4, 1]], [11, [-500, 1]], [17, [-1516, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81064793393332674, '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': '450.6.a.s', 'level': 450, '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': '30.6.c.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+2^{4}q^{4}+4q^{7}+2^{6}q^{8}+500q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '450.6.a', 'trace_display': [4, 0, 0, 4], 'trace_hash': 1551798286049703087, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.962', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.847', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.484', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 4, 0, 16, 0, 0, 4, 64, 0, 0, 500, 0, 288, 16, 0, 256, 1516, 0, -1344, 0, 0, 2000, -4100, 0, 0, 1152, 0, 64, 2646, 0, -5612, 1024, 0, 6064, 0, 0, 7288, -5376, 0, 0, 18986, 0, 2404, 8000, 0, -16400, 8900, 0, -16791, 0, 0, 4608, 39804, 0, 0, 256, 0, 10584, 28300, 0, 18290, -22448, 0, 4096, 0, 0, -65956, 24256, 0, 0, 28800, 0, 30808, 29152, 0, -21504, 2000, 0, 60228, 0, 0, 75944, -2468, 0, 0, 9616, 0, 32000, -22678, 0, 1152, -65600, 0, 35600, 0, 0, 36968, -67164, 0, 0, -167918, 0, 154364, 18432, 0, 159216, 136788, 0, -53810, 0, 0, 1024, 82692, 0, 0, 42336, 0, 113200, 6064, 0, 88949, 73160, 0, -89792, 0, 0, 211780, 16384, 0, 0, -169500, 0, -5376, -263824, 0, 97024, 252036, 0, 192016, 0, 0, 115200, 144000, 0, 0, 123232, 0, 116608, -235694, 0, -371492, -86016, 0, 8000, 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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[0.10328086246932992, 0.0], [-1.027754916018689, 0.0], [0.0, 0.0], [0.8532997686614369, 0.0], [-0.34111126494833244, 0.0], [0.0, 0.0], [-0.6716164112011488, 0.0], [0.0, 0.0], [0.0, 0.0], [1.0647408659648543, 0.0], [-0.03916221037280123, 0.0], [0.0, 0.0], [0.0, 0.0], [1.3543994889086186, 0.0], [0.0, 0.0], [-2.850611950058676, 0.0], [0.2646040060871384, 0.0], [0.0, 0.0], [0.1746773593705668, 0.0], [0.2887283446723329, 0.0], [0.0, 0.0], [0.3198088386548112, 0.0], [0.0, 0.0], [0.0, 0.0], [0.013878636323777716, 0.0], [-1.7198746361032222, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.1839629266398944, 0.0], [0.0, 0.0], [0.18688625271052856, 0.0], [0.03539778212450009, 0.0], [0.0, 0.0], [0.10008655164101793, 0.0], [0.2924981765143492, 0.0], [0.0, 0.0], [0.5075429849631353, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.6627956520011244, 0.0], [0.19526870705479077, 0.0], [0.0, 0.0], [0.0, 0.0], [1.3802540177201, 0.0], [0.0, 0.0], [0.026008500203842592, 0.0], [0.5561441109888515, 0.0], [0.0, 0.0], [0.15733637019434746, 0.0], [-1.4577474035621731, 0.0], [0.0, 0.0], [-0.3781098801516538, 0.0], [0.0, 0.0], [0.0, 0.0], [0.8105066752103992, 0.0], [-0.11054183878742016, 0.0], [0.0, 0.0], [0.0, 0.0], [0.5256016805047524, 0.0], [0.0, 0.0], [-0.20184564226143706, 0.0], [-0.3204258839438777, 0.0], [0.0, 0.0], [-1.7975316606903087, 0.0], [-0.18541225617197427, 0.0], [0.0, 0.0], [0.014792667971800115, 0.0], [0.0, 0.0], [0.0, 0.0], [0.4057263603314928, 0.0], [-1.0049171041544387, 0.0], [0.0, 0.0], [0.0, 0.0]], 'angles': [None, None, None, -0.24754459997740064, -0.14296550836597052, -0.2120289955257914, -0.1402667878151109, -0.3202247184820352, -0.3997364697307543, -0.20281926835061206, -0.33785985075993136, -0.17791488145880244, -0.07811538364650324, -0.2341959856736466, -0.20253285489176986, -0.03692215104510866, -0.16124455831521303, -0.19905261509389666, -0.42731149941400526, -0.19495343096080567, -0.19507086068755633, -0.15866765969298263, -0.2531294502080772, -0.2742438018850632, -0.21803979619787195, -0.4027250947137949, -0.12279361885512617, -0.15201247043518887, -0.2847978641198049, -0.2007377314128948, -0.15102424196243286, -0.32100436587647574, -0.1527675479612432, -0.18075650054212009, -0.3216016731375624, -0.3653467150716673, -0.3205549387547855, -0.1487324855300215, -0.30918198996316676, -0.18200303243045649, -0.2296144094282234, -0.25960124901726056, -0.28695810388819426, -0.014491557981681289, -0.32966071333632246, -0.28086102084108827, -0.3966341945613489, -0.29966888972679867, -0.29511266797358016, -0.32524293766888174, -0.3054016466566768, -0.27944631881388093, -0.16527692402800945, -0.3700602538817657, -0.18072495505263514, -0.4063939716029588, -0.1518907765772158, -0.21962740489460963, -0.18695899246013292, -0.25997442698430645, -0.1440137711128885, -0.0827031605236316, -0.28576809449450624, -0.3339215155926249, -0.4026916678651802, -0.30803328856729, -0.2322377811934581, -0.36276385986044823, -0.29718309852746966, -0.2604611583442673, 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-0.33800823906450134, -0.22494618425182916, -0.2850588280156536, -0.2556986842764254, -0.37024790653293804, -0.24338331356742102, -0.09894071719166232, -0.28457749017060874, -0.28483301078603407, -0.2227121440595102, -0.22276149390217584, -0.11614902009284644, -0.2808018570075576, -0.20249285269389683, -0.2785140150544375, -0.26251620980579465, -0.29592678787972804, -0.44369846862919715, -0.18532474915791294, -0.3751851976243918, -0.337272595690479, -0.25254961366853823, -0.23664671700566842, -0.2595451149516418, -0.1475333043282236, -0.179336313985429, -0.31197916707646206, -0.26375227254342204, -0.25204885182888287, -0.4700910863843303, -0.2865506987217449, -0.11218589959961203, -0.33382532774384616, -0.17085421651509364, -0.4182827680089078, -0.34573600010727057, -0.4232161139727307, -0.2025873866240977, -0.23110341941349596, -0.43844554663873997, -0.17660404755519413, -0.33589570054516965, -0.16065067838126498, -0.13159664766608375, -0.2269431623372386, -0.41474873804000906, -0.40622943727060973, -0.12877732344420265, -0.3799779317310783, -0.2588011249708313, -0.4277675343748674, -0.2174876661988571], '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': 19, 'hecke_orbit_code': 81064793393332674, 'label': '450.6.a.s.1.1', 'level': 450, 'weight': 6}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [4, 4, 6, 6, 4, 4, 5, 7], 'Nk2': 16200, 'analytic_conductor': 72.17271891584129, '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': [450, 1, [101, 127], [1, 1]], 'conrey_index': 1, 'cusp_dim': 426, 'dim': 40, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 17], 'hecke_orbit_code': 100663746, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '450.6.a', 'level': 450, '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': 474, 'mf_new_dim': 40, 'num_forms': 32, 'plus_dim': 19, 'prim_orbit_index': 1, 'relative_dim': 40, 'sturm_bound': 540, 'trace_bound': 7, 'trace_display': [0, 0, 0, 40], 'traces': [40, 0, 0, 640, 0, 0, 40, 0, 0, 0, -162, 0, -140, 880, 0, 10240, -2640, 0, -4246, 0, 0, 0, -2280, 0, 0, 6592, 0, 640, -5652, 0, 10772, 0, 0, -19704, 0, 0, -2420, -19200, 0, 0, 33666, 0, 12040, -2592, 0, -40656, 37200, 0, 162336, 0, 0, -2240, -77640, 0, 0, 14080, 0, 21600, 1200, 0, -50536, -17760, 0, 163840, 0, 0, 1000, -42240, 0, 0, 37608, 0, 141940, 57328, 0, -67936, 79440, 0, -57940, 0, 0, 8640, -180480, 0, 0, 279904, 0, 0, 198606, 0, -452000, -36480, 0, -50112, 0, 0, -99740, -44160, 0, 0, 248904, 0, 81400, 105472, 0, 415008, 373920, 0, 290192, 0, 0, 10240, -111720, 0, 0, -90432, 0, 132960, 217308, 0, 1327210, -390240, 0, 172352, 0, 0, -544520, 0, 0, 0, -127992, 0, -954400, 492280, 0, -315264, 93240, 0, -95782, 0, 0, 661920, 663000, 0, 0, -272168, 0, -38720, -1079292, 0, -237340, -307200, 0, -1230096, 0, 0, 33340, 1195200, 0, 0, -1003512, 0, 818680, 538656, 0, 430056, 85560, 0, 2805264, 0, 0, 192640, 603480, 0, 0, -41472, 0, -1129920, -86202, 0, -674104, -2117760, 0, -650496, 0, 0, 856800, 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0, -1550400, 17189520, 0, 0, 3702192, 0, -8712320, -12611592, 0, 11491708, 0, 0, 22909536, 0, 0, 40749840, -1585920, 0, 0, -26681286, 0, 18245560, -2047872, 0, -14138640, -12420960, 0, -882224, 0, 0, -15270400, -8325360, 0, 0, 7876480, 0, 3669600, 8528406, 0, -39752140, 18820800, 0, -5044224, 0, 0, 17396440, 1491840, 0, 0, 41508288, 0, 9070640, 5251168, 0, -1532512, -3485880, 0, 101329840, 0, 0, 9104640, -5566920, 0, 0, -3710408, 0, 10590720, 60012546, 0, 9756416, 10608000, 0, -3806736, 0, 0, -56841620, -14209920, 0, 0, 54152772, 0, -29964240, -4354688, 0, -24819840, -22857840, 0, -10949660, 0, 0, -619520, -33111240, 0, 0, -17268672, 0, -12346080, 45365652, 0, 39178706, 30112320, 0, -3797440, 0, 0, 45340600, -4915200, 0, 0, -9506112, 0, 55425340, -46261208, 0, -19681536, -11547360, 0, -52416208, 0, 0, -43452960, 6757560, 0, 0, 16895632, 0, 533440, 37820220, 0, 4706468, 19123200, 0, -3244368, 0, 0, 23600100, -17624160, 0, 0, 101060088, 0, -15803720, -16056192, 0, -26007912, -11061840, 0, 63008016, 0, 0, 13098880, -46453080, 0, 0, 8618496, 0, 29964480, -51719094, 0, 31855316, 38535840, 0, 6880896, 0, 0, -75279600, 1368960, 0, 0, -82471524, 0, -26436980, -1962920, 0, 44884224, -10625880, 0, -85629416, 0, 0, -22818240, 44419920, 0, 0, -23136544, 0, 3082240, -34136160, 0, 41526338, 9655680, 0, 96777912, 0, 0, 56785680, -14340960, 0, 0, 28949556, 0, 7889120, -663552, 0, -4136064, -48383400, 0, 32155100, 0, 0, -18078720, -20207760, 0, 0, -1379232, 0, 16274880, 18207660, 0, 25204144, 31833600, 0, -10785664, 0, 0, 59984680, -33884160, 0, 0, -12734520, 0, -7438220, -75931712, 0, -10407936, -20022240, 0, 46642544, 0, 0, 29085600, 86819760, 0, 0, -46264976, 0, 13708800, 185536092, 0, -147580528, 9523200, 0, -5129088, 0, 0, -38034860, -2220960, 0, 0, -26797686, 0, -59053360, -27268800, 0, -61143696, -57137640, 0, -12832090, 0, 0, -3375680, -12653400, 0, 0, 38572288, 0, -47560800, -12279402, 0, 47808552, 9430560, 0, 41558016, 0, 0, 102288040, 27949440, 0, 0, 2079012, 0, 36208760, -6705344, 0, 56379008, -18987000, 0, -179488536, 0, 0, -61508160, 110740200, 0, 0, -41901760, 0, 26903040, -62329368, 0, 98528528, -1680000, 0, 5401008, 0, 0, 6423680, 11371200, 0, 0, -58390536, 0, -33127880, 14546944, 0, -157583232, -27516840, 0, -57902980, 0, 0, -573440, -25038720, 0, 0, -70993440, 0, 419040, -121360992, 0, -98111216, 11594880, 0, -17820832, 0, 0, -52689800, -19875840, 0, 0, -709272, 0, -18132260, -35343136, 0, 4152192, 40054800, 0, -94943302, 0, 0, -3987360, 65999400, 0, 0, 111061864, 0, -56366080, 27055380, 0, 221952424, 24107520, 0, -44845680, 0, 0, -12980420, -7486560, 0, 0, -61338960, 0, -31036040, -25189248, 0, 179007912, -3911880, 0, 104883208, 0, 0, 1882240, -53243040, 0, 0, 3604480, 0, 73042560, 195030144, 0, -78268380, -27580320, 0, 11901312, 0, 0, 30146200, 36720000, 0, 0, -205198968, 0, 90500400, -9290360, 0, -81610816, 41703600, 0, 46356620, 0, 0, 66034080, 111010320, 0, 0, 79349824, 0, 5529600, -53523912, 0, 104707074, -41091840, 0, -89119392, 0, 0, -94601540, 18507840, 0, 0, 317792124, 0, -59670720, 307200, 0, 99385440, 2479800, 0, -292146752, 0, 0, -28270080, -112545480, 0, 0, -38472192, 0, -101536320, -235047732, 0, -170115168, -23252160, 0, -47325472, 0, 0, -53210120, -69442560, 0, 0, -223562514, 0, -30479200, 232765168, 0, -12937216, 57612240, 0, 104705022, 0, 0, 26450880, -13373760, 0, 0, -91669248, 0, 30026240, -169356576, 0, -182653444, -4546560, 0, -57503040, 0, 0, 398380, 14431680, 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: 48223638
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332674, 'source_is_minimal': False, 'source_label': '450.6.a.s.1.1', 'source_level': 450, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81064793393332674, 'target_is_minimal': False, 'target_label': '450.6.a.s.1.1', 'target_level': 450, 'twist_class_label': '30.6.c.a.19.1', 'twist_class_level': 30, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48223639
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332674, 'source_is_minimal': False, 'source_label': '450.6.a.s.1.1', 'source_level': 450, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998237515926, 'target_is_minimal': False, 'target_label': '150.6.a.f.1.1', 'target_level': 150, 'twist_class_label': '30.6.c.a.19.1', 'twist_class_level': 30, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48223640
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332674, 'source_is_minimal': False, 'source_label': '450.6.a.s.1.1', 'source_level': 450, 'target_conrey_index': 19, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503737166987354, 'target_is_minimal': False, 'target_label': '90.6.c.b.19.2', 'target_level': 90, 'twist_class_label': '30.6.c.a.19.1', 'twist_class_level': 30, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48223641
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332674, 'source_is_minimal': False, 'source_label': '450.6.a.s.1.1', 'source_level': 450, 'target_conrey_index': 19, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737166987354, 'target_is_minimal': False, 'target_label': '90.6.c.b.19.1', 'target_level': 90, 'twist_class_label': '30.6.c.a.19.1', 'twist_class_level': 30, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48223642
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332674, 'source_is_minimal': False, 'source_label': '450.6.a.s.1.1', 'source_level': 450, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998237516226, 'target_is_minimal': False, 'target_label': '450.6.a.f.1.1', 'target_level': 450, 'twist_class_label': '30.6.c.a.19.1', 'twist_class_level': 30, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 48223643
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332674, 'source_is_minimal': False, 'source_label': '450.6.a.s.1.1', 'source_level': 450, 'target_conrey_index': 19, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137539616798, 'target_is_minimal': True, 'target_label': '30.6.c.a.19.1', 'target_level': 30, 'twist_class_label': '30.6.c.a.19.1', 'twist_class_level': 30, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48223644
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332674, 'source_is_minimal': False, 'source_label': '450.6.a.s.1.1', 'source_level': 450, 'target_conrey_index': 19, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137539616798, 'target_is_minimal': True, 'target_label': '30.6.c.a.19.2', 'target_level': 30, 'twist_class_label': '30.6.c.a.19.1', 'twist_class_level': 30, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 6}
  • id: 48223645
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332674, 'source_is_minimal': False, 'source_label': '450.6.a.s.1.1', 'source_level': 450, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396746997910, 'target_is_minimal': False, 'target_label': '150.6.a.j.1.1', 'target_level': 150, 'twist_class_label': '30.6.c.a.19.1', 'twist_class_level': 30, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 6}
  • id: 48223646
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332674, 'source_is_minimal': False, 'source_label': '450.6.a.s.1.1', 'source_level': 450, 'target_conrey_index': 289, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021941462270672, 'target_is_minimal': False, 'target_label': '720.6.f.g.289.1', 'target_level': 720, 'twist_class_label': '30.6.c.a.19.1', 'twist_class_level': 30, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48223647
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332674, 'source_is_minimal': False, 'source_label': '450.6.a.s.1.1', 'source_level': 450, 'target_conrey_index': 289, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021941462270672, 'target_is_minimal': False, 'target_label': '720.6.f.g.289.2', 'target_level': 720, 'twist_class_label': '30.6.c.a.19.1', 'twist_class_level': 30, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 6}
  • id: 48223648
    {'conductor': 60, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332674, 'source_is_minimal': False, 'source_label': '450.6.a.s.1.1', 'source_level': 450, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 343698047216, 'target_is_minimal': False, 'target_label': '240.6.f.a.49.1', 'target_level': 240, 'twist_class_label': '30.6.c.a.19.1', 'twist_class_level': 30, 'twisting_char_label': '60.23', 'twisting_conrey_index': 23, 'weight': 6}
  • id: 48223649
    {'conductor': 60, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332674, 'source_is_minimal': False, 'source_label': '450.6.a.s.1.1', 'source_level': 450, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 343698047216, 'target_is_minimal': False, 'target_label': '240.6.f.a.49.2', 'target_level': 240, 'twist_class_label': '30.6.c.a.19.1', 'twist_class_level': 30, 'twisting_char_label': '60.47', 'twisting_conrey_index': 47, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 742750
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 2}
  • id: 742751
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 3}
  • id: 742752
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 5}
  • id: 742753
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 7}
  • id: 742754
    {'charpoly_factorization': [[[-500, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 11}
  • id: 742755
    {'charpoly_factorization': [[[-288, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 13}
  • id: 742756
    {'charpoly_factorization': [[[-1516, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 17}
  • id: 742757
    {'charpoly_factorization': [[[1344, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 19}
  • id: 742758
    {'charpoly_factorization': [[[4100, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 23}
  • id: 742759
    {'charpoly_factorization': [[[-2646, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 29}
  • id: 742760
    {'charpoly_factorization': [[[5612, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 31}
  • id: 742761
    {'charpoly_factorization': [[[-7288, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 37}
  • id: 742762
    {'charpoly_factorization': [[[-18986, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 41}
  • id: 742763
    {'charpoly_factorization': [[[-2404, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 43}
  • id: 742764
    {'charpoly_factorization': [[[-8900, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 47}
  • id: 742765
    {'charpoly_factorization': [[[-39804, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 53}
  • id: 742766
    {'charpoly_factorization': [[[-28300, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 59}
  • id: 742767
    {'charpoly_factorization': [[[-18290, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 61}
  • id: 742768
    {'charpoly_factorization': [[[65956, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 67}
  • id: 742769
    {'charpoly_factorization': [[[-28800, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 71}
  • id: 742770
    {'charpoly_factorization': [[[-30808, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 73}
  • id: 742771
    {'charpoly_factorization': [[[-60228, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 79}
  • id: 742772
    {'charpoly_factorization': [[[2468, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 83}
  • id: 742773
    {'charpoly_factorization': [[[22678, 1], 1]], 'hecke_orbit_code': 81064793393332674, 'p': 89}
  • id: 742774
    {'charpoly_factorization': [[[-36968, 1], 1]], 'hecke_orbit_code': 81064793393332674, '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': 19, 'label': '450.6.a.s', 'level': 450, '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: 63476749
    {'hecke_orbit_code': 81064793393332674, 'n': 1, 'trace_an': 1}
  • id: 63476750
    {'hecke_orbit_code': 81064793393332674, 'n': 2, 'trace_an': 4}
  • id: 63476751
    {'hecke_orbit_code': 81064793393332674, 'n': 3, 'trace_an': 0}
  • id: 63476752
    {'hecke_orbit_code': 81064793393332674, 'n': 4, 'trace_an': 16}
  • id: 63476753
    {'hecke_orbit_code': 81064793393332674, 'n': 5, 'trace_an': 0}
  • id: 63476754
    {'hecke_orbit_code': 81064793393332674, 'n': 6, 'trace_an': 0}
  • id: 63476755
    {'hecke_orbit_code': 81064793393332674, 'n': 7, 'trace_an': 4}
  • id: 63476756
    {'hecke_orbit_code': 81064793393332674, 'n': 8, 'trace_an': 64}
  • id: 63476757
    {'hecke_orbit_code': 81064793393332674, 'n': 9, 'trace_an': 0}
  • id: 63476758
    {'hecke_orbit_code': 81064793393332674, 'n': 10, 'trace_an': 0}
  • id: 63476759
    {'hecke_orbit_code': 81064793393332674, 'n': 11, 'trace_an': 500}
  • id: 63476760
    {'hecke_orbit_code': 81064793393332674, 'n': 12, 'trace_an': 0}
  • id: 63476761
    {'hecke_orbit_code': 81064793393332674, 'n': 13, 'trace_an': 288}
  • id: 63476762
    {'hecke_orbit_code': 81064793393332674, 'n': 14, 'trace_an': 16}
  • id: 63476763
    {'hecke_orbit_code': 81064793393332674, 'n': 15, 'trace_an': 0}
  • id: 63476764
    {'hecke_orbit_code': 81064793393332674, 'n': 16, 'trace_an': 256}
  • id: 63476765
    {'hecke_orbit_code': 81064793393332674, 'n': 17, 'trace_an': 1516}
  • id: 63476766
    {'hecke_orbit_code': 81064793393332674, 'n': 18, 'trace_an': 0}
  • id: 63476767
    {'hecke_orbit_code': 81064793393332674, 'n': 19, 'trace_an': -1344}
  • id: 63476768
    {'hecke_orbit_code': 81064793393332674, 'n': 20, 'trace_an': 0}
  • id: 63476769
    {'hecke_orbit_code': 81064793393332674, 'n': 21, 'trace_an': 0}
  • id: 63476770
    {'hecke_orbit_code': 81064793393332674, 'n': 22, 'trace_an': 2000}
  • id: 63476771
    {'hecke_orbit_code': 81064793393332674, 'n': 23, 'trace_an': -4100}
  • id: 63476772
    {'hecke_orbit_code': 81064793393332674, 'n': 24, 'trace_an': 0}
  • id: 63476773
    {'hecke_orbit_code': 81064793393332674, 'n': 25, 'trace_an': 0}
  • id: 63476774
    {'hecke_orbit_code': 81064793393332674, 'n': 26, 'trace_an': 1152}
  • id: 63476775
    {'hecke_orbit_code': 81064793393332674, 'n': 27, 'trace_an': 0}
  • id: 63476776
    {'hecke_orbit_code': 81064793393332674, 'n': 28, 'trace_an': 64}
  • id: 63476777
    {'hecke_orbit_code': 81064793393332674, 'n': 29, 'trace_an': 2646}
  • id: 63476778
    {'hecke_orbit_code': 81064793393332674, 'n': 30, 'trace_an': 0}
  • id: 63476779
    {'hecke_orbit_code': 81064793393332674, 'n': 31, 'trace_an': -5612}
  • id: 63476780
    {'hecke_orbit_code': 81064793393332674, 'n': 32, 'trace_an': 1024}
  • id: 63476781
    {'hecke_orbit_code': 81064793393332674, 'n': 33, 'trace_an': 0}
  • id: 63476782
    {'hecke_orbit_code': 81064793393332674, 'n': 34, 'trace_an': 6064}
  • id: 63476783
    {'hecke_orbit_code': 81064793393332674, 'n': 35, 'trace_an': 0}
  • id: 63476784
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  • id: 63476970
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  • id: 63476971
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  • id: 63476972
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  • id: 63476973
    {'hecke_orbit_code': 81064793393332674, 'n': 773, 'trace_an': -17320068}
  • id: 63476974
    {'hecke_orbit_code': 81064793393332674, 'n': 787, 'trace_an': -556676}
  • id: 63476975
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  • id: 63476976
    {'hecke_orbit_code': 81064793393332674, 'n': 809, 'trace_an': -2231526}
  • id: 63476977
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  • id: 63476978
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  • id: 63476979
    {'hecke_orbit_code': 81064793393332674, 'n': 823, 'trace_an': -14754420}
  • id: 63476980
    {'hecke_orbit_code': 81064793393332674, 'n': 827, 'trace_an': -3394748}
  • id: 63476981
    {'hecke_orbit_code': 81064793393332674, 'n': 829, 'trace_an': -509442}
  • id: 63476982
    {'hecke_orbit_code': 81064793393332674, 'n': 839, 'trace_an': -40060904}
  • id: 63476983
    {'hecke_orbit_code': 81064793393332674, 'n': 841, 'trace_an': -13509833}
  • id: 63476984
    {'hecke_orbit_code': 81064793393332674, 'n': 853, 'trace_an': -9675064}
  • id: 63476985
    {'hecke_orbit_code': 81064793393332674, 'n': 857, 'trace_an': 32753532}
  • id: 63476986
    {'hecke_orbit_code': 81064793393332674, 'n': 859, 'trace_an': -21742024}
  • id: 63476987
    {'hecke_orbit_code': 81064793393332674, 'n': 863, 'trace_an': 20874444}
  • id: 63476988
    {'hecke_orbit_code': 81064793393332674, 'n': 877, 'trace_an': -39680392}
  • id: 63476989
    {'hecke_orbit_code': 81064793393332674, 'n': 881, 'trace_an': -26074206}
  • id: 63476990
    {'hecke_orbit_code': 81064793393332674, 'n': 883, 'trace_an': -41048556}
  • id: 63476991
    {'hecke_orbit_code': 81064793393332674, 'n': 887, 'trace_an': 13755300}
  • id: 63476992
    {'hecke_orbit_code': 81064793393332674, 'n': 907, 'trace_an': 5869356}
  • id: 63476993
    {'hecke_orbit_code': 81064793393332674, 'n': 911, 'trace_an': -46398192}
  • id: 63476994
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  • id: 63476995
    {'hecke_orbit_code': 81064793393332674, 'n': 929, 'trace_an': -27035154}
  • id: 63476996
    {'hecke_orbit_code': 81064793393332674, 'n': 937, 'trace_an': 28614944}
  • id: 63476997
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  • id: 63476998
    {'hecke_orbit_code': 81064793393332674, 'n': 947, 'trace_an': 7968276}
  • id: 63476999
    {'hecke_orbit_code': 81064793393332674, 'n': 953, 'trace_an': -48220204}
  • id: 63477000
    {'hecke_orbit_code': 81064793393332674, 'n': 961, 'trace_an': 2865393}
  • id: 63477001
    {'hecke_orbit_code': 81064793393332674, 'n': 967, 'trace_an': -48350956}
  • id: 63477002
    {'hecke_orbit_code': 81064793393332674, 'n': 971, 'trace_an': 40551516}
  • id: 63477003
    {'hecke_orbit_code': 81064793393332674, 'n': 977, 'trace_an': -43492932}
  • id: 63477004
    {'hecke_orbit_code': 81064793393332674, 'n': 983, 'trace_an': -3348964}
  • id: 63477005
    {'hecke_orbit_code': 81064793393332674, 'n': 991, 'trace_an': -55572596}
  • id: 63477006
    {'hecke_orbit_code': 81064793393332674, 'n': 997, 'trace_an': 12734184}