Embedded newform data - 693.4.a.k.1.2

Formats: - HTML - YAML - JSON - 2025-01-23T08:04:57.218852

• 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': 11088, 'analytic_conductor': 40.888323633978246, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, -1], [11, 1]], 'atkin_lehner_string': '--+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [693, 1, [155, 199, 442], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 17, 'field_disc_factorization': [[17, 1]], 'field_poly': [-4, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-2, -3, 1]], [5, [52, -19, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996340814517, 'hecke_ring_generator_nbound': 2, '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': '693.4.a.k', 'level': 693, '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': [3, 7, 11], 'level_radical': 231, 'minimal_twist': '231.4.a.f', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(1+\\beta )q^{2}+(-3+3\\beta )q^{4}+(8+3\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '693.4.a', 'trace_display': [3, 0, 19, 14], 'trace_hash': 694453143854998964, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.015', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.123', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.095', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '79.185', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 3, 0, -3, 19, 0, 14, -3, 0, 54, -22, 0, 11, 21, 0, -23, 146, 0, -101, 48, 0, -33, 184, 0, 7, 212, 0, -21, 217, 0, 20, -291, 0, 236, 133, 0, -173, 112, 0, -156, 60, 0, -164, 33, 0, 140, 467, 0, 98, 495, 0, 570, -326, 0, -209, -21, 0, 164, 781, 0, -148, 302, 0, -431, 691, 0, 473, -168, 0, 378, 756, 0, -213, -1288, 0, 942, -154, 0, 168, -1060, 0, 1280, 2096, 0, 1438, -144, 0, 33, -736, 0, 77, -684, 0, 2120, -169, 0, 638, 147, 0, 1443, 104, 0, 2288, -994, 0, -1118, 695, 0, 2100, -594, 0, -161, -1900, 0, 1340, -810, 0, 2030, 1022, 0, 242, -1310, 0, 786, -855, 0, -1722, 2421, 0, 3034, 1702, 0, -707, -710, 0, -304, 444, 0, -2562, 336, 0, -2096, -121, 0, 1577, -430, 0, -2826, 2705, 0, 2502, -1166, 0, -231, 1006, 0, -2060, -3896, 0, -3300, 1288, 0, 3065, 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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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[0.9582826433848559, 0.0], [0.3484662629811216, 0.0], [0.0, 0.0], [0.019791920111934064, 0.0], [-3.3246014714810808, 0.0], [0.0, 0.0], [-0.5281505829301578, 0.0], [0.29030415387776537, 0.0], [0.0, 0.0], [-0.7907250999736671, 0.0], [0.3605961972964794, 0.0], [0.0, 0.0], [-0.08347063194062698, 0.0], [0.19540025556234028, 0.0], [0.0, 0.0], [-0.8998544376287905, 0.0], [-0.4607780138590049, 0.0], [0.0, 0.0], [0.1117855372557808, 0.0], [-0.6902074416070022, 0.0], [0.0, 0.0], [0.24611490640680844, 0.0], [-0.2143991392764468, 0.0], [0.0, 0.0], [0.7537634454160291, 0.0], [-1.8858876112156364, 0.0], [0.0, 0.0], [-0.4869258158878109, 0.0], [1.6024316436554626, 0.0], [0.0, 0.0], [0.48375516671712987, 0.0], [0.6645683379440875, 0.0], [0.0, 0.0], [-1.9784799544365967, 0.0], [-0.39167381972873777, 0.0], [0.0, 0.0], [-1.661105759569466, 0.0], [-0.764989052100837, 0.0], [0.0, 0.0], [-1.445024577185768, 0.0], [1.088005644389919, 0.0], [0.0, 0.0], [-0.46300676305750244, 0.0], [-1.1110444695462878, 0.0], [0.0, 0.0], [0.02312810251807405, 0.0], [-0.8182829162072729, 0.0], [0.0, 0.0], [-1.8712926553478948, 0.0], [-0.4654090714782942, 0.0], [0.0, 0.0], [-0.47924178111890575, 0.0], [-0.09353380657400812, 0.0], [0.0, 0.0], [1.4730694070369275, 0.0], [1.0328546897475543, 0.0], [0.0, 0.0], [0.6493300380936378, 0.0], [-1.6417281581607377, 0.0], [0.0, 0.0], [0.0771004788350419, 0.0], [-1.1121402663508853, 0.0], [0.0, 0.0], [-0.2412771003022525, 0.0], [0.197350549761508, 0.0], [0.0, 0.0], [-0.2170175187863198, 0.0], [-0.3035808645827152, 0.0], [0.0, 0.0], [-0.40649895305934153, 0.0], [-0.729380881131664, 0.0], [0.0, 0.0], [2.4862036713429476, 0.0], [-0.2703240753315946, 0.0], [0.0, 0.0], [-0.8062705582156473, 0.0], [-2.121941296865015, 0.0], [0.0, 0.0], [-0.6491221972863661, 0.0], [-1.0566531218470971, 0.0], [0.0, 0.0], [0.9532617910583899, 0.0], [-0.047439488865547996, 0.0], [0.0, 0.0], [-0.5308658538615235, 0.0], [1.3525769986745124, 0.0], [0.0, 0.0], [-0.23363474271770304, 0.0], [1.803192203463543, 0.0], [0.0, 0.0], [0.8813003333290542, 0.0], [0.6971242826265024, 0.0], [0.0, 0.0], [0.5674515620939189, 0.0], [0.11735726067679257, 0.0], [0.0, 0.0], [-1.2466446428271787, 0.0], [1.7238505193023501, 0.0], [0.0, 0.0], [-0.7610190138626274, 0.0], [0.6150817432919586, 0.0], [0.0, 0.0], [0.10702756039995028, 0.0], [-0.10865027269793873, 0.0], [0.0, 0.0], [-0.576290333107148, 0.0], [-0.4590477197246696, 0.0], [0.0, 0.0], [-0.3225009196265117, 0.0], [-2.2859966415422464, 0.0], [0.0, 0.0], [0.3196872635260799, 0.0], [-0.6777655319709227, 0.0], [0.0, 0.0], [0.02337640602814015, 0.0]], 'angles': [-0.14160949102104572, None, -0.12627058460760385, None, None, -0.1545405975067352, -0.15728526258239864, -0.23710255694396018, -0.20689939958871276, -0.21437539401283429, -0.2146851332065687, -0.3840964210767997, -0.14622137253193176, -0.2661881886751043, -0.07302478330666112, -0.3170460626324793, -0.13515907478772574, -0.3076911161969227, -0.2656644360851704, -0.30501210922913724, -0.26703988383683575, -0.3639957328458899, -0.1004167447643572, -0.44506167245946343, -0.2740053700667185, -0.312838844630292, -0.15099986628750195, -0.18546534770342388, -0.24115486082380858, -0.2670795713664366, -0.2458324893661907, -0.07905847527219696, -0.3082033111654677, -0.30000882237099386, -0.14458850218518376, -0.2225599975496011, -0.4301547751070551, -0.14550146273835135, -0.3159217318583936, -0.43663406579663566, -0.2954694441090685, -0.2895576481589806, -0.27313985684512043, -0.3114537449998173, -0.2937159985104823, -0.40156351601580964, -0.3795625078374318, -0.3244594814472259, -0.2793009251957371, -0.18223089516696794, -0.37311702149593284, -0.3569989358523566, -0.34349811044173184, -0.26983030033800887, -0.19366603241847496, -0.36829545813876563, -0.220502712696545, -0.28262469824516323, -0.42043398482281563, -0.08721715813197656, -0.2392194271580848, -0.13879881497525606, -0.18655477363548623, -0.10613254320613343, -0.44013709288588, -0.3694025151297032, 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-0.39017294577092765, -0.07225415869407475, -0.15262041357089143, -0.12204087568972379, -0.21685233447289695, -0.16025186756467935, -0.35271454288965154, -0.18324736547959342, -0.28648802274713175, -0.33662733826633595, -0.13559083099959532, -0.3109494655321702, -0.3286039010775103, -0.1191381087009906, -0.14743344356397287, -0.29551890611236525, -0.2613496355977207, -0.2806536737901651, -0.3079342327786932, -0.39001380348396236, -0.11577279687276568, -0.1987749311568896, -0.20900180136557128, -0.27898491187284485, -0.3668638334083882, -0.29309937376623546, -0.14809624554037368, -0.18468419797016275, -0.18989052149649674, -0.14137677078253671, -0.33751815045032574, -0.2191288103227225, -0.2229820489565658, -0.14551367384772054, -0.3655830983269337, -0.2238579151464429, -0.18703104683764007, -0.23946940421614002, -0.3131608503175452, -0.20433669357819015, -0.3120839440434343, -0.22212768278190545, -0.23036502790055335, -0.44597765793138466, -0.476631442037181, -0.3437408126397503, -0.28851157251301685, -0.1636308096923389, -0.3438457071333197, -0.27425194168503125, -0.1709289147575456, -0.1317936397761301, -0.19333501541743245, -0.08462932477989216, -0.2965192844119955, -0.22445049952873966], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 2.5615528128088303, 'hecke_orbit': 11, 'hecke_orbit_code': 45035996340814517, 'label': '693.4.a.k.1.2', 'level': 693, 'weight': 4}
• 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': [8, 8, 8, 8, 11, 11, 13, 9], 'Nk2': 11088, 'analytic_conductor': 40.888323633978246, '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': [693, 1, [155, 199, 442], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 280, 'dim': 76, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 67109557, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 4, 4, 5, 5, 5, 5, 8, 8, 8, 8], 'label': '693.4.a', 'level': 693, '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': [3, 7, 11], 'level_radical': 231, 'mf_dim': 296, 'mf_new_dim': 76, 'num_forms': 21, 'plus_dim': 40, 'prim_orbit_index': 1, 'relative_dim': 76, 'sturm_bound': 384, 'trace_bound': 5, 'trace_display': [-4, 0, -8, 0], 'traces': [76, -4, 0, 288, -8, 0, 0, -36, 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-5464, -9860, 0, 6180, -2596, 0, 16408, -14640, 0, 3440, -960, 0, -728, -19592, 0, -6336, -14864, 0, 25648, 2408, 0, 7504, -11272, 0, 24072, -10816, 0, -13496, -24592, 0, -18432, 1556, 0, -7364, 8392, 0, -22904, -484, 0, -37716, -392, 0, -14304, 5828, 0, 16232, 7444, 0, 3388, 17480, 0, 24984, 12776, 0, -2464, 22632, 0, -30732, -1304, 0, -17792, 2800, 0, 22232, -7804, 0, 4968, -27228, 0, 41912, -5544, 0, -17688, -444, 0, 15204, 16424, 0, 8792, -25768, 0, -2112, -14140, 0, 5012, -15344, 0, -34772, -11432, 0, -44772, 50624, 0, -13472, 33040, 0, -728, 9744, 0, 52136, 12272, 0, -17888, -3696, 0, 53864, 45460, 0, -36636, -38664, 0, -3960, 34660, 0, 4136, 26588, 0, -10528, 7584, 0, -9720, 21560, 0, 43792, -4032, 0, -8644, 6144, 0, 57384, 41372, 0, -14016, 32908, 0, 24, 9240, 0, 0, 2808, 0, 29756, 24096, 0, 79312, 6440, 0, -6644, -31948, 0, -22452, -5856, 0, 40976, -31792, 0, 43420, -51376, 0, 25228, 3288, 0, 6480, -23328, 0, -114944, 6496, 0, 1176, 22000, 0, -73580, -20808, 0, 7404, -10608, 0, -45880, 32632, 0, 1540, -14448, 0, -107400, -38276, 0, -63544, -1764, 0, -98736, 91240, 0, 19556, -17428, 0, -66112, 26904, 0, 20552, -62692, 0, 28896, -9372, 0, 58992, 43512, 0, 31104, 6216, 0, 3592, 82060, 0, -29744, 4104, 0, 52528, -18376, 0, -77304, -43040, 0, 9632, -27608, 0, 18640, -18352, 0, -23540, -16800, 0, 93408, -3032, 0, -19872, 12276, 0, 100256, 23260, 0, 22196, -98276, 0, -34944, 26068, 0, -4576, 13048, 0, -64756, -11088, 0, -48760, -72328, 0, 35096, -17992, 0, -56388, -105152, 0, 1576, 2548, 0, 15344, -107752, 0, -80676, -3168, 0, -6664, -23072, 0, 150608, 71576, 0, -7504, -53200, 0, 34848, -35532, 0, -48028, -66332, 0, 3920, -31744, 0, 12400, -1384, 0, -123632, 27160, 0, 35536, -74904, 0, -164, 34008, 0, -34792, 12936, 0, 63432, 51064, 0, -8484, -45532, 0, -21352, 34448, 0, -4356, -9352, 0, -47000, -34604, 0, 45608, 17136, 0, -14648, 139728, 0, 138464, -12256, 0, 23716, 29536, 0, 52024, -35600, 0, 107528, -2156, 0, 111784, 117408, 0, 40496, 3312, 0, -8016, 1616, 0, 15884, 30664, 0, 34720, 3472, 0, 128752, -66456, 0, -76496, 38304, 0, 105248, -53128, 0, -62588, -96876, 0, -136608, -23304, 0, -29472, 39160, 0, -72940, -10480, 0, 45492, 70580, 0, -108752, 1988, 0, -27984, -62872, 0, -184300, 23208, 0, 8, -79264, 0, 6952, 2104, 0, 19768, 116208, 0, 137776, 53392, 0, 125624, 25872, 0, -75856, -968, 0, -27272, 57684, 0, -248472, 53208, 0, -139192, 27476, 0, 7392, 14072, 0, -33620, 113480, 0, -135420, -9352, 0, 107332, 53688, 0, -208604, -126168, 0, 135244, 179440, 0, -68200, -107184, 0, -7056, 20240, 0, 213344, -69212, 0, 47748, 4424, 0, 99136, 96800, 0, 32912, 245276, 0, 57328, -15436, 0, 74304, 142284, 0, 63560, 20464, 0, 63232, 80272, 0, -3700, 62216, 0, 105288, -20560, 0, 85568, 11836, 0, -77216, -33544, 0, 43880, -73904, 0, -1456, -8792, 0, -29260, -101216, 0, -90148, -2744, 0, 59048, -141168, 0, -95620, -54508, 0, -16696, 141952, 0, -944, -59564, 0, 10808, 11360, 0, 64968, -25344, 0, 11512, -23072, 0, -87532, -116536, 0, -80472, -54820, 0, 18744, -139216, 0, 335656, -62296, 0, -43008, 272564, 0, -176300, -7440, 0, 151216, 21812, 0, 48296, 115616, 0, 24088, 63668, 0, -91144, -7700, 0, 186488, 110704, 0, -29568, -63992, 0, 133976, -81112, 0, 4092, -24584, 0, 29404, 109552, 0, 103328, 108400, 0, -30368, -128088, 0, -52264, -80896, 0, -15456, -152280, 0, -147108, 223728, 0, 95480, -12320, 0, -359736, -86572, 0, 256556, 13752, 0, 146216, 10880, 0, -17380, 328048, 0, 67816, -7556, 0, -47168, -146792, 0, 166384, 28840, 0, 73264, -22136, 0, -63072, -29752, 0, 103864, 150956, 0, 44640, -23672, 0, -62888, 57144, 0, -265772, 90072, 0, -326488, 36736, 0, 52272, -68624, 0, 86288, 109776, 0, 85352, -41896, 0, -127108, -183564, 0, 78988, 43768, 0, 102792, 80784, 0, -41556, 7448, 0, -73864, -43076, 0, 58980, -48232, 0, 145892, 50920, 0, 287760, -95872, 0, 0, -43624, 0, 112176, 56828, 0, 96832, -75740, 0, 94280, -19968, 0, 17956, -68720, 0, -337712, 22760, 0, -120840, 115960, 0, -85988, -21736, 0, -111792, -227200, 0, 310352, -5040, 0, -40368, 61440, 0, -135784, -102868, 0, -143584, -165696, 0, -4720, 47040, 0, -17864, -247248, 0, -20960, -175824, 0, 52212, 44688, 0, 124696, 93472, 0, 57984, 26488, 0, -89888, -156908, 0, -243040, -304744, 0, -2576, -163840, 0, 52668, -132984, 0, 232444, 25060, 0, -152208, 76192, 0, 100836, -118680, 0, -31936, 300336, 0, -57168, -211248, 0, -392, -291144, 0, 99164, -48488, 0, 94552, -112392, 0, -216048, 182592, 0, 118712, -354260, 0, 102256, -217204, 0, -45680, -15196, 0, -43932, 153080, 0, -7892, 58496, 0, -126512, 30128, 0, -163392, 310152, 0, -576068, 5656, 0, 33048, -4356, 0, -221504, -82732, 0, -36876, -265480, 0, -165628, -1812, 0, -80124, -19012, 0, -264872, 117984, 0, -41160, 71088, 0, -98520, 115072, 0, -47224, 34924, 0, 49504, -200432, 0, 149568, -94776, 0, 29176], 'weight': 4, '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: 47133326
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814517, 'source_is_minimal': False, 'source_label': '693.4.a.k.1.2', 'source_level': 693, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45035996340814517, 'target_is_minimal': False, 'target_label': '693.4.a.k.1.2', 'target_level': 693, 'twist_class_label': '231.4.a.f.1.1', 'twist_class_level': 231, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 47133327
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814517, 'source_is_minimal': False, 'source_label': '693.4.a.k.1.2', 'source_level': 693, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998203961575, 'target_is_minimal': True, 'target_label': '231.4.a.f.1.1', 'target_level': 231, 'twist_class_label': '231.4.a.f.1.1', 'twist_class_level': 231, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 47133328
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814517, 'source_is_minimal': False, 'source_label': '693.4.a.k.1.2', 'source_level': 693, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797086074449, 'target_is_minimal': False, 'target_label': '1617.4.a.i.1.1', 'target_level': 1617, 'twist_class_label': '231.4.a.f.1.1', 'twist_class_level': 231, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1215525
    {'charpoly_factorization': [[[-2, -3, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 2}
  • id: 1215526
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 45035996340814517, 'p': 3}
  • id: 1215527
    {'charpoly_factorization': [[[52, -19, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 5}
  • id: 1215528
    {'charpoly_factorization': [[[-7, 1], 2]], 'hecke_orbit_code': 45035996340814517, 'p': 7}
  • id: 1215529
    {'charpoly_factorization': [[[11, 1], 2]], 'hecke_orbit_code': 45035996340814517, 'p': 11}
  • id: 1215530
    {'charpoly_factorization': [[[-2218, -11, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 13}
  • id: 1215531
    {'charpoly_factorization': [[[5312, -146, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 17}
  • id: 1215532
    {'charpoly_factorization': [[[-1534, 101, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 19}
  • id: 1215533
    {'charpoly_factorization': [[[7376, -184, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 23}
  • id: 1215534
    {'charpoly_factorization': [[[10238, -217, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 29}
  • id: 1215535
    {'charpoly_factorization': [[[-4252, -20, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 31}
  • id: 1215536
    {'charpoly_factorization': [[[-54742, 173, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 37}
  • id: 1215537
    {'charpoly_factorization': [[[-82400, -60, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 41}
  • id: 1215538
    {'charpoly_factorization': [[[6112, 164, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 43}
  • id: 1215539
    {'charpoly_factorization': [[[-64006, -467, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 47}
  • id: 1215540
    {'charpoly_factorization': [[[3296, 326, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 53}
  • id: 1215541
    {'charpoly_factorization': [[[109136, -781, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 59}
  • id: 1215542
    {'charpoly_factorization': [[[-64156, 148, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 61}
  • id: 1215543
    {'charpoly_factorization': [[[-62596, -473, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 67}
  • id: 1215544
    {'charpoly_factorization': [[[-470816, -756, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 71}
  • id: 1215545
    {'charpoly_factorization': [[[10624, 213, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 73}
  • id: 1215546
    {'charpoly_factorization': [[[-1005056, -168, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 79}
  • id: 1215547
    {'charpoly_factorization': [[[1068316, -2096, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 83}
  • id: 1215548
    {'charpoly_factorization': [[[-1333988, 736, 1], 1]], 'hecke_orbit_code': 45035996340814517, 'p': 89}
  • id: 1215549
    {'charpoly_factorization': [[[-265592, -638, 1], 1]], 'hecke_orbit_code': 45035996340814517, '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': 11, 'label': '693.4.a.k', 'level': 693, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 55167859
    {'hecke_orbit_code': 45035996340814517, 'n': 1, 'trace_an': 2}
  • id: 55167860
    {'hecke_orbit_code': 45035996340814517, 'n': 2, 'trace_an': 3}
  • id: 55167861
    {'hecke_orbit_code': 45035996340814517, 'n': 3, 'trace_an': 0}
  • id: 55167862
    {'hecke_orbit_code': 45035996340814517, 'n': 4, 'trace_an': -3}
  • id: 55167863
    {'hecke_orbit_code': 45035996340814517, 'n': 5, 'trace_an': 19}
  • id: 55167864
    {'hecke_orbit_code': 45035996340814517, 'n': 6, 'trace_an': 0}
  • id: 55167865
    {'hecke_orbit_code': 45035996340814517, 'n': 7, 'trace_an': 14}
  • id: 55167866
    {'hecke_orbit_code': 45035996340814517, 'n': 8, 'trace_an': -3}
  • id: 55167867
    {'hecke_orbit_code': 45035996340814517, 'n': 9, 'trace_an': 0}
  • id: 55167868
    {'hecke_orbit_code': 45035996340814517, 'n': 10, 'trace_an': 54}
  • id: 55167869
    {'hecke_orbit_code': 45035996340814517, 'n': 11, 'trace_an': -22}
  • id: 55167870
    {'hecke_orbit_code': 45035996340814517, 'n': 12, 'trace_an': 0}
  • id: 55167871
    {'hecke_orbit_code': 45035996340814517, 'n': 13, 'trace_an': 11}
  • id: 55167872
    {'hecke_orbit_code': 45035996340814517, 'n': 14, 'trace_an': 21}
  • id: 55167873
    {'hecke_orbit_code': 45035996340814517, 'n': 15, 'trace_an': 0}
  • id: 55167874
    {'hecke_orbit_code': 45035996340814517, 'n': 16, 'trace_an': -23}
  • id: 55167875
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  • id: 55168070
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  • id: 55168074
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  • id: 55168075
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  • id: 55168076
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  • id: 55168077
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  • id: 55168078
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  • id: 55168079
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  • id: 55168080
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  • id: 55168081
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  • id: 55168082
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  • id: 55168083
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  • id: 55168084
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  • id: 55168085
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  • id: 55168086
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  • id: 55168087
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  • id: 55168088
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  • id: 55168089
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  • id: 55168090
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  • id: 55168091
    {'hecke_orbit_code': 45035996340814517, 'n': 829, 'trace_an': -6580}
  • id: 55168092
    {'hecke_orbit_code': 45035996340814517, 'n': 839, 'trace_an': 39759}
  • id: 55168093
    {'hecke_orbit_code': 45035996340814517, 'n': 841, 'trace_an': -22165}
  • id: 55168094
    {'hecke_orbit_code': 45035996340814517, 'n': 853, 'trace_an': -4344}
  • id: 55168095
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  • id: 55168096
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  • id: 55168097
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  • id: 55168098
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  • id: 55168099
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  • id: 55168100
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  • id: 55168101
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  • id: 55168102
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  • id: 55168103
    {'hecke_orbit_code': 45035996340814517, 'n': 911, 'trace_an': -9910}
  • id: 55168104
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  • id: 55168105
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  • id: 55168106
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  • id: 55168107
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  • id: 55168108
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  • id: 55168109
    {'hecke_orbit_code': 45035996340814517, 'n': 953, 'trace_an': -45475}
  • id: 55168110
    {'hecke_orbit_code': 45035996340814517, 'n': 961, 'trace_an': -50678}
  • id: 55168111
    {'hecke_orbit_code': 45035996340814517, 'n': 967, 'trace_an': 31742}
  • id: 55168112
    {'hecke_orbit_code': 45035996340814517, 'n': 971, 'trace_an': -789}
  • id: 55168113
    {'hecke_orbit_code': 45035996340814517, 'n': 977, 'trace_an': 43526}
  • id: 55168114
    {'hecke_orbit_code': 45035996340814517, 'n': 983, 'trace_an': 79746}
  • id: 55168115
    {'hecke_orbit_code': 45035996340814517, 'n': 991, 'trace_an': 10861}
  • id: 55168116
    {'hecke_orbit_code': 45035996340814517, 'n': 997, 'trace_an': 45988}