Embedded newform data - 2366.4.a.s.1.2

Formats: - HTML - YAML - JSON - 2025-09-28T12:57:30.351529

• 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': 37856, 'analytic_conductor': 139.59851907358228, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, -1], [13, 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': [2366, 1, [339, 2199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 155373104604, 'field_disc_factorization': [[2, 2], [3, 1], [12947758717, 1]], 'field_poly': [-2668, 2074, 122, -95, -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': [[3, [-2668, 2074, 122, -95, -1, 1]], [5, [-81, 15578, 509, -265, -6, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81064793359780158, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': '2366.4.a.s', 'level': 2366, '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, 7, 13], 'level_radical': 182, 'minimal_twist': '182.4.g.b', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+\\beta _{1}q^{3}+4q^{4}+(1+\\beta _{1}+\\beta _{2}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2366.4.a', 'trace_display': [-10, 1, 6, 35], 'trace_hash': 1560319741973410399, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.722', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '59.114', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1104.128', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [5, -10, 1, 20, 6, -2, 35, -40, 56, -12, -9, 4, 0, -70, 137, 80, -89, -112, -49, 24, 7, 18, -60, -8, -59, 0, -134, 140, -196, -274, 154, -160, -433, 178, 42, 224, 61, 98, 0, -48, -237, -14, -459, -36, 384, 120, -314, 16, 245, 118, -1069, 0, -143, 268, -1899, -280, 211, 392, 178, 548, -811, -308, 392, 320, 0, 866, -1078, -356, -654, -84, 1670, -448, 249, -122, 771, -196, -63, 0, 4, 96, -2179, 474, 1986, 28, -2910, 918, -1427, 72, 461, -768, 0, -240, -1055, 628, -543, -32, 2415, -490, 81, -236, 1424, 2138, -350, 0, 959, 286, -1223, -536, 126, 3798, -1280, 560, -2565, -422, -2606, -784, 0, -356, -623, -1096, 604, 1622, 3612, 616, 1959, -784, 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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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-0.21799070205919963, -0.3577271241421295, -0.19089212492983593, -0.13845549698463086, -0.2991607123726211, -0.3673059103637088, -0.22963383083489436, -0.3788060327263177, -0.2397605441938255, -0.1823361081628054, -0.24137166222723141, -0.3392425603782366, -0.3156477588546064, -0.28142760157318775, -0.19749842948726498, -0.1742510806104322, -0.16454384443107548, -0.18711366366197457, -0.3525816769823303, -0.36919534681930044, -0.2599144716510794, -0.31680615318887767, -0.3203239707660122, -0.06820756098003375, -0.40094350007280394, -0.1688504312568919, -0.1430437501603159, -0.3725052328668089, -0.2617308509732833, -0.42657576237326034, -0.3575211945406354, -0.4413936034525514, -0.25122866540675387, -0.3613161815674037, -0.21927514026566347, -0.18441527761958534, -0.2925563805102525, -0.27048336915966315, -0.19867696147451264, -0.14678927718450743, -0.12878080080938062, -0.2802307473792859, -0.35551389497644176, -0.38156844775042437, -0.278103890703335, -0.15811278699215278, -0.3708022620516066, -0.21713133735009052, -0.21093412312341242, -0.1583838678698288, -0.2181997659067791, -0.23179893704106133, -0.31358456929958173, -0.35122961026051575, -0.209453645034846, -0.29254055000267243, -0.20909441620620983, -0.11836600285087147, -0.17779718082334772, -0.24933473426132793, -0.08884377700755952, -0.3525399893107107, -0.1613906707127491, -0.22074611117701762, -0.11285042524774201, -0.2790915710655431, -0.27797814463769693, -0.10749193667107367, -0.24361456359294986, -0.4111731785537564, -0.3045650363326853, -0.2308523443695482, -0.1926671466074313, -0.07747341168462328, -0.21998848630221127, -0.22409074067722787, -0.17150843262421828, -0.366366335803707, -0.08167954097501566, -0.17746274912726293, -0.10187628969310948, -0.20817337564272692, -0.2327354959013768, -0.19184354200214626, -0.364551681965341, -0.20389199663920246, -0.2697453800059755, -0.21819396822175083, -0.28404975253387443, -0.25980071891607043, -0.35069892425655796, -0.263900511735457, -0.20611007200385165, -0.37121258010483993, -0.3275435393923303, -0.08857983937451065, -0.2011811443765747, -0.31184100765613704, -0.3716825373271812, -0.14881921695596717, -0.07256842786357856, -0.1760332818761894, -0.2318138076103492, -0.3012637693691211, -0.32089232399290485, -0.23212150867358108, -0.30453571406260826, -0.08169974889629399, -0.06676764026508028, -0.13116324236713228, -0.23300446313757794, -0.16919724301693462, -0.35312883793299304, -0.27403962552539657, -0.2770213199477316, -0.2783619921349458, -0.2183425969225672, -0.3991856389688497, -0.3776433107015986, -0.22904335439834475, -0.2654688363150701, -0.21826324882998283, -0.3472438296490783, -0.2504722506031395, -0.19556366340626505, -0.39052904242875597, -0.18851867011755175, -0.3011355095249086, -0.3252036488062732, -0.12470395087828849, -0.32853688662465885, -0.16062751567143185, -0.2106566177847856, -0.2798955239953457, -0.22093230340686934, -0.1547251413043026, -0.4462744583728176, -0.11126380638152283, -0.21904560638769274, -0.2194071303126962, -0.18558243617839293, -0.27718085547437377, -0.2377173327370594, -0.31310997699268084, -0.2637992852101269, -0.32731591780293384, -0.22184018129196126, -0.35240070252290734], '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': -5.7020357988875485, 'hecke_orbit': 19, 'hecke_orbit_code': 81064793359780158, 'label': '2366.4.a.s.1.2', 'level': 2366, 'weight': 4}
• mf_newspaces •

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

  
  {'ALdims': [30, 27, 25, 33, 29, 30, 34, 24], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [7, 7, 7, 7, 7, 7, 7, 7], 'ALdims_old': [110, 100, 101, 106, 104, 102, 99, 110], 'Nk2': 37856, 'analytic_conductor': 139.59851907358228, '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': [2366, 1, [339, 2199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 1064, 'dim': 232, 'eis_dim': 56, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 67111230, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 5, 5, 6, 6, 6, 6, 7, 7, 8, 8, 12, 12, 12, 12, 12, 12, 15, 15, 15, 15], 'label': '2366.4.a', 'level': 2366, '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, 7, 13], 'level_radical': 182, 'mf_dim': 1120, 'mf_new_dim': 232, 'num_forms': 38, 'plus_dim': 127, 'prim_orbit_index': 1, 'relative_dim': 232, 'sturm_bound': 1456, 'trace_bound': 5, 'trace_display': [4, 6, -6, 0], 'traces': [232, 4, 6, 928, -6, -20, 0, 16, 1984, -4, -76, 24, 0, -28, -192, 3712, 92, 44, 178, -24, 154, 64, -248, -80, 6408, 0, -444, 0, -296, -320, 316, 64, -152, 16, -14, 7936, -316, 4, 0, -16, 252, -84, 280, -304, -1286, 32, -516, 96, 11368, 1348, 236, 0, 292, -56, 632, -112, 444, 1584, -1062, -768, 570, -296, 644, 14848, 0, -480, -648, 368, 4088, -364, 1464, 176, 1336, -440, -470, 712, -532, 0, 1536, -96, 18716, -3296, 3394, 616, 1452, 632, 1564, 256, 64, 1372, 0, -992, 832, 2040, 7960, -320, -4972, 196, -220, 25632, 4674, 1496, 772, 0, 840, 1256, -716, -1776, 3380, 4560, -636, 0, -2588, -2488, -3824, -1184, 0, -2588, 1260, -1280, 22612, -1716, -5284, 1264, -4140, -196, -5376, 256, 5992, 0, -382, -608, 1386, -1656, -5568, 64, 3216, -1056, -8770, -56, -1896, 400, 0, 31744, -3820, 1112, 294, -1264, 1744, 1796, 1864, 16, 3404, 952, 96, 0, -5234, 5104, -6980, -64, -1848, 7724, -2316, 1008, -15344, 644, -13100, -336, 0, 23168, -4422, 1120, 18506, 8088, 364, -1216, 12652, 26544, -9628, -5144, -4722, 0, -2024, 128, 15592, -1632, -5232, -2064, 6244, -7456, 4160, 384, -3148, 16824, 0, 45472, 8888, 11984, -8900, 5392, 4664, -1588, -4172, 944, 8632, -6216, -17896, 0, 17208, 3360, -7196, 1168, 4824, -5056, -1552, -224, -7476, 9616, 5188, 2528, 0, -4424, 2656, -448, 58608, 2080, -2830, 1776, -314, -14112, -4256, 6336, 4180, 0, 6672, -4248, -19632, 1904, -12344, -3072, -31732, -3916, 22858, 2280, -294, -8728, 0, -1184, 15076, -6048, 7382, 2576, 10488, 3408, 47608, 59392, 21072, 10688, -2436, 0, -7752, -22364, 17344, -1920, -12724, 28, 36828, -2592, -1998, 9792, -15904, 1472, 0, -6936, -492, 16352, -2828, 8156, 30820, -1456, -18592, -5136, -14718, 5856, 38096, 0, 2268, 704, 67624, -7888, -8660, 5344, 4266, -980, -14080, -1760, 21184, -7280, 0, -1880, 10220, -12416, -3448, 2848, 13468, -3424, 2634, -2128, 11888, -21936, 11632, 0, -65856, 12532, 14098, 6144, 18288, -13688, 26008, -384, 11760, 3248, -27796, 74864, 0, 544, -45036, -13184, 8036, 26864, -30404, 13576, 13908, 3640, -18384, 2464, 9084, 0, 74832, 5808, -46520, 88364, 0, 2528, -25992, 13444, 73524, 6256, -9090, -5740, 0, 1024, 18648, 85184, -20328, 256, -22148, -25344, 32424, 5488, 41104, -30604, 114970, 0, -74168, -4528, 11144, -3968, 6420, 11944, 12096, 3328, -14836, 20232, 1680, 8160, 0, -2520, -56252, 31840, -53624, 13120, 43404, -1280, -2744, -14560, 31868, -19888, 3536, 0, -22664, 784, -11044, -61640, -5784, -880, -22658, -17656, -29428, 102528, 22500, 57064, 0, 18696, 17314, -4592, 49296, 5984, -40972, -14072, -38108, 3088, -10430, -3248, 3744, 0, -6844, -36256, 52114, 3360, 28280, -26672, -68108, 5024, -45584, 36496, -3346, -2864, 0, 12848, 13352, -7104, -29788, 9912, 39432, 13520, 43384, -4368, 77248, 18240, 97216, 0, -3508, -2544, 10492, -640, -54308, 0, 10456, 29788, 23712, -10352, -31848, 8708, 0, -9952, 36132, -45412, 68812, -15296, 29542, -15120, -42312, -4736, 317456, 47240, 286458, 0, 18984, 9968, 337904, -10352, -10992, 73376, 37758, 5040, 288428, -38720, 25420, -5120, 0, -17368, 16184, 90448, 233164, -45212, -47408, -6864, -12128, -196, 44324, -21136, -142964, 0, 268016, 5056, 8456, -33176, 55888, -16560, 54632, -20484, 8672, -784, 6844, 6416, 0, -21504, -40258, -62096, 21616, 1024, -93288, 68040, 34368, 23968, 21056, 11088, -4816, 0, 161268, 43296, -44334, -1528, 7518, 57760, -51560, -2432, 93128, -129808, -78518, 5544, 0, -74096, 90720, -6624, 103992, -24764, -3724, -22272, 18216, -9312, -123888, 256, 62236, 0, 42416, 12864, -2870, -26128, 57700, -4224, 13104, 23640, 45752, -35080, 20504, 36424, 0, -224, -69024, 44744, -88246, -7584, 114228, -11452, 5516, 1600, -172944, -39392, -51912, 0, -60520, 20272, 55376, 126976, 77888, -64052, 22500, -15280, -21014, 68152, 13976, 4448, 0, -7876, -126386, 1176, -23808, -34560, -44204, -5056, -95504, -98376, -50764, 6976, -51184, 0, 1288, 7184, -32480, -19656, -40880, 7456, -42886, 38064, 36040, 64, 17388, -149392, 0, 13616, 60380, -29340, 11320, 3808, 88732, 60352, 19074, 384, 221544, 33152, 6328, 0, 202932, -7744, -35164, -20936, 50088, -27692, 19440, 20416, -139152, -10704, -132200, -27920, 0, -62736, 175328, -256, 3980, -43184, 12870, -7392, -38712, -21304, -132524, 30896, 106528, 0, -2856, -9264, -156908, 67640, 43648, 4032, 32904, 17864, 111016, -61376, 94946, -215896, 0, 2576, 26544, -105976, 58808, -52400, -185160, 26288, -14600, -1344, 11864, 21136, -283428, 0, 65802, -9048, 56588, 92672, 19772, -28672, -35496, -17688, 68664, -1372, -272, 4480, 0, 26912, -174510, 74024, -7364, 3704, -59616, 32352, 90680, -199044, -160464, 1456, 150748, 0, -54300, -4864, -320392, 1576, -25410, 50608, 24748, -1568, -108344, 106176, -157744, 11144, 0, -38512, 52960, -18208, -88604, -20576, -50820, -48788, -17284, -18888, -83468, -120772, -16284, 0, 129916, 29288, -22232, -8096, -154118, -62032, -9408, 512, -278096, -362968, -2972, 62368, 0, -23240, -131688, -6528, -125960, 17752, 369050, -20928, 36848, 96304, -144856, -8256, 996, 0, 113704, 24976, 74020, 77392, 41704, -29824, -47252, -60608, 196, 16640, 201540, -64408, 0, 1536, 3876, 20496, -374532, -12592, 14506, -51848, -175580, 67296, -78540, -23424, -433144, 0, 45400, -70688, 1808, 181888, -75572, -39000, 33858, 35552, 248088, 161136, 46788, 47936, 0, -187188, 120144, -35600, 90682, 26936, 101600, 21568, 37680, 5312, 372072, 18656, -11032, 0, -405656, -6352, 119908, -21460, 82666, -16688, 32016, -15040, -88256, 3776, -8560, -53712, 0, 34528, 61520, -315728, 45184, -24864, -16336, -2548, -19456, -71584, -69670, 89696, 20564, 0, 4508, -89352, 93184, 68832, 93592, 133820, -29252, 13440, 356556, -112016, 142932, -28784, 0, 187928, 74704, 4672, 55772, -5152, -129384, 19296, 30998, -19684, 205400, -20224, -31340, 0, 105526, -6208, 90132, -27152, -105312, -896, 66412, -10016, -422962, -29904, 3152, 14752, 0, 38464, -214492, -54096, -26964, 20752, -101084, 22720, 132912, 10112, -33296, 2156, 5156, 0, -465224, 38176, -273868, -17696, 14672, -21192, -3940, 10624, -43512, 201496, -22464, -1792, 0, -368512, 131584, 234432, -40484, 13520, -138600, 8320, 3412, -64240, -155020, -11320, 239394, 0, 11808, 7104, -53456, -364552, -23232, -1256, 7798, 23744, 54176, -56448, 154116, 132676, 0, -17024, -139068, 45808, -470892, 25344, 303052, -146688, 8722, 16720, -244992, 41012, 100432, 0, 4296, 20384, -139836, 26688, -10342, -214016, 25792, -16992, -24304, 57728, 138268, -78528, 0, -24308, 19156, 7616, -462388, 116040, 28936, -49376, -441624, 68088, -36120, -12288, 75456, 0, -674800, -126928, 82184, 8064, -92888, -15664, 85872, 76488, -433694, 91432, 32858, 69168, 0, 9120, 56536, -195968, -152400, -1176, 98068, 40784, -186660, -34912, 386804, 25424, -19320, 0, 38696, 97936, 206904, -4736, -528, -37520, -88480, 60304, -210630, -135208, -251304, -24192], '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: 48223104
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 2, 'source_hecke_orbit_code': 81064793359780158, 'source_is_minimal': False, 'source_label': '2366.4.a.s.1.2', 'source_level': 2366, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 2, 'target_hecke_orbit_code': 81064793359780158, 'target_is_minimal': False, 'target_label': '2366.4.a.s.1.2', 'target_level': 2366, 'twist_class_label': '182.4.g.b.29.4', 'twist_class_level': 182, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48223105
    {'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 2, 'source_hecke_orbit_code': 81064793359780158, 'source_is_minimal': False, 'source_label': '2366.4.a.s.1.2', 'source_level': 2366, 'target_conrey_index': 113, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4504012011339958, 'target_is_minimal': True, 'target_label': '182.4.g.b.113.4', 'target_level': 182, 'twist_class_label': '182.4.g.b.29.4', 'twist_class_level': 182, 'twisting_char_label': '13.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 48223106
    {'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 2, 'source_hecke_orbit_code': 81064793359780158, 'source_is_minimal': False, 'source_label': '2366.4.a.s.1.2', 'source_level': 2366, 'target_conrey_index': 29, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4504012011339958, 'target_is_minimal': True, 'target_label': '182.4.g.b.29.4', 'target_level': 182, 'twist_class_label': '182.4.g.b.29.4', 'twist_class_level': 182, 'twisting_char_label': '13.9', 'twisting_conrey_index': 9, 'weight': 4}
  • id: 48223107
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 2, 'source_hecke_orbit_code': 81064793359780158, 'source_is_minimal': False, 'source_label': '2366.4.a.s.1.2', 'source_level': 2366, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 2, 'target_hecke_orbit_code': 85568392987150654, 'target_is_minimal': False, 'target_label': '2366.4.a.t.1.2', 'target_level': 2366, 'twist_class_label': '182.4.g.b.29.4', 'twist_class_level': 182, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2608250
    {'charpoly_factorization': [[[2, 1], 5]], 'hecke_orbit_code': 81064793359780158, 'p': 2}
  • id: 2608251
    {'charpoly_factorization': [[[-2668, 2074, 122, -95, -1, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 3}
  • id: 2608252
    {'charpoly_factorization': [[[-81, 15578, 509, -265, -6, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 5}
  • id: 2608253
    {'charpoly_factorization': [[[-7, 1], 5]], 'hecke_orbit_code': 81064793359780158, 'p': 7}
  • id: 2608254
    {'charpoly_factorization': [[[-17878068, 2560382, -22714, -3589, 9, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 11}
  • id: 2608255
    {'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 81064793359780158, 'p': 13}
  • id: 2608256
    {'charpoly_factorization': [[[2516871123, 26248419, -1164444, -13396, 89, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 17}
  • id: 2608257
    {'charpoly_factorization': [[[637349312, 30234580, -660260, -14719, 49, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 19}
  • id: 2608258
    {'charpoly_factorization': [[[17531905104, 255085464, -3464148, -43010, 60, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 23}
  • id: 2608259
    {'charpoly_factorization': [[[146086551, 37134798, -1074843, -20287, 196, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 29}
  • id: 2608260
    {'charpoly_factorization': [[[9196721532, -440473806, 6821476, -28297, -154, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 31}
  • id: 2608261
    {'charpoly_factorization': [[[4856825008, -292608832, 5896005, -39369, -61, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 37}
  • id: 2608262
    {'charpoly_factorization': [[[27700535772, -351186630, -13774779, -59969, 237, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 41}
  • id: 2608263
    {'charpoly_factorization': [[[-79438805108, 7076553402, -36521278, -129643, 459, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 43}
  • id: 2608264
    {'charpoly_factorization': [[[-510478904208, 9345550708, -24579964, -165363, 314, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 47}
  • id: 2608265
    {'charpoly_factorization': [[[7326385988883, 36089795485, -65704834, -380670, 143, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 53}
  • id: 2608266
    {'charpoly_factorization': [[[55437062123244, 224267844434, -51956148, -897641, -178, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 59}
  • id: 2608267
    {'charpoly_factorization': [[[77742611388, -2570841312, -16170317, 130165, 811, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 61}
  • id: 2608268
    {'charpoly_factorization': [[[732135144212, -7654790382, -183770808, 11087, 1078, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 67}
  • id: 2608269
    {'charpoly_factorization': [[[-57137783691456, -65411633040, 596270712, 180304, -1670, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 71}
  • id: 2608270
    {'charpoly_factorization': [[[1638605790124, 37125815112, 157119007, -633227, -249, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 73}
  • id: 2608271
    {'charpoly_factorization': [[[-62909566918592, 493978805120, 139609284, -1708470, -4, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 79}
  • id: 2608272
    {'charpoly_factorization': [[[12429069998436, -140835998494, 283270660, 711719, -1986, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 83}
  • id: 2608273
    {'charpoly_factorization': [[[325640751383016, 2247909903996, 575874402, -3144343, -461, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 89}
  • id: 2608274
    {'charpoly_factorization': [[[1013835656828024, -4574992261204, 5705971258, -692373, -2415, 1], 1]], 'hecke_orbit_code': 81064793359780158, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 19, 'label': '2366.4.a.s', 'level': 2366, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 63468751
    {'hecke_orbit_code': 81064793359780158, 'n': 1, 'trace_an': 5}
  • id: 63468752
    {'hecke_orbit_code': 81064793359780158, 'n': 2, 'trace_an': -10}
  • id: 63468753
    {'hecke_orbit_code': 81064793359780158, 'n': 3, 'trace_an': 1}
  • id: 63468754
    {'hecke_orbit_code': 81064793359780158, 'n': 4, 'trace_an': 20}
  • id: 63468755
    {'hecke_orbit_code': 81064793359780158, 'n': 5, 'trace_an': 6}
  • id: 63468756
    {'hecke_orbit_code': 81064793359780158, 'n': 6, 'trace_an': -2}
  • id: 63468757
    {'hecke_orbit_code': 81064793359780158, 'n': 7, 'trace_an': 35}
  • id: 63468758
    {'hecke_orbit_code': 81064793359780158, 'n': 8, 'trace_an': -40}
  • id: 63468759
    {'hecke_orbit_code': 81064793359780158, 'n': 9, 'trace_an': 56}
  • id: 63468760
    {'hecke_orbit_code': 81064793359780158, 'n': 10, 'trace_an': -12}
  • id: 63468761
    {'hecke_orbit_code': 81064793359780158, 'n': 11, 'trace_an': -9}
  • id: 63468762
    {'hecke_orbit_code': 81064793359780158, 'n': 12, 'trace_an': 4}
  • id: 63468763
    {'hecke_orbit_code': 81064793359780158, 'n': 13, 'trace_an': 0}
  • id: 63468764
    {'hecke_orbit_code': 81064793359780158, 'n': 14, 'trace_an': -70}
  • id: 63468765
    {'hecke_orbit_code': 81064793359780158, 'n': 15, 'trace_an': 137}
  • id: 63468766
    {'hecke_orbit_code': 81064793359780158, 'n': 16, 'trace_an': 80}
  • id: 63468767
    {'hecke_orbit_code': 81064793359780158, 'n': 17, 'trace_an': -89}
  • id: 63468768
    {'hecke_orbit_code': 81064793359780158, 'n': 18, 'trace_an': -112}
  • id: 63468769
    {'hecke_orbit_code': 81064793359780158, 'n': 19, 'trace_an': -49}
  • id: 63468770
    {'hecke_orbit_code': 81064793359780158, 'n': 20, 'trace_an': 24}
  • id: 63468771
    {'hecke_orbit_code': 81064793359780158, 'n': 21, 'trace_an': 7}
  • id: 63468772
    {'hecke_orbit_code': 81064793359780158, 'n': 22, 'trace_an': 18}
  • id: 63468773
    {'hecke_orbit_code': 81064793359780158, 'n': 23, 'trace_an': -60}
  • id: 63468774
    {'hecke_orbit_code': 81064793359780158, 'n': 24, 'trace_an': -8}
  • id: 63468775
    {'hecke_orbit_code': 81064793359780158, 'n': 25, 'trace_an': -59}
  • id: 63468776
    {'hecke_orbit_code': 81064793359780158, 'n': 26, 'trace_an': 0}
  • id: 63468777
    {'hecke_orbit_code': 81064793359780158, 'n': 27, 'trace_an': -134}
  • id: 63468778
    {'hecke_orbit_code': 81064793359780158, 'n': 28, 'trace_an': 140}
  • id: 63468779
    {'hecke_orbit_code': 81064793359780158, 'n': 29, 'trace_an': -196}
  • id: 63468780
    {'hecke_orbit_code': 81064793359780158, 'n': 30, 'trace_an': -274}
  • id: 63468781
    {'hecke_orbit_code': 81064793359780158, 'n': 31, 'trace_an': 154}
  • id: 63468782
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  • id: 63468823
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  • id: 63468876
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  • id: 63468877
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  • id: 63468878
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  • id: 63468884
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  • id: 63468904
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  • id: 63468912
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  • id: 63468971
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  • id: 63468972
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  • id: 63468979
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  • id: 63468980
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  • id: 63468981
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  • id: 63468982
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  • id: 63468983
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  • id: 63468984
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  • id: 63468985
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  • id: 63468986
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  • id: 63468987
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  • id: 63468988
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  • id: 63468989
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  • id: 63468990
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  • id: 63468991
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  • id: 63468992
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  • id: 63468993
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  • id: 63468994
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  • id: 63468995
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  • id: 63468996
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  • id: 63468997
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  • id: 63468998
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  • id: 63468999
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  • id: 63469000
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  • id: 63469001
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  • id: 63469002
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  • id: 63469003
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  • id: 63469004
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  • id: 63469005
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  • id: 63469006
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  • id: 63469007
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  • id: 63469008
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