Embedded newform data - 294.6.e.z.67.1

Formats: - HTML - YAML - JSON - 2025-01-26T06:00:38.659722

• 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': 10584, 'analytic_conductor': 47.1528430250163, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [294, 3, [197, 199], [3, 2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 4, 'field_disc': 576, 'field_disc_factorization': [[2, 6], [3, 2]], 'field_poly': [4, 0, 2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [217156, -50328, 11198, -108, 1]], [11, [778856464, -3460592, 43284, 124, 1]]], 'hecke_orbit': 26, 'hecke_orbit_code': 112590265662832934, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 49, 'hecke_ring_index_factorization': [[7, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 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': True, 'label': '294.6.e.z', 'level': 294, '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, 7], 'level_radical': 42, 'minimal_twist': '294.6.a.n', 'nf_label': '4.0.576.2', 'prim_orbit_index': 3, 'qexp_display': 'q-4\\beta _{2}q^{2}+(9+9\\beta _{2})q^{3}+(-2^{4}-2^{4}\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '294.6.e', 'trace_display': [8, 18, 108, 0], 'trace_hash': 1397675575357335989, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.018', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.918', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '54.080', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1273.042', 'prec': 27}], 'trace_zratio': 0, 'traces': [4, 8, 18, -32, 108, 144, 0, -256, -162, -432, -124, 288, -1440, 0, 1944, -512, -1260, 648, 360, -3456, 0, -992, -6524, -1152, -4482, -2880, -2916, 0, 14176, 3888, 5904, 2048, 1116, -10080, 0, 5184, 6040, -1440, -6480, -6912, 34776, 0, -1216, -1984, 8748, 26096, -30456, -9216, 0, -35856, 11340, 11520, -3964, -5832, -48672, 0, 6480, 28352, 40752, -15552, -1368, 47232, 0, 16384, -82980, -4464, 16224, -20160, -117432, 0, -6408, 10368, 23976, -24160, 40338, -11520, 0, -51840, 82160, 27648, -13122, 69552, -347472, 0, -267400, -2432, 63792, 7936, 200556, 69984, 0, 208768, -53136, 121824, 25640, -18432, -503856, 0, 20088, -71712, 272844, -45360, 13392, 92160, 0, -31712, 11308, 23328, 6832, -97344, 108720, 0, 577752, 12960, 405216, -113408, 58320, 326016, 0, -124416, 250910, 5472, 156492, 94464, -867456, 0, -156080, 32768, -5472, 331920, 246888, -35712, 0, 129792, -78732, 80640, -175128, -234864, 208368, 0, -548208, -12816, 203400, -41472, 153432, 191808, 0, -193280, -423532, -161352, 48584, -23040, 204120, 0, 1166832, -103680, -645192, -328640, 35676, 221184, 0, -104976, 398176, -278208, -219024, -694944, 336816, 0, -172972, -534800, 29160, 9728, 268020, 510336, 0, 63488, -366768, -802224, -145284, 139968, -599904, 0, -24624, 417536, -925920, 212544, -314496, 974592, 0, 205120, -52220, 73728, 139964, -1007712, -1493640, 0, -1447352, 40176, -501120, 286848, -146016, 2182752, 0, -362880, 1880732, -53568, -528444, 184320, 279936, 0, -1064784, -63424, -28836, -45232, -1161792, 186624, 0, 54656, -215784, 389376, 1044540, 217440, 334368, 0, 726084, 1155504, -1401984, -51840, 714528, 3241728, 0, -907264, -1494840, -233280, 2418824, 652032, 1478880, 0, -987432, -248832, 194904, -1003640, 118098, 43776, 0, 1251936, 276120, -377856, -1563624, -1734912, 807552, 0, 1190000, -312160, -1203300, -131072, -764604, -43776, 0, 2655360, -574128, -987552, -1684596, -71424, -3532752, 0, 3610008, 259584, 217476, 314928, 2486880, 645120, 0, -1401024, -2183004, 939456, 780076, 416736, -956448, 0, -2935888, -1096416, -1593144, 51264, -230760, 1627200, 0, -331776, 1166070, -613728, -2267352, 383616, 1828296, 0, 4005296, -386560, 90396, 1694128, 2824920, -1290816, 0, 388672, -2455596, 92160, -1114868, 408240, 4908816, 0, 241056, 2333664, 883944, 414720, 235008, -5161536, 0, -2629120, 2567276, -142704, 386096, 442368, 203544, 0, 754544, -209952, 6376320, -1592704, -61488, -2225664, 0, -1752192, 1256872, 2779776, 489240, 673632, -6997248, 0, -2579584, -345944, 2599884, 2139200, 1318608, 233280, 0, 77824, -3646944, -1072080, 1208628, 1020672, -3768624, 0, 1049760, 126976, 6813756, 1467072, -6294096, -6417792, 0, -1162272, 4294988, -559872, 4472662, -1199808, 4516380, 0, -10274072, -49248, -2134656, -1670144, -1408428, -7407360, 0, 1700352, 7407532, 1257984, -3903552, 1949184, -975600, 0, 190096, 410240, -702360, 208880, -344592, 589824, 0, 1119712, 49248, 4030848, 4608880, -2987280, 9638496, 0, 4443984, -2894704, -5177520, -160704, 3778344, -4008960, 0, 2294784, 2275368, 584064, -4506840, 4365504, -1417176, 0, -5067232, -725760, 2912040, -7522928, 1576152, -428544, 0, -4227552, -11984624, -737280, 937656, 559872, -751968, 0, 1259016, -2129568, -2466936, 253696, -9914940, -230688, 0, -361856, -1830600, 4647168, 8080500, 373248, -10562976, 0, 2761776, 109312, 687456, 863136, -5379696, 3115008, 0, 8356320, -4122596, -869760, -11630684, 668736, -7623576, 0, 11111064, 1452168, -4468464, -4622016, -437256, -11215872, 0, -414720, 7860420, -2858112, 918540, 6483456, 10539864, 0, -5896208, -1814528, 5250744, 5979360, -1625616, -1866240, 0, 19350592, 5806728, -2608128, 4101952, 2957760, 8123760, 0, 642168, -1974864, 2154024, 995328, -7572240, 1559232, 0, -8029120, -10998292, -472392, -1045992, 87552, 7167168, 0, -16518312, 2503872, -1392552, -1104480, 1971216, -3022848, 0, -12508992, 6203888, 6939648, 1515672, 1615104, 31154976, 0, 35164872, 2380000, -778374, 1248640, 8257428, -9626400, 0, -1048576, -262440, 3058416, 10556632, -87552, 9350784, 0, 4824360, 5310720, 2796876, 2296512, 857160, -7900416, 0, -13476768, 7265160, 285696, -8980138, -7065504, -6601824, 0, -29471400, 7220016, -9695232, -1038336, 1307556, 1739808, 0, 2519424, -12029372, -9947520, -2699568, 1290240, -11680704, 0, -16529936, -2802048, -110808, 8732016, 3385584, 7515648, 0, 6240608, 8333280, -1666944, -803220, -1912896, 20759040, 0, -5660928, -5871776, -9846576, 4385664, 16869384, -12745152, 0, 410112, -11225416, 923040, -6833432, 3254400, -939960, 0, 40671288, -663552, 5363856, -4664280, -1259676, -4909824, 0, -18138816, -5834120, -1534464, -6721380, 3656592, 21823200, 0, -2743200, 8010592, -6513084, 1546240, -5591772, 723168, 0, 13553024, 4510080, -11299680, -9791612, -2581632, -7365024, 0, -2628288, 777344, -11361780, 9822384, -12179664, 737280, 0, -8918944, 17931960, -1632960, -3410112, 9817632, 33853176, 0, 31291376, 482112, -12750552, -9334656, 4755996, 7071552, 0, 3317760, -33660262, -940032, 1259712, -10323072, -23683968, 0, -26581072, -5258240, -4791528, -10269104, -9506160, -1141632, 0, 3088768, 259524, -1769472, 16776040, 407088, 30185424, 0, -20912256, 1509088, -20462472, 839808, 1813968, 51010560, 0, -12741632, 24258000, 245952, 6048528, -4451328, -3884112, 0, -44156040, -3504384, 2500344, -5027488, -9400860, 22238208, 0, 3913920, -20644400, -2694528, 1504656, -13994496, -8389296, 0, 12635088, -5159168, 3267378, 1383776, 14204052, 20799072, 0, 17113600, 12617856, -5274432, 30548316, 466560, -46255824, 0, 12861504, 155648, 15397920, 14587776, -8928072, -8576640, 0, 9669024, 32936576, -4082688, -23574292, -7537248, -26907120, 0, 13717056, 2099520, 4430592, -507904, -21769416, 54510048, 0, 11736576, 6713248, 25176384, 6654960, -12835584, -44233056, 0, 40136400, -2324544, -4443444, -17179952, -968832, -4478976, 0, 35781296, -1754136, 4799232, 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-16286676, -11831040, 49254300, 16247520, 46210968, 0, 34300424, 1284336, -76683600, 7899456, -3474864, 17232192, 0, 7962624, 25541294, 30288960, 915948, 3118464, -53468208, 0, 30797616, -16058240, 3395448, 43993168, 27829224, -3779136, 0, -8367936, -57386880, -350208, -36412488, 14334336, -30633696, 0, -1106784, -33036624, -60790320, -10015488, -16287624, -11140416, 0, -8835840, 14176064, -7884864, -85519816, -6045696, 22623696, 0, 107343840, -25017984, -5182632, -24815552, -4403160, 55517184], 'weight': 6, 'weight_parity': 1}
• 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

  
  {'an_normalized': [[1.0, 0.0], [0.3535533905932738, 0.6123724356957945], [0.28867513459481287, -0.5], [-0.25, 0.4330127018922193], [0.040271810716381466, 0.06975282227356949], [0.408248290463863, 0.0], [0.0, 0.0], [-0.3535533905932738, 0.0], [-0.16666666666666666, -0.28867513459481287], [-0.02847647044821441, 0.049322693636541036], [0.1447639551974896, -0.25073852550667663], [0.14433756729740643, 0.25], [0.14027887465393313, 0.0], [0.0, 0.0], [0.046501881515712995, 0.0], [-0.125, -0.21650635094610965], [0.013958873859487053, -0.02417747874107664], [0.11785113019775792, -0.2041241452319315], [0.20189117355250996, 0.34968577019265323], [-0.040271810716381466, 0.0], [0.0, 0.0], [0.2047271487830609, 0.0], [-0.5375310962202984, -0.9310311693017517], [-0.10206207261596575, 0.1767766952966369], [0.4967563625232479, -0.8604072588733694], [0.04959607176250691, 0.08590291614849409], [-0.19245008972987526, 0.0], [0.0, 0.0], [1.294012071995152, 0.0], [0.016440897878847012, 0.02847647044821441], [0.026084480500686482, -0.045179645516228654], [0.08838834764831845, -0.15309310892394862], [-0.08357950850222555, -0.1447639551974896], [0.01974082872754186, 0.0], [0.0, 0.0], [0.16666666666666666, 0.0], [-0.1824415000346474, -0.3159979474690884], [-0.14275861788068994, 0.2472651793876658], [0.04049502302153303, -0.07013943732696656], [-0.014238235224107205, -0.024661346818270518], [-0.07612793929294721, 0.0], [0.0, 0.0], [0.915504273036205, 0.0], [0.0723819775987448, 0.12536926275333832], [0.013423936905460489, -0.023250940757856497], [0.3800918832360115, -0.6583384533093092], [-0.2445631942434841, -0.42359587809105087], [-0.14433756729740643, 0.0], [0.0, 0.0], [0.702519585075503, 0.0], [-0.00805915958035888, -0.013958873859487053], [-0.03506971866348328, 0.060742534532299546], [0.3349367907826927, -0.5801275389596909], [-0.06804138174397717, -0.11785113019775792], [0.023319626409072116, 0.0], [0.0, 0.0], [0.23312384679510217, 0.0], [0.4575023555225135, 0.7924173243474331], 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-0.4566522072800596, -0.09300202887141713, -0.2959508933122242, -0.38012919698346914, -0.10019777234464775, -0.2039663793817944, -0.2627468178708798, -0.023052636035890403, -0.47888646915383964, 0.2130171754855179, -0.49154543710337334, 0.20921349287105315], 'char_orbit_index': 5, 'conrey_index': 67, 'dual_conrey_index': 79, 'dual_embedding_index': 1, 'dual_embedding_m': 3, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': -1.224744871391589, 'embedding_root_real': 0.7071067811865476, 'hecke_orbit': 26, 'hecke_orbit_code': 112590265662832934, 'label': '294.6.e.z.67.1', 'level': 294, '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

  
  {'Nk2': 10584, 'analytic_conductor': 47.1528430250163, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [294, 3, [197, 199], [3, 2]], 'conrey_index': 67, 'cusp_dim': 528, 'dim': 68, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 274978570534, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 4], 'label': '294.6.e', 'level': 294, '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, 7], 'level_radical': 42, 'mf_dim': 592, 'mf_new_dim': 68, 'num_forms': 26, 'prim_orbit_index': 3, 'relative_dim': 34, 'sturm_bound': 336, 'trace_bound': 11, 'trace_display': [0, 0, 44, 0], 'traces': [68, 0, 0, -544, 44, 144, 0, 0, -2754, -648, -296, 0, 3312, 0, 396, -8704, 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-96555996, 0, 129732648, 14190552, 47251896, 83115840, 15890292, -14633472, 0, 1622016, -88017424, -50300480, 11806560, 16949472, -28619144, 0, -189933628, -13362176, -13235760, 55709272, -7727256, 0, 0, 182344736, 22592052, 12183552, -145550804, -16505136, -17623176, 0, 36317808, -15194184, 82755576, -13236480, -72233340, 31646176, 0, 74838784, 109630104, 34145712, -136118354, -2314240, -75403656, 0, 253706800, -4120416, -41958792, -161438336, -17784684, 45997824], '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: 48597157
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112590265662832934, 'source_is_minimal': False, 'source_label': '294.6.e.z.67.1', 'source_level': 294, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 112590265662832934, 'target_is_minimal': False, 'target_label': '294.6.e.z.67.1', 'target_level': 294, 'twist_class_label': '294.6.a.n.1.2', 'twist_class_level': 294, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48597158
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112590265662832934, 'source_is_minimal': False, 'source_label': '294.6.e.z.67.1', 'source_level': 294, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 112590265662832934, 'target_is_minimal': False, 'target_label': '294.6.e.z.79.1', 'target_level': 294, 'twist_class_label': '294.6.a.n.1.2', 'twist_class_level': 294, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48597159
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112590265662832934, 'source_is_minimal': False, 'source_label': '294.6.e.z.67.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 72057594138591526, 'target_is_minimal': True, 'target_label': '294.6.a.q.1.1', 'target_level': 294, 'twist_class_label': '294.6.a.n.1.2', 'twist_class_level': 294, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48597160
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112590265662832934, 'source_is_minimal': False, 'source_label': '294.6.e.z.67.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 58546795256480038, 'target_is_minimal': True, 'target_label': '294.6.a.n.1.2', 'target_level': 294, 'twist_class_label': '294.6.a.n.1.2', 'twist_class_level': 294, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 48597161
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112590265662832934, 'source_is_minimal': False, 'source_label': '294.6.e.z.67.1', 'source_level': 294, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 103583066408091942, 'target_is_minimal': False, 'target_label': '294.6.e.x.79.2', 'target_level': 294, 'twist_class_label': '294.6.a.n.1.2', 'twist_class_level': 294, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 48597162
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112590265662832934, 'source_is_minimal': False, 'source_label': '294.6.e.z.67.1', 'source_level': 294, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 103583066408091942, 'target_is_minimal': False, 'target_label': '294.6.e.x.67.2', 'target_level': 294, 'twist_class_label': '294.6.a.n.1.2', 'twist_class_level': 294, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 48597163
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112590265662832934, 'source_is_minimal': False, 'source_label': '294.6.e.z.67.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 207165582959706994, 'target_is_minimal': False, 'target_label': '882.6.a.bu.1.1', 'target_level': 882, 'twist_class_label': '294.6.a.n.1.2', 'twist_class_level': 294, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 48597164
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112590265662832934, 'source_is_minimal': False, 'source_label': '294.6.e.z.67.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 162129586686002034, 'target_is_minimal': False, 'target_label': '882.6.a.bk.1.2', 'target_level': 882, 'twist_class_label': '294.6.a.n.1.2', 'twist_class_level': 294, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 659450
    {'charpoly_factorization': [[[16, -4, 1], 2]], 'hecke_orbit_code': 112590265662832934, 'p': 2}
  • id: 659451
    {'charpoly_factorization': [[[81, -9, 1], 2]], 'hecke_orbit_code': 112590265662832934, 'p': 3}
  • id: 659452
    {'charpoly_factorization': [[[217156, -50328, 11198, -108, 1], 1]], 'hecke_orbit_code': 112590265662832934, 'p': 5}
  • id: 659453
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 112590265662832934, 'p': 7}
  • id: 659454
    {'charpoly_factorization': [[[778856464, -3460592, 43284, 124, 1], 1]], 'hecke_orbit_code': 112590265662832934, 'p': 11}
  • id: 659455
    {'charpoly_factorization': [[[-68850, 720, 1], 2]], 'hecke_orbit_code': 112590265662832934, 'p': 13}
  • id: 659456
    {'charpoly_factorization': [[[1850892484, -54207720, 1630622, 1260, 1], 1]], 'hecke_orbit_code': 112590265662832934, 'p': 17}
  • id: 659457
    {'charpoly_factorization': [[[30613801024, 62988480, 304568, -360, 1], 1]], 'hecke_orbit_code': 112590265662832934, 'p': 19}
  • id: 659458
    {'charpoly_factorization': [[[107223456975376, 67555211024, 32207700, 6524, 1], 1]], 'hecke_orbit_code': 112590265662832934, 'p': 23}
  • id: 659459
    {'charpoly_factorization': [[[7193848, -7088, 1], 2]], 'hecke_orbit_code': 112590265662832934, 'p': 29}
  • id: 659460
    {'charpoly_factorization': [[[2465226570816, -9269894016, 33287112, -5904, 1], 1]], 'hecke_orbit_code': 112590265662832934, 'p': 31}
  • id: 659461
    {'charpoly_factorization': [[[760927370047744, 166612868480, 64066512, -6040, 1], 1]], 'hecke_orbit_code': 112590265662832934, 'p': 37}
  • id: 659462
    {'charpoly_factorization': [[[-14919422, -17388, 1], 2]], 'hecke_orbit_code': 112590265662832934, 'p': 41}
  • id: 659463
    {'charpoly_factorization': [[[-129963776, 608, 1], 2]], 'hecke_orbit_code': 112590265662832934, 'p': 43}
  • id: 659464
    {'charpoly_factorization': [[[29148795728673856, 5199758483904, 756837752, 30456, 1], 1]], 'hecke_orbit_code': 112590265662832934, 'p': 47}
  • id: 659465
    {'charpoly_factorization': [[[58544237043578896, -959126126096, 257672460, 3964, 1], 1]], 'hecke_orbit_code': 112590265662832934, 'p': 53}
  • id: 659466
    {'charpoly_factorization': [[[169071117384917056, -16756512663168, 1249542920, -40752, 1], 1]], 'hecke_orbit_code': 112590265662832934, 'p': 59}
  • id: 659467
    {'charpoly_factorization': [[[20657251036405636, -196617586608, 145597730, 1368, 1], 1]], 'hecke_orbit_code': 112590265662832934, 'p': 61}
  • id: 659468
    {'charpoly_factorization': [[[3561034936101175296, 30615831207936, 2150288640, -16224, 1], 1]], 'hecke_orbit_code': 112590265662832934, 'p': 67}
  • id: 659469
    {'charpoly_factorization': [[[-3820660164, 3204, 1], 2]], 'hecke_orbit_code': 112590265662832934, 'p': 71}
  • id: 659470
    {'charpoly_factorization': [[[16625507314533237124, 97760673100368, 4652287394, -23976, 1], 1]], 'hecke_orbit_code': 112590265662832934, 'p': 73}
  • id: 659471
    {'charpoly_factorization': [[[2661974563457680384, -134048630443520, 5118709728, -82160, 1], 1]], 'hecke_orbit_code': 112590265662832934, 'p': 79}
  • id: 659472
    {'charpoly_factorization': [[[6854724496, 173736, 1], 2]], 'hecke_orbit_code': 112590265662832934, 'p': 83}
  • id: 659473
    {'charpoly_factorization': [[[99805362042119543044, -2003607258829272, 30232445774, -200556, 1], 1]], 'hecke_orbit_code': 112590265662832934, 'p': 89}
  • id: 659474
    {'charpoly_factorization': [[[15174041758, 251928, 1], 2]], 'hecke_orbit_code': 112590265662832934, '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': 5, 'hecke_orbit': 26, 'label': '294.6.e.z', 'level': 294, '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: 67118161
    {'hecke_orbit_code': 112590265662832934, 'n': 1, 'trace_an': 4}
  • id: 67118162
    {'hecke_orbit_code': 112590265662832934, 'n': 2, 'trace_an': 8}
  • id: 67118163
    {'hecke_orbit_code': 112590265662832934, 'n': 3, 'trace_an': 18}
  • id: 67118164
    {'hecke_orbit_code': 112590265662832934, 'n': 4, 'trace_an': -32}
  • id: 67118165
    {'hecke_orbit_code': 112590265662832934, 'n': 5, 'trace_an': 108}
  • id: 67118166
    {'hecke_orbit_code': 112590265662832934, 'n': 6, 'trace_an': 144}
  • id: 67118167
    {'hecke_orbit_code': 112590265662832934, 'n': 7, 'trace_an': 0}
  • id: 67118168
    {'hecke_orbit_code': 112590265662832934, 'n': 8, 'trace_an': -256}
  • id: 67118169
    {'hecke_orbit_code': 112590265662832934, 'n': 9, 'trace_an': -162}
  • id: 67118170
    {'hecke_orbit_code': 112590265662832934, 'n': 10, 'trace_an': -432}
  • id: 67118171
    {'hecke_orbit_code': 112590265662832934, 'n': 11, 'trace_an': -124}
  • id: 67118172
    {'hecke_orbit_code': 112590265662832934, 'n': 12, 'trace_an': 288}
  • id: 67118173
    {'hecke_orbit_code': 112590265662832934, 'n': 13, 'trace_an': -1440}
  • id: 67118174
    {'hecke_orbit_code': 112590265662832934, 'n': 14, 'trace_an': 0}
  • id: 67118175
    {'hecke_orbit_code': 112590265662832934, 'n': 15, 'trace_an': 1944}
  • id: 67118176
    {'hecke_orbit_code': 112590265662832934, 'n': 16, 'trace_an': -512}
  • id: 67118177
    {'hecke_orbit_code': 112590265662832934, 'n': 17, 'trace_an': -1260}
  • id: 67118178
    {'hecke_orbit_code': 112590265662832934, 'n': 18, 'trace_an': 648}
  • id: 67118179
    {'hecke_orbit_code': 112590265662832934, 'n': 19, 'trace_an': 360}
  • id: 67118180
    {'hecke_orbit_code': 112590265662832934, 'n': 20, 'trace_an': -3456}
  • id: 67118181
    {'hecke_orbit_code': 112590265662832934, 'n': 21, 'trace_an': 0}
  • id: 67118182
    {'hecke_orbit_code': 112590265662832934, 'n': 22, 'trace_an': -992}
  • id: 67118183
    {'hecke_orbit_code': 112590265662832934, 'n': 23, 'trace_an': -6524}
  • id: 67118184
    {'hecke_orbit_code': 112590265662832934, 'n': 24, 'trace_an': -1152}
  • id: 67118185
    {'hecke_orbit_code': 112590265662832934, 'n': 25, 'trace_an': -4482}
  • id: 67118186
    {'hecke_orbit_code': 112590265662832934, 'n': 26, 'trace_an': -2880}
  • id: 67118187
    {'hecke_orbit_code': 112590265662832934, 'n': 27, 'trace_an': -2916}
  • id: 67118188
    {'hecke_orbit_code': 112590265662832934, 'n': 28, 'trace_an': 0}
  • id: 67118189
    {'hecke_orbit_code': 112590265662832934, 'n': 29, 'trace_an': 14176}
  • id: 67118190
    {'hecke_orbit_code': 112590265662832934, 'n': 30, 'trace_an': 3888}
  • id: 67118191
    {'hecke_orbit_code': 112590265662832934, 'n': 31, 'trace_an': 5904}
  • id: 67118192
    {'hecke_orbit_code': 112590265662832934, 'n': 32, 'trace_an': 2048}
  • id: 67118193
    {'hecke_orbit_code': 112590265662832934, 'n': 33, 'trace_an': 1116}
  • id: 67118194
    {'hecke_orbit_code': 112590265662832934, 'n': 34, 'trace_an': -10080}
  • id: 67118195
    {'hecke_orbit_code': 112590265662832934, 'n': 35, 'trace_an': 0}
  • id: 67118196
    {'hecke_orbit_code': 112590265662832934, 'n': 36, 'trace_an': 5184}
  • id: 67118197
    {'hecke_orbit_code': 112590265662832934, 'n': 37, 'trace_an': 6040}
  • id: 67118198
    {'hecke_orbit_code': 112590265662832934, 'n': 38, 'trace_an': -1440}
  • id: 67118199
    {'hecke_orbit_code': 112590265662832934, 'n': 39, 'trace_an': -6480}
  • id: 67118200
    {'hecke_orbit_code': 112590265662832934, 'n': 40, 'trace_an': -6912}
  • id: 67118201
    {'hecke_orbit_code': 112590265662832934, 'n': 41, 'trace_an': 34776}
  • id: 67118202
    {'hecke_orbit_code': 112590265662832934, 'n': 42, 'trace_an': 0}
  • id: 67118203
    {'hecke_orbit_code': 112590265662832934, 'n': 43, 'trace_an': -1216}
  • id: 67118204
    {'hecke_orbit_code': 112590265662832934, 'n': 44, 'trace_an': -1984}
  • id: 67118205
    {'hecke_orbit_code': 112590265662832934, 'n': 45, 'trace_an': 8748}
  • id: 67118206
    {'hecke_orbit_code': 112590265662832934, 'n': 46, 'trace_an': 26096}
  • id: 67118207
    {'hecke_orbit_code': 112590265662832934, 'n': 47, 'trace_an': -30456}
  • id: 67118208
    {'hecke_orbit_code': 112590265662832934, 'n': 48, 'trace_an': -9216}
  • id: 67118209
    {'hecke_orbit_code': 112590265662832934, 'n': 49, 'trace_an': 0}
  • id: 67118210
    {'hecke_orbit_code': 112590265662832934, 'n': 50, 'trace_an': -35856}
  • id: 67118211
    {'hecke_orbit_code': 112590265662832934, 'n': 51, 'trace_an': 11340}
  • id: 67118212
    {'hecke_orbit_code': 112590265662832934, 'n': 52, 'trace_an': 11520}
  • id: 67118213
    {'hecke_orbit_code': 112590265662832934, 'n': 53, 'trace_an': -3964}
  • id: 67118214
    {'hecke_orbit_code': 112590265662832934, 'n': 54, 'trace_an': -5832}
  • id: 67118215
    {'hecke_orbit_code': 112590265662832934, 'n': 55, 'trace_an': -48672}
  • id: 67118216
    {'hecke_orbit_code': 112590265662832934, 'n': 56, 'trace_an': 0}
  • id: 67118217
    {'hecke_orbit_code': 112590265662832934, 'n': 57, 'trace_an': 6480}
  • id: 67118218
    {'hecke_orbit_code': 112590265662832934, 'n': 58, 'trace_an': 28352}
  • id: 67118219
    {'hecke_orbit_code': 112590265662832934, 'n': 59, 'trace_an': 40752}
  • id: 67118220
    {'hecke_orbit_code': 112590265662832934, 'n': 60, 'trace_an': -15552}
  • id: 67118221
    {'hecke_orbit_code': 112590265662832934, 'n': 61, 'trace_an': -1368}
  • id: 67118222
    {'hecke_orbit_code': 112590265662832934, 'n': 62, 'trace_an': 47232}
  • id: 67118223
    {'hecke_orbit_code': 112590265662832934, 'n': 63, 'trace_an': 0}
  • id: 67118224
    {'hecke_orbit_code': 112590265662832934, 'n': 64, 'trace_an': 16384}
  • id: 67118225
    {'hecke_orbit_code': 112590265662832934, 'n': 65, 'trace_an': -82980}
  • id: 67118226
    {'hecke_orbit_code': 112590265662832934, 'n': 66, 'trace_an': -4464}
  • id: 67118227
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  • id: 67118413
    {'hecke_orbit_code': 112590265662832934, 'n': 967, 'trace_an': 30797616}
  • id: 67118414
    {'hecke_orbit_code': 112590265662832934, 'n': 971, 'trace_an': 27829224}
  • id: 67118415
    {'hecke_orbit_code': 112590265662832934, 'n': 977, 'trace_an': -36412488}
  • id: 67118416
    {'hecke_orbit_code': 112590265662832934, 'n': 983, 'trace_an': -60790320}
  • id: 67118417
    {'hecke_orbit_code': 112590265662832934, 'n': 991, 'trace_an': -85519816}
  • id: 67118418
    {'hecke_orbit_code': 112590265662832934, 'n': 997, 'trace_an': -5182632}