Embedded newform data - 315.4.a.i.1.1

Formats: - HTML - YAML - JSON - 2024-10-15T19:18:41.324764

• 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': 5040, 'analytic_conductor': 18.585601651808293, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [7, 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': [315, 1, [281, 127, 136], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 65, 'field_disc_factorization': [[5, 1], [13, 1]], 'field_poly': [-16, -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, [-16, 1, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797086073147, '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': '315.4.a.i', 'level': 315, '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, 5, 7], 'level_radical': 105, 'minimal_twist': '105.4.a.f', 'nf_label': '2.2.65.1', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta q^{2}+(8+\\beta )q^{4}-5q^{5}-7q^{7}+(-2^{4}+\\cdots)q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '315.4.a', 'trace_display': [-1, 0, -10, -14], 'trace_hash': 1265815972461712115, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.904', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.083', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '60.516', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, -1, 0, 17, -10, 0, -14, -33, 0, 5, 22, 0, -22, 7, 0, -87, -116, 0, 102, -85, 0, -76, -260, 0, 50, -54, 0, -119, 196, 0, 150, 15, 0, -462, 70, 0, -96, 404, 0, 165, 176, 0, -344, 252, 0, -520, -560, 0, 98, -25, 0, -122, -326, 0, -110, 231, 0, -1658, 844, 0, -204, -1440, 0, -839, 110, 0, -104, -466, 0, -35, -1670, 0, -386, 1218, 0, 412, -154, 0, -888, 435, 0, 3162, -928, 0, 580, 1212, 0, -428, -588, 0, 154, -1560, 0, -1280, -510, 0, 522, -49, 0, 425, 32, 0, 2128, 298, 0, 2958, -976, 0, -304, 380, 0, 609, -526, 0, 1300, 3226, 0, 2308, 812, 0, -2290, -678, 0, 2640, -250, 0, -2720, 3647, 0, 270, 2432, 0, -714, -2028, 0, 1394, 454, 0, 686, 595, 0, 2200, -112, 0, -980, 6758, 0, -1986, -1168, 0, -564, -1228, 0, 532, -750, 0, -3138, 3824, 0, -75, 1820, 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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[-0.22976062580278467, 0.0], [0.4164093772173256, 0.0], [0.0, 0.0], [2.4839009573166746, 0.0], [2.29156573816849, 0.0], [0.0, 0.0], [2.5262782560618042, 0.0], [0.44545683596296004, 0.0], [0.0, 0.0], [0.274778277664433, 0.0], [0.14901463023211634, 0.0], [0.0, 0.0], [-0.029703107327845774, 0.0], [0.38411632652569894, 0.0], [0.0, 0.0], [1.4200730491700213, 0.0], [-0.006676015896437966, 0.0], [0.0, 0.0], [1.4311159803896345, 0.0], [-0.26696002419758946, 0.0], [0.0, 0.0], [-0.9651351426737149, 0.0], [0.7477792795401187, 0.0], [0.0, 0.0], [-1.3204548626355848, 0.0], [-0.9838525629755693, 0.0], [0.0, 0.0], [-0.06203554062621337, 0.0], [0.12269322848462, 0.0], [0.0, 0.0], [-0.8380024591942085, 0.0], [-0.6423547239493489, 0.0], [0.0, 0.0], [-0.0235416735970607, 0.0], [-0.38021167480244394, 0.0], [0.0, 0.0], [-0.04706862262468751, 0.0], [0.033806170189140665, 0.0], [0.0, 0.0], [-0.6267052396036679, 0.0], [-1.464529573069801, 0.0], [0.0, 0.0], [0.02636015228064957, 0.0], [-1.018622202136352, 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[1.1449689404684802, 0.0], [0.7523087850655328, 0.0], [0.0, 0.0], [0.4024901524968317, 0.0], [-0.9480991229065928, 0.0], [0.0, 0.0], [0.001243805773205667, 0.0], [-0.15749399968250175, 0.0], [0.0, 0.0], [-0.20302500518028196, 0.0], [-0.10007305713360067, 0.0], [0.0, 0.0], [-1.0413929971116132, 0.0], [0.8952556030881431, 0.0], [0.0, 0.0], [0.057939865261960294, 0.0], [-0.2772073804506359, 0.0], [0.0, 0.0], [0.0064436549578626295, 0.0], [0.4778536216333463, 0.0], [0.0, 0.0], [-0.7136433430966017, 0.0], [1.5401177017477858, 0.0], [0.0, 0.0], [-1.0164629333666462, 0.0], [0.5103613910819769, 0.0], [0.0, 0.0], [0.9649826506328657, 0.0], [2.6550227713019527, 0.0], [0.0, 0.0], [0.08115641272095028, 0.0]], 'angles': [-0.3978486366005483, None, None, None, -0.20793274867172462, -0.25498838433079285, -0.2426200019135574, -0.25522398026406634, -0.28592704219104403, -0.05847523258424684, -0.1248609484988057, -0.32057374054031934, -0.35244638383605814, -0.33960659565448514, -0.27142898634995277, -0.3648208885759202, -0.23533724777024137, -0.25087739932687353, -0.21993124262299987, -0.40853549490697394, -0.3995883925298103, -0.35536043123404915, -0.42209095574394695, -0.28111896234608025, -0.10266161751931423, -0.25759747957120827, -0.14104955802102817, -0.39460166494295257, -0.21640555080483057, -0.3697349531030713, -0.29763639243740037, -0.058827524283335805, -0.1391700797536729, -0.33936323331670953, -0.19771706697473396, -0.1818912859190127, -0.3619337219930927, -0.27281927022197516, -0.2845067695869561, -0.23895248699041485, -0.2012078256382951, -0.31179547389497103, -0.24263934892327269, -0.3023755727110391, -0.2603170806319311, -0.34664492385279155, -0.10070621955838442, -0.17131762775768006, -0.1603868553147797, -0.35028050554625906, -0.16339375399403824, -0.30857679789939363, -0.3614065734010223, -0.2837163046543486, -0.1759341945948896, -0.41414720898662916, -0.2352771869915627, -0.34696791116676484, -0.22576279427250637, -0.11408482592964835, -0.17231562066061418, 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-0.27436811155318486, -0.26809865516996206, -0.330300756339292, -0.1874969693837954, -0.3605983505245883, -0.13319388974266563, -0.2196748258788765, -0.1072099871644435, -0.40831641054183043, -0.21510896317858705, -0.40984106554066096, -0.3606661248903026, -0.16494944871883432, -0.10710957346578868, -0.43108102756668387, -0.3485118884804192, -0.13918097762855206, -0.363485364992611, -0.3750711541114491, -0.19503040330462212, -0.12297990988814891, -0.1028020994520119, -0.3150125549706438, -0.23426232958325413, -0.2825421817416651, -0.17394676165394335, -0.4081329289896543, -0.1971660717904246, -0.031120793737240856, -0.3255239786074628, -0.1544949152257864, -0.24586747126985908, -0.1115312121378451, -0.3035730001944267, -0.1948747611239977, -0.24220299121694824, -0.2851591546357296, -0.2946356886840534, -0.21661899131376064, -0.12433920237005822, -0.2713075987037073, -0.33014785791006057, -0.3318535257928087, -0.30072608768530934, -0.3350498706094279, -0.3181434570218083, -0.16528562733964497, -0.20408502498640213, -0.42318382576475916, -0.2470563985558034, -0.25247255628160364, -0.3027548754043321, -0.3357233701548144, -0.3078992029309124, -0.10812010087648766, -0.15288885416715686, -0.18862311298758208, -0.2625459635745225, -0.17613447855028197, -0.30806981054674204, -0.1698659966528383], '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': 4.531128874149275, 'hecke_orbit': 9, 'hecke_orbit_code': 36028797086073147, 'label': '315.4.a.i.1.1', 'level': 315, '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': [2, 4, 2, 4, 4, 5, 6, 3], 'Nk2': 5040, 'analytic_conductor': 18.585601651808293, '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': [315, 1, [281, 127, 136], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 136, 'dim': 30, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67109179, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3], 'label': '315.4.a', 'level': 315, '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, 5, 7], 'level_radical': 105, 'mf_dim': 152, 'mf_new_dim': 30, 'num_forms': 16, 'plus_dim': 17, 'prim_orbit_index': 1, 'relative_dim': 30, 'sturm_bound': 192, 'trace_bound': 4, 'trace_display': [-2, 0, 0, 14], 'traces': [30, -2, 0, 98, 0, 0, 14, -54, 0, 60, 116, 0, 16, -70, 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-14852, 0, -13992, 1560, 0, 336, -21848, 0, 13560, 12420, 0, 23256, 3822, 0, 20292, -18980, 0, -2544, -5840, 0, -15516, 4012, 0, -4100, -13540, 0, 224, 6356, 0, 3956, 2202, 0, -5552, 0, 0, 17648, 38976, 0, 1500, 17468, 0, 7792, 3448, 0, 9186, 20196, 0, -6692, -2100, 0, -38452, -11936, 0, 240, 10220, 0, -44184, -5936, 0, 17760, -17796, 0, -17444, 2900, 0, 13108, -9724, 0, 1680, 6952, 0, -12796, 48080, 0, 44644, -4732, 0, 48654, 14780, 0, 8812, -2296, 0, 5900, 1140, 0, -4004, -15608, 0, 1568, 19196, 0, 17316, -6500, 0, -43372, -9072, 0, 16040, -7984, 0, 10604, -1712, 0, 55936, -6972, 0, 3372, 25360, 0, -3864, -46480, 0, 400, 15664, 0, -43700, 1540, 0, -9200, -15500, 0, 45468, -1800, 0, 10404, 69990, 0, 9960, -19272, 0, 686, -32456, 0, 4484, -9960, 0, 46648, -1750, 0, -14072, 66060, 0, 1640, 19628, 0, -42640, 9152, 0, -16794, 12272, 0, -2240, 4560, 0, -8072, -51456, 0, -13560, 3556, 0, -21004, 34484, 0, -4144, -4408, 0, 55392, -660, 0, 42444, -18920, 0, -3500, 4516, 0, -19676, -2088, 0, -11768, -2646, 0, -77700, 10840, 0, -48032, -38640, 0, 11650, -4976, 0, -10824, -63136, 0, -672, 19872, 0, -20500, -36240, 0, 52040, -13076, 0, 15260, -55336, 0, 20616, 6684, 0, -25920, -43116, 0, -21108, 6500, 0, 13328, -69920, 0, -6640, 53596, 0, -58764, 10416, 0, -44804, -31088, 0, 23208, -8440, 0, 17444, -34056, 0, 4000, 38812, 0, -40138, -26936, 0, -47256, -29348, 0, -49392, -12180, 0, 8156, 91792, 0, -30200, -18312, 0, -11808, 82932, 0, 89868, 67676, 0, -1680, -17380, 0, 9796, -1096, 0, 4900, 20804, 0, 112284, 28080, 0, 1640, 49860, 0, -70238, 1060, 0, -1416, -41976, 0, 2940, 916, 0, -22944, 15344, 0, -103640, -9464, 0, 7708, 0, 0, -18812, -16504, 0, -15580, -24088, 0, 64104, -34160, 0, -19460, 113610, 0, -85772, -19500, 0, -11992, 9660, 0, -36180, -57596, 0, 15676, -85732, 0, -40048, -92280, 0, 30174, 46440, 0, 21084, 10200, 0, -21440, 16912, 0, 121712, 5684, 0, 47128, -89800, 0, 31908, 16520, 0, -138784, 64972, 0, 900, -49848, 0, -8568, -11852, 0, 13964, -27924, 0, -67968, -22960, 0, 48112, -628, 0, 5560, 4664, 0, -2992, 48092, 0, -7104, 150784, 0, -30156, -10000, 0, 13396, 47486, 0, -35400, 27356, 0, -12168, -9292, 0, 65596, 95580, 0, 85872, -30580, 0, 188604, -900, 0, 9800, 116172, 0, 184392, 56052, 0, 50820, -41832, 0, 536, 3360, 0, -93688, 9844, 0, -40580, -484, 0, -55756, -80184, 0, 1680, 22572, 0, -38884, -29360, 0, 24520, -2940, 0, 18750, -116056, 0, 91304, -64416, 0, -4772, -135008, 0, -35740, 30000, 0, 784, 44828, 0, 17600, -51316, 0, -81556, 51072, 0, -14208, -77080, 0, 118536, 11700, 0, 42048, 98588, 0, 12020, -103356, 0, 67956, -25932, 0, -67744, -121920, 0, 164428, -10220, 0, 156912, 37576, 0, -61520, 42048, 0, 51076, -36004, 0, -94410, 96208, 0, -32480, 45640, 0, 185872, 91584, 0, 9680, -3430, 0, 5248, 97368, 0, -192348, 210888, 0, 69584, -55780, 0, 34832, 13496, 0, 1750, -41216, 0, -43128, 142896, 0, -116920, -28168, 0, -16208, -28000, 0, 22484, -27504, 0, -26780, -89608, 0, 19688, -132400, 0, -13020, 142774, 0, 115032, -400, 0, 35256, 42448, 0, 4480, 24624, 0, 776, 4460, 0, -195952, -49672, 0, -109164, 114160, 0, 24836, -104088, 0, 32080, 11420, 0, -146816, 53480, 0, -21236, -74088, 0, 11260, 28480, 0, 20156, 10144, 0, -10140, 12028, 0, -27412, -113304, 0, -165304, -122272, 0, 171020, -25060, 0, -36044, 12552, 0, -10800, -94972, 0, 112328, 74488, 0, -2992, 435368, 0, 22834, 32980, 0, -22908, 14572, 0, -26980, -12124, 0, 7624, -1364, 0, -51880, -98432, 0, 72812, -1350, 0, 141448, -182496, 0, 9800, -63552, 0, -95984, 118624, 0, -93300, -120596, 0, -109928, -48800, 0, -232592, -111164, 0, -20840, 132320, 0, -124296, -260432, 0, 27244, 65872, 0, 27672, -84140, 0, -186968, 12740, 0, 32460, 200528, 0, -95780, 111744, 0, 112502, -48352, 0, -62000, 73040, 0, 26054, -172068, 0, 15200, 17616, 0, 252040, 46368, 0, -142352, -41844, 0, 253692, 4040, 0, -172748, -33088, 0, 84800, 5524, 0, -49448, -27692, 0, 56344, -305700, 0, -167840, -3500, 0, 70788, 34128, 0, -11480, -124516, 0, -13656, 229768, 0, -197784, 113512, 0, -17584, 116920, 0, 266592, 18360, 0, -54720, -41818, 0, -166688, 87720, 0, 69280, 27952, 0, 157084, -57380, 0, 47336, -215948, 0, 19880, -106992, 0, -243600, 235284, 0, 115208, -36316, 0, -11900, -130840, 0, -206072, 77792, 0, -2900, 3472, 0, 36716, -244932, 0, 9604, 99548, 0, -117512, -59740, 0, 43188, 55944, 0, 12320, 146304, 0, 115840, -113268, 0, 149672, -53168, 0, -5512, 18700, 0, 93940, -47660, 0, 98440, -13344, 0, 319056, 33292, 0, -37986, -58824, 0, 104796, 43760, 0, 145376, 41978, 0, -94980, -64380, 0, -5628, -359200, 0, -640, -204668, 0, 214608, 0, 0, -1164, 98176, 0, -107920, -25452, 0, 91528, 234272, 0, -241832, 659856, 0, -58016, 98880, 0, 61752, 125596, 0, 15000], '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: 46562923
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073147, 'source_is_minimal': False, 'source_label': '315.4.a.i.1.1', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797086073147, 'target_is_minimal': False, 'target_label': '315.4.a.i.1.1', 'target_level': 315, 'twist_class_label': '105.4.a.f.1.2', 'twist_class_level': 105, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 46562924
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073147, 'source_is_minimal': False, 'source_label': '315.4.a.i.1.1', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998203961449, 'target_is_minimal': True, 'target_label': '105.4.a.f.1.2', 'target_level': 105, 'twist_class_label': '105.4.a.f.1.2', 'twist_class_level': 105, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 46562925
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073147, 'source_is_minimal': False, 'source_label': '315.4.a.i.1.1', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 99079191869261351, 'target_is_minimal': False, 'target_label': '1575.4.a.w.1.2', 'target_level': 1575, 'twist_class_label': '105.4.a.f.1.2', 'twist_class_level': 105, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 46562926
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073147, 'source_is_minimal': False, 'source_label': '315.4.a.i.1.1', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 112589990751373469, 'target_is_minimal': False, 'target_label': '2205.4.a.z.1.1', 'target_level': 2205, 'twist_class_label': '105.4.a.f.1.2', 'twist_class_level': 105, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 4}
  • id: 46562927
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073147, 'source_is_minimal': False, 'source_label': '315.4.a.i.1.1', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 144115188142966416, 'target_is_minimal': False, 'target_label': '1680.4.a.bg.1.2', 'target_level': 1680, 'twist_class_label': '105.4.a.f.1.2', 'twist_class_level': 105, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 4}
  • id: 46562928
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073147, 'source_is_minimal': False, 'source_label': '315.4.a.i.1.1', 'source_level': 315, 'target_conrey_index': 274, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 31525403617133069, 'target_is_minimal': False, 'target_label': '525.4.d.h.274.4', 'target_level': 525, 'twist_class_label': '105.4.a.f.1.2', 'twist_class_level': 105, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 46562929
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073147, 'source_is_minimal': False, 'source_label': '315.4.a.i.1.1', 'source_level': 315, 'target_conrey_index': 274, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525403617133069, 'target_is_minimal': False, 'target_label': '525.4.d.h.274.1', 'target_level': 525, 'twist_class_label': '105.4.a.f.1.2', 'twist_class_level': 105, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 46562930
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073147, 'source_is_minimal': False, 'source_label': '315.4.a.i.1.1', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996340814349, 'target_is_minimal': False, 'target_label': '525.4.a.k.1.1', 'target_level': 525, 'twist_class_label': '105.4.a.f.1.2', 'twist_class_level': 105, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
  • id: 46562931
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797086073147, 'source_is_minimal': False, 'source_label': '315.4.a.i.1.1', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 67553994477667039, 'target_is_minimal': False, 'target_label': '735.4.a.p.1.2', 'target_level': 735, 'twist_class_label': '105.4.a.f.1.2', 'twist_class_level': 105, '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: 694125
    {'charpoly_factorization': [[[-16, 1, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 2}
  • id: 694126
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 36028797086073147, 'p': 3}
  • id: 694127
    {'charpoly_factorization': [[[5, 1], 2]], 'hecke_orbit_code': 36028797086073147, 'p': 5}
  • id: 694128
    {'charpoly_factorization': [[[7, 1], 2]], 'hecke_orbit_code': 36028797086073147, 'p': 7}
  • id: 694129
    {'charpoly_factorization': [[[56, -22, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 11}
  • id: 694130
    {'charpoly_factorization': [[[56, 22, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 13}
  • id: 694131
    {'charpoly_factorization': [[[-796, 116, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 17}
  • id: 694132
    {'charpoly_factorization': [[[-584, -102, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 19}
  • id: 694133
    {'charpoly_factorization': [[[10400, 260, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 23}
  • id: 694134
    {'charpoly_factorization': [[[-27836, -196, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 29}
  • id: 694135
    {'charpoly_factorization': [[[-23040, -150, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 31}
  • id: 694136
    {'charpoly_factorization': [[[-18756, 96, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 37}
  • id: 694137
    {'charpoly_factorization': [[[-154756, -176, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 41}
  • id: 694138
    {'charpoly_factorization': [[[12944, 344, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 43}
  • id: 694139
    {'charpoly_factorization': [[[40960, 560, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 47}
  • id: 694140
    {'charpoly_factorization': [[[-93616, 326, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 53}
  • id: 694141
    {'charpoly_factorization': [[[63424, -844, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 59}
  • id: 694142
    {'charpoly_factorization': [[[1044, 204, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 61}
  • id: 694143
    {'charpoly_factorization': [[[-63856, 104, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 67}
  • id: 694144
    {'charpoly_factorization': [[[668560, 1670, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 71}
  • id: 694145
    {'charpoly_factorization': [[[-625816, 386, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 73}
  • id: 694146
    {'charpoly_factorization': [[[21376, 888, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 79}
  • id: 694147
    {'charpoly_factorization': [[[-542864, 928, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 83}
  • id: 694148
    {'charpoly_factorization': [[[85396, 588, 1], 1]], 'hecke_orbit_code': 36028797086073147, 'p': 89}
  • id: 694149
    {'charpoly_factorization': [[[-1534064, -522, 1], 1]], 'hecke_orbit_code': 36028797086073147, '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': 9, 'label': '315.4.a.i', 'level': 315, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51564631
    {'hecke_orbit_code': 36028797086073147, 'n': 1, 'trace_an': 2}
  • id: 51564632
    {'hecke_orbit_code': 36028797086073147, 'n': 2, 'trace_an': -1}
  • id: 51564633
    {'hecke_orbit_code': 36028797086073147, 'n': 3, 'trace_an': 0}
  • id: 51564634
    {'hecke_orbit_code': 36028797086073147, 'n': 4, 'trace_an': 17}
  • id: 51564635
    {'hecke_orbit_code': 36028797086073147, 'n': 5, 'trace_an': -10}
  • id: 51564636
    {'hecke_orbit_code': 36028797086073147, 'n': 6, 'trace_an': 0}
  • id: 51564637
    {'hecke_orbit_code': 36028797086073147, 'n': 7, 'trace_an': -14}
  • id: 51564638
    {'hecke_orbit_code': 36028797086073147, 'n': 8, 'trace_an': -33}
  • id: 51564639
    {'hecke_orbit_code': 36028797086073147, 'n': 9, 'trace_an': 0}
  • id: 51564640
    {'hecke_orbit_code': 36028797086073147, 'n': 10, 'trace_an': 5}
  • id: 51564641
    {'hecke_orbit_code': 36028797086073147, 'n': 11, 'trace_an': 22}
  • id: 51564642
    {'hecke_orbit_code': 36028797086073147, 'n': 12, 'trace_an': 0}
  • id: 51564643
    {'hecke_orbit_code': 36028797086073147, 'n': 13, 'trace_an': -22}
  • id: 51564644
    {'hecke_orbit_code': 36028797086073147, 'n': 14, 'trace_an': 7}
  • id: 51564645
    {'hecke_orbit_code': 36028797086073147, 'n': 15, 'trace_an': 0}
  • id: 51564646
    {'hecke_orbit_code': 36028797086073147, 'n': 16, 'trace_an': -87}
  • id: 51564647
    {'hecke_orbit_code': 36028797086073147, 'n': 17, 'trace_an': -116}
  • id: 51564648
    {'hecke_orbit_code': 36028797086073147, 'n': 18, 'trace_an': 0}
  • id: 51564649
    {'hecke_orbit_code': 36028797086073147, 'n': 19, 'trace_an': 102}
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  • id: 51564848
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  • id: 51564849
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  • id: 51564850
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  • id: 51564851
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  • id: 51564852
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  • id: 51564853
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  • id: 51564854
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  • id: 51564855
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  • id: 51564856
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  • id: 51564857
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  • id: 51564858
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  • id: 51564859
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  • id: 51564860
    {'hecke_orbit_code': 36028797086073147, 'n': 821, 'trace_an': -7916}
  • id: 51564861
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  • id: 51564862
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  • id: 51564863
    {'hecke_orbit_code': 36028797086073147, 'n': 829, 'trace_an': 2952}
  • id: 51564864
    {'hecke_orbit_code': 36028797086073147, 'n': 839, 'trace_an': 35364}
  • id: 51564865
    {'hecke_orbit_code': 36028797086073147, 'n': 841, 'trace_an': 45310}
  • id: 51564866
    {'hecke_orbit_code': 36028797086073147, 'n': 853, 'trace_an': 5210}
  • id: 51564867
    {'hecke_orbit_code': 36028797086073147, 'n': 857, 'trace_an': 6696}
  • id: 51564868
    {'hecke_orbit_code': 36028797086073147, 'n': 859, 'trace_an': -5238}
  • id: 51564869
    {'hecke_orbit_code': 36028797086073147, 'n': 863, 'trace_an': -15476}
  • id: 51564870
    {'hecke_orbit_code': 36028797086073147, 'n': 877, 'trace_an': 21464}
  • id: 51564871
    {'hecke_orbit_code': 36028797086073147, 'n': 881, 'trace_an': -52628}
  • id: 51564872
    {'hecke_orbit_code': 36028797086073147, 'n': 883, 'trace_an': 17632}
  • id: 51564873
    {'hecke_orbit_code': 36028797086073147, 'n': 887, 'trace_an': -19192}
  • id: 51564874
    {'hecke_orbit_code': 36028797086073147, 'n': 907, 'trace_an': 12704}
  • id: 51564875
    {'hecke_orbit_code': 36028797086073147, 'n': 911, 'trace_an': -88602}
  • id: 51564876
    {'hecke_orbit_code': 36028797086073147, 'n': 919, 'trace_an': 384}
  • id: 51564877
    {'hecke_orbit_code': 36028797086073147, 'n': 929, 'trace_an': -52068}
  • id: 51564878
    {'hecke_orbit_code': 36028797086073147, 'n': 937, 'trace_an': 11118}
  • id: 51564879
    {'hecke_orbit_code': 36028797086073147, 'n': 941, 'trace_an': 15204}
  • id: 51564880
    {'hecke_orbit_code': 36028797086073147, 'n': 947, 'trace_an': -75436}
  • id: 51564881
    {'hecke_orbit_code': 36028797086073147, 'n': 953, 'trace_an': 53354}
  • id: 51564882
    {'hecke_orbit_code': 36028797086073147, 'n': 961, 'trace_an': 8998}
  • id: 51564883
    {'hecke_orbit_code': 36028797086073147, 'n': 967, 'trace_an': 85240}
  • id: 51564884
    {'hecke_orbit_code': 36028797086073147, 'n': 971, 'trace_an': 38076}
  • id: 51564885
    {'hecke_orbit_code': 36028797086073147, 'n': 977, 'trace_an': -51430}
  • id: 51564886
    {'hecke_orbit_code': 36028797086073147, 'n': 983, 'trace_an': 30416}
  • id: 51564887
    {'hecke_orbit_code': 36028797086073147, 'n': 991, 'trace_an': -5312}
  • id: 51564888
    {'hecke_orbit_code': 36028797086073147, 'n': 997, 'trace_an': 54226}