Embedded newform data - 42.6.a.d.1.1

Formats: - HTML - YAML - JSON - 2024-09-11T00:51:17.771815

• 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': 1512, 'analytic_conductor': 6.736120432145187, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -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': [42, 1, [29, 31], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-26, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982774826, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '42.6.a.d', 'level': 42, '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': True, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '42.6.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+9q^{3}+2^{4}q^{4}+26q^{5}-6^{2}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '42.6.a', 'trace_display': [-4, 9, 26, -49], 'trace_hash': 2275180808817733914, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.962', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.875', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.551', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -4, 9, 16, 26, -36, -49, -64, 81, -104, 664, 144, 318, 196, 234, 256, 1582, -324, 236, 416, -441, -2656, 2212, -576, -2449, -1272, 729, -784, -4954, -936, -7128, -1024, 5976, -6328, -1274, 1296, 4358, -944, 2862, -1664, 10542, 1764, -8452, 10624, 2106, -8848, 5352, 2304, 2401, 9796, 14238, 5088, -33354, -2916, 17264, 3136, 2124, 19816, -15436, 3744, -36762, 28512, -3969, 4096, 8268, -23904, 40972, 25312, 19908, 5096, -9092, -5184, -73454, -17432, -22041, 3776, -32536, -11448, 89400, 6656, 6561, -42168, -6428, -7056, 41132, 33808, -44586, -42496, -122658, -8424, -15582, 35392, -64152, -21408, 6136, -9216, 21370, -9604, 53784, -39184, -36814, -56952, 104528, -20352, -11466, 133416, 214440, 11664, 28798, -69056, 39222, -12544, -56014, -8496, 57512, -79264, 25758, 61744, -77518, -14976, 279845, 147048, 94878, -114048, -144924, 15876, 185400, -16384, -76068, -33072, 64532, 95616, -11564, -163888, 18954, -101248, 152930, -79632, -343460, -20384, 48168, 36368, 211152, 20736, -128804, 293816, 21609, 69728, -174858, 88164, -452552, -15104, 128142, 130144, -185328, 45792, -499066, -357600, -300186, -26624, -108388, -26244, -475588, 168672, 155376, 25712, 120224, 28224, -270169, -164528, 19116, -135232, 508874, 178344, 120001, 169984, -138924, 490632, 487560, 33696, -544410, 62328, -330858, -141568, 113308, 256608, 1050448, 85632, -35721, -24544, 376404, 36864, 844946, -85480, 74412, 38416, -492794, -215136, -914776, 156736, 368748, 147256, 242746, 227808, 274092, -418112, 179172, 81408, 156704, 45864, 311780, -533664, -81828, -857760, -219752, -46656, 349272, -115192, -661086, 276224, 503076, -156888, -1287760, 50176, -198369, 224056, 1289052, 33984, 678214, -230048, -292824, 317056, -1117310, -103032, 139152, -246976, 804600, 310072, -1261956, 59904, 948218, -1119380, 59049, -588192, 62426, -379512, 75048, 456192, -57852, 579696, -486396, -63504, 1468768, -741600, 370188, 65536, -1039098, 304272, -213542, 132288, -401274, -258128, 1351044, -382464, -867204, 46256, -1103922, 655552, -1118110, -75816, -190104, 404992, -140238, -611720, -1626136, 318528, -200506, 1373840, -577368, 81536, 1092370, -192672, 1812580, -145472, 55224, -844608, -516558, -82944, 1082867, 515216, 192330, -1175264, 2100306, -86436, -401336, -278912, 484056, 699432, 703416, -352656, 414148, 1810208, -331326, 60416, -955812, -512568, -1641044, -520576, 940752, 741312, -945232, -183168, 415354, 1996264, -103194, 1430400, 1184814, 1200744, -3289456, 106496, 1929960, 433552, 373352, 104976, -778782, 1902352, 259182, -674688, -262248, -621504, 1371548, -102848, 352998, -480896, 1065272, -112896, 963522, 1080676, -504126, 658112, -4732992, -76464, -117649, 540928, 517608, -2035496, 2577312, -713376, -3067514, -480004, 231822, -679936, -3101442, 555696, -236392, -1962528, -697662, -1950240, -327508, -134784, -2420403, 2177640, 2518605, -249312, 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-22147056, 4701056, 669708, -8401224, -10611692, 345744, -1682208, 1605344, -4435146, 1115648, 1885518, -1936224, -2015468, -2797728, -8232984, -2813664, 12725628, 1410624, 7188458, -1656592, 3318732, -7240832, 7275970, 1325304, 10849440, -241664, 2184714, 3823248, 1701936, 2050272, -4905114, 6564176, 2466828, 2082304, 2584450, -3763008, -4993364, -2965248, 1612548, 3780928, 6010242, 732672, 3885101, -1661416, 1410336, -7985056, 6894356, 412776, -11821936, -5721600, 2806020, -4739256, 4820400, -4802976, 763518, 13157824, -736452, -425984, -5470070, -7719840, 9649340, -1734208, -1977768, -1493408, 292368, -419904, -10249504, 3115128, 3143448, -7609408, 6940806, -1036728, 1677832, 2698752, -5949774, 1048992, -13291232, 2486016, 2052190, -5486192, 4527684, 411392, -300664, -1411992, -10958248, 1923584, -11589840, -4261088, -24409968, 451584, -15703918, -3854088, -1785321, -4322704, -969534, 2016504, -1047130, -2632448, 11601468, 18931968, -14990784, 305856, 3976180, 470596, 6103926, 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-23784176, -925632, 28050638, 26185904, 3176982, 9275136], '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], [-0.7071067811865476, 0.0], [0.5773502691896257, 0.0], [0.5, 0.0], [0.46510213931995625, 0.0], [-0.408248290463863, 0.0], [-0.37796447300922725, 0.0], [-0.3535533905932738, 0.0], [0.3333333333333333, 0.0], [-0.3288768766575115, 0.0], [1.6545746512366533, 0.0], [0.28867513459481287, 0.0], [0.5218776994071682, 0.0], [0.2672612419124244, 0.0], [0.26852684533704757, 0.0], [0.25, 0.0], [1.3276517605795113, 0.0], [-0.23570226039551584, 0.0], [0.14997815289045036, 0.0], [0.23255106965997813, 0.0], [-0.2182178902359924, 0.0], [-1.1699609558688044, 0.0], [0.8718977011233447, 0.0], [-0.2041241452319315, 0.0], [-0.78368, 0.0], [-0.3690232602008433, 0.0], [0.19245008972987526, 0.0], [-0.18898223650461363, 0.0], [-1.0938581514020391, 0.0], [-0.18987715326845758, 0.0], [-1.3321816783005738, 0.0], [-0.1767766952966369, 0.0], [0.9552691202858129, 0.0], [-0.9387915629600311, 0.0], [-0.17579208498353144, 0.0], [0.16666666666666666, 0.0], [0.5233387777039789, 0.0], 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-0.37667933073603066, -0.1618796146948059, -0.289173262557115, -0.3316248339410233, -0.14714289712795664, -0.32806376929582504, -0.2625258323554581, -0.262507346874911, -0.18230293958319044, -0.13257400690655977, -0.12329668837780706, -0.3327590291570986, -0.2946835925646809, -0.23088420444080737, -0.19628847427396043, -0.19410192792103362, -0.21288752013399867, -0.15259227717166624, -0.367723684056352, -0.36522343491385256, -0.2606807551866916, -0.3437629654178075, -0.13395593098938763, -0.20256418528622985, -0.3083154893384099, -0.23354222152003784, -0.19325625868524074, -0.1648198297383747, -0.3396306770370244, -0.11420658465458185, -0.16743339947696026, -0.30873245795471355, -0.10125609476908791, -0.23734256572771031, -0.11905834754351005, -0.35336379070511403, -0.2540606603187678, -0.2397882520228353, -0.3103426909258705, -0.2378936904074052, -0.16262258883424516, -0.2329841041995575, -0.2299171716033811, -0.35013525422091435, -0.3789300150207906, -0.3220067470765139, -0.10689715507866433, -0.29081017876347687, -0.33088960430532477, -0.2056821502535103, -0.1945240114165765, -0.225806756633372, -0.15264639165614086, -0.07209943194015285, -0.15783379351721707, -0.35961621799905447, -0.232442392483657, -0.12101849568207036, -0.18347897747006175, -0.14806191013238257, -0.2924572026774126, -0.2281824277685923, -0.2921746418077277, -0.35063273307587, -0.2923421849243024, -0.1738900723066826, -0.2478148919591238, -0.19841199365177317, -0.35164261544628334, -0.235441726954479, -0.36647863214343096, -0.2564714438491132, -0.35538413190353774, -0.29603671066255705, -0.25056169362372155, -0.0954504042482798, -0.15321815593656674, -0.2144459554837898, -0.21172100540284589, -0.17043499340908908, -0.2816450507929019, -0.25351551205023526, -0.17319647860922724, -0.30932872495420455, -0.1507839214182118, -0.2759457027472362, -0.2360433900482034, -0.13940162130456918, -0.16436996487139147, -0.20282740045779474, -0.15724148050249365, -0.3096453412976453, -0.23881965889163995, -0.4581560112039095, -0.2081309684635158, -0.453508678444793, -0.3782015270069355, -0.20941516630346385, -0.21177450489738534, -0.1913628149312474, -0.19774450277556302, -0.3498528395796387, -0.1517634613953247, -0.27718546473186106, -0.14436402006086646, -0.23462511558818785, -0.2329485059235201, -0.16961776104673537, -0.2411431861984315, -0.35867660397602613, -0.27677801789688344, -0.20996053326671457, -0.2248416293957448, -0.4070356580917923, -0.27361103420589905, -0.18024679792673584, -0.17627048690707198], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982774826, 'label': '42.6.a.d.1.1', 'level': 42, 'weight': 6}
• mf_newspaces •

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

  
  {'ALdims': [1, 1, 1, 1, 1, 0, 0, 1], 'Nk2': 1512, 'analytic_conductor': 6.736120432145187, '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': [42, 1, [29, 31], [1, 1]], 'conrey_index': 1, 'cusp_dim': 36, 'dim': 6, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 100663338, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1], 'label': '42.6.a', 'level': 42, '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': True, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 44, 'mf_new_dim': 6, 'num_forms': 6, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 48, 'trace_bound': 5, 'trace_display': [-8, 0, 44, 0], 'traces': [6, -8, 0, 96, 44, 0, 0, -128, 486, 624, 712, 0, -36, 0, -792, 1536, 1468, -648, -4080, 704, 882, 2880, -2336, 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159744, 74480, -52488, 25512, 24768, 284400, -317760, -12832, 56448, 1911498, -817184, -330480, -110208, -280084, 424512, 14112, 182272, -660024, -289296, -46776, 57024, -477012, -283808, -154152, -360960, -318200, 391680, 1155216, 94464, 71442, -78336, 1376352, 0, 649980, 1026480, 1200960, 230496, -473660, 233280, 286128, 120960, -81504, -851856, -415520, -350208, -820632, -192640, -189216, -9216, -123616, 176400, 914712, 954432, 109440, -483072, 204592, 0, 590352, 840528, -935136, 1051392, 1911192, -1626048, -65424, 0, -136566, 2712816, 649968, 625536, -1849524, -672320, -462168, 395520, -2110148, 568944, -3197280, 872960, 1935216, 719712, -1869360, -202752, -2356356, -523560, 0, -887616, 105644, -88992, 1868544, -1479680, -1069272, -376992, -374736, 0, -1647600, -2313152, 2057328, 393216, -3646452, -433728, -632688, 633216, -1013148, -9408, 4406064, -626688, -2161848, -277536, -1190160, 958848, -2178964, -46656, 4557360, 375808, -1176588, -435408, -409960, 1509120, -1766508, 4688448, 241056, 451584, 566716, 1546560, 6223296, -2062592, 2982672, -3622272, 430416, -165888, 899298, -2763232, -1938672, -1275456, 8368236, 0, 2688864, -468736, -58320, -570864, -5586144, -603648, -326928, 4304448, -441432, -1044480, 5403864, -975888, -3459120, -765184, -1288656, 1748352, -1409584, -50688, 4785516, 4302320, -984312, -1916160, -1814988, 1805760, -3210480, 180224, 783648, 451584, -658432, 629856, -10428, -3106720, 4791024, -1449216, 3911376, -4580352, 4524024, -898304, -137052, -2083008, 1170800, 225792, 4594092, -8864696, 993024, 1750656, -10564320, -487296, 0, 1263104, -197712, 3697008, 3549480, -2221056, -9244164, -2094848, -903960, 737280, -5470356, 4700448, -3117312, 2466240, -1896300, -1551360, 2156096, 808704, -845106, 7719472, -660672, 94080, 2399768, 3172896, -3870480, -598016, 125388, 3622944, 5092080, -2725632, 1112388, -7626112, -1426896, -804864, -1122840, 285768, -7824936, -5911040, 2414304, 4627104, -5319536, 0, -1286544, 6402416, -557928, -38976, 3347156, -8804160, -4377408, -307328, 1302984, 3375888, -1021152, 922752, 16342332, 8682560, -2787120, -431616, -65556, 4391424, -9956544, 6052544, 288684, 950208, 5141840, 1792512, -1316820, -5821344, 5092704, 908544, 672280, -1827360, -3847488, 1798144, -6004872, -12435456, -10030560, 705600, 7557876, -2756512, 478224, 2337024, -10306396, -687168, -1045464, 2342784, -5410368, 9498816, 2491056, 0, 18361212, -3938816, 838800, 1120320, 9933728, 7866432, 13863456, 2320384, 1166886, -11203488, 11861080, 753408, -6533112, 19982528, 4622832, 0, -13463380, 612360, -10602096, -1794880, 7359264, -8080896, 446880, -69120, -3624900, -9317328, -1772928, -5282304, -10911508, 4374720, 16804944, -3202048, -3300480, 4295088, -17090896, -46656, -2112096, 2189568, -7248312, 1606656, 22576352, -12580416, -2766672, -2345728, 4831812, 3151008, 6680944, -147456, -1297368, -3394000, -980784, 5446368, 27632984, 0, -458160, 8133376, 2645136, 1498224, -21653064, 7119360, 7549704, -22688128, 5322672, 761856, -534688, -6215904, -21782088, -4002432, -11028240, -9316992, -2491920, 0, -11709816, -9297664, -15263712, -113664, -9360660, -5560128, 2135616, -524288, 3166776, -89424, 13856704, -8992512, 2757792, -5296704, 16287768, 5180928, 36100620, 2002320, -11389344, -6517504, 1600830, 2955552, -1884000, -184320, -8986842, 24366624, 4419360, 4421760, -30995784, 6838560, -6443568, -7816704, 8954496, -11639952, 1709512, -1026432, -6017436, -4424576, -2437272, -3084288, -4713976, 7740432, 9599304, -6620224, -4493556, 14079168, -11074592, -3833856, -7980336, 28029776, -12889872, -11233536, -7219756, -7490880, 58849200, -3110912, 22025808, 7958064, 5107072, 6642432, 9672984, 1952448, 0, -2222592, 16331196, 899136, 37356312, 30545664, -6488640, 7484064, -2735872, 1990656, -22815444, -23468568, 8083584, 7501440, -3299464, 1291392, -11341680, 6402816, 3205656, -11479824, -10062416, 0, 2133696, -774784, -25490448, -433152, -13076436, -3172608, 279888, 8294976, -11949984, 3547584, -6028080, -3575808, -17124900, -13293504, 4854168, -7854336, 31451260, 17858304, 9561264, -1540096, 160524, -14678688, 28845984, 1902528, -89004, 39462528, 4118256, -602112, -6742052, 10008576, -9068160, -19760640, 7639920, 12793728, 9106944, -2856960, -28105314, -4271760, 1770624, -19834944, -26530456, 2286144, -26355648, -5519360, -19902240, 21863376, -36474432, -2356992, -86436, 8022400, -10441872, 2555904, -27346580, -17803584, 22678176, 1191680, 1547136, 14127744, 19676832, -839808, -829344, 14203792, 225792, 408192, 14507460, 1310400, -6444096, 396288, -6456996, 1815744, 2565112, 4550400, 4286748, -28145440, 26533872, -5084160, 10959536, -2372976, -26225568, -205312, -10228464, -28869312, -24968784, 903168, 19102140, -21814160, -3055968, 30583968, -31176228, -15405696, -20398896, -13074944, 8193960, 22811136, 14024280, -5287680, 13477656, 0, 12786696, -1763328, 12540264, 15139584, -14903664, -4481344, -3873744, -27943296, 44910272, 6792192, -239928, 18791280, 4224672, 225792, -33491644, -256608, 1473504, 2916352, 40103424, 17626800, 19297768, -10560384, 44172276, -19538240, -9700560, -4628736, -7206432, 4861584, 24177120, -748416, -10176624, -3892320, 39739248, 912384, -10929744, 12786072, 15245712, -7632192, -723524, -27463680, -21002640, -4540928, 3188646, -17452704, 6844208, -2466432, 41818860, 27061952, -1901592, -5775360, -9097280, -7336656, 15520968, -5091200, -20543184, -13745088, 42790368, 6266880, 4825224, 4758096, -4547664, 18483456, -2088576, -1503360, -46059936, 1511424, -33837480, -1569504, -39349600, 1143072, -18707340, -45377952, 18437184, -1253376, -18471188, 3778560, 17007312, 22021632, 8862696, 24996672, 25424736, 0, 24797052, -13597696, 268272, 10399680, -13261300, 6394464, 31746336, 16423680, -432180, -36974256, 27812160, 19215360, -30979920, 32424896, -11244096, 3687936, 11172472, 19519776, 2591952, -7578560, 2817504, -23134464, 3935680, 3732480, -32405352, -28870160, -11285136, 4578048, 60112716, 1298304, 24000672, 1935360, 12485340, -17128464, -56865392, -1304064, 5289648, 15866240, -4707432, -13629696, 64328252, 4094064, 65108160, -6648320, 6701472, 13166976, -115011248, -5603328, 8064, -7289104, 476280, -13130112, -29836124, 17141184, -77862528, -3082240, -43952688, 8528352, -24165192, -3027456, 54769356, 18586240, -18302112, -147456, 3524668, -7928352, 57052032, -1977856, -13798512, -14939712, -27155072, 2822400, -34076598, -21017648, 62193888, 14635392, -44115980, -4074624, -42232512, 15270912, 15993432, 33838608, 45905312, 1751040, -97490484, 18099424, -29924640, -7729152, -85126068, -13554432, -27631248, 3273472, 15876, 38868192, -64485280, 0, 45866376, 15069104, 22594752, 9445632, 26149728, -3969792, -28363728, 13448448, -197316, 20955648, 24077424, -14962176, -8943132, -60883712, -14152536, 16822272, 50975628, -1555848, -87972168, 30579072, 19877040, -29183424, 45472992, -26016768, 21398496, 36492768, 4671432, -1046784, 121173120, -741312, 18418608, 0, 6124896, 52123632, 22370112, -2185056, -80430936, -42659712, -12725496, 43405056, -23070408, -18680832, -6785688, 10399488, 30641004, -23567040, 24229392, 10008576, 20206848, 13883568, -4825440, -29592384, 8725528, 9074592, -37943424, -10757120, -14574888, 46474992, -38084544, -7394688, 69571068, 28862208, 4599504, 6328320, -9131460, 17570304, -9796080, -33762368, 30354336, -14412288, -95667328, 9103104, 94049052, 30582272, -67055760, -51156480, -15064324, -19584288, 110184960, 13967360, 3572100, 15104256, 40547864, 30963456, -23783592, -34002048, 47885040, 11515392, 43919740, 11831184, 164190048, -29909760, 15327936, -45035520, -12829376, -3244032, 77721414, 42716960, 11860344, -37701696, 131608888, -10146528, -38350992, -8376960, 6117840, -41023392, -17466816, 0, -28234584, -32163520, -57484008, -14201856, 779244, 31555008, -155603184, 1690304, 5671620, 2494656, -7080960, -1423872, 32467080, -22898144, -21697200, 29896704, -126449728, 11746944, 35070000, -23674880, -29245104, 780864, 74906464, -17108352, -121784004, 28481376, 3814128, -6031872], '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: 42948396
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982774826, 'source_is_minimal': True, 'source_label': '42.6.a.d.1.1', 'source_level': 42, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982774826, 'target_is_minimal': True, 'target_label': '42.6.a.d.1.1', 'target_level': 42, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 42948397
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982774826, 'source_is_minimal': True, 'source_label': '42.6.a.d.1.1', 'source_level': 42, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797119627390, 'target_is_minimal': False, 'target_label': '126.6.a.i.1.1', 'target_level': 126, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 42948398
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982774826, 'source_is_minimal': True, 'source_label': '42.6.a.d.1.1', 'source_level': 42, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197492257104, 'target_is_minimal': False, 'target_label': '336.6.a.h.1.1', 'target_level': 336, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 42948399
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982774826, 'source_is_minimal': True, 'source_label': '42.6.a.d.1.1', 'source_level': 42, 'target_conrey_index': 799, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36029209436488730, 'target_is_minimal': False, 'target_label': '1050.6.g.i.799.1', 'target_level': 1050, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 42948400
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982774826, 'source_is_minimal': True, 'source_label': '42.6.a.d.1.1', 'source_level': 42, 'target_conrey_index': 799, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36029209436488730, 'target_is_minimal': False, 'target_label': '1050.6.g.i.799.2', 'target_level': 1050, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 42948401
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982774826, 'source_is_minimal': True, 'source_label': '42.6.a.d.1.1', 'source_level': 42, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996374369306, 'target_is_minimal': False, 'target_label': '1050.6.a.k.1.1', 'target_level': 1050, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 42948402
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982774826, 'source_is_minimal': True, 'source_label': '42.6.a.d.1.1', 'source_level': 42, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36029071997534502, 'target_is_minimal': False, 'target_label': '294.6.e.i.67.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 42948403
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982774826, 'source_is_minimal': True, 'source_label': '42.6.a.d.1.1', 'source_level': 42, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67554269389127974, 'target_is_minimal': False, 'target_label': '294.6.e.p.79.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 42948404
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982774826, 'source_is_minimal': True, 'source_label': '42.6.a.d.1.1', 'source_level': 42, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36029071997534502, 'target_is_minimal': False, 'target_label': '294.6.e.i.79.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 42948405
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982774826, 'source_is_minimal': True, 'source_label': '42.6.a.d.1.1', 'source_level': 42, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67554269389127974, 'target_is_minimal': False, 'target_label': '294.6.e.p.67.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 42948406
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982774826, 'source_is_minimal': True, 'source_label': '42.6.a.d.1.1', 'source_level': 42, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728034086, 'target_is_minimal': False, 'target_label': '294.6.a.b.1.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 42948407
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982774826, 'source_is_minimal': True, 'source_label': '42.6.a.d.1.1', 'source_level': 42, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396746998768, 'target_is_minimal': False, 'target_label': '1008.6.a.j.1.1', 'target_level': 1008, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 42948408
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798982774826, 'source_is_minimal': True, 'source_label': '42.6.a.d.1.1', 'source_level': 42, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81064793393333106, 'target_is_minimal': False, 'target_label': '882.6.a.s.1.1', 'target_level': 882, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 143275
    {'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 2}
  • id: 143276
    {'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 3}
  • id: 143277
    {'charpoly_factorization': [[[-26, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 5}
  • id: 143278
    {'charpoly_factorization': [[[49, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 7}
  • id: 143279
    {'charpoly_factorization': [[[-664, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 11}
  • id: 143280
    {'charpoly_factorization': [[[-318, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 13}
  • id: 143281
    {'charpoly_factorization': [[[-1582, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 17}
  • id: 143282
    {'charpoly_factorization': [[[-236, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 19}
  • id: 143283
    {'charpoly_factorization': [[[-2212, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 23}
  • id: 143284
    {'charpoly_factorization': [[[4954, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 29}
  • id: 143285
    {'charpoly_factorization': [[[7128, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 31}
  • id: 143286
    {'charpoly_factorization': [[[-4358, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 37}
  • id: 143287
    {'charpoly_factorization': [[[-10542, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 41}
  • id: 143288
    {'charpoly_factorization': [[[8452, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 43}
  • id: 143289
    {'charpoly_factorization': [[[-5352, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 47}
  • id: 143290
    {'charpoly_factorization': [[[33354, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 53}
  • id: 143291
    {'charpoly_factorization': [[[15436, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 59}
  • id: 143292
    {'charpoly_factorization': [[[36762, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 61}
  • id: 143293
    {'charpoly_factorization': [[[-40972, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 67}
  • id: 143294
    {'charpoly_factorization': [[[9092, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 71}
  • id: 143295
    {'charpoly_factorization': [[[73454, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 73}
  • id: 143296
    {'charpoly_factorization': [[[-89400, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 79}
  • id: 143297
    {'charpoly_factorization': [[[6428, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 83}
  • id: 143298
    {'charpoly_factorization': [[[122658, 1], 1]], 'hecke_orbit_code': 13510798982774826, 'p': 89}
  • id: 143299
    {'charpoly_factorization': [[[-21370, 1], 1]], 'hecke_orbit_code': 13510798982774826, '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': 4, 'label': '42.6.a.d', 'level': 42, '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: 35109907
    {'hecke_orbit_code': 13510798982774826, 'n': 1, 'trace_an': 1}
  • id: 35109908
    {'hecke_orbit_code': 13510798982774826, 'n': 2, 'trace_an': -4}
  • id: 35109909
    {'hecke_orbit_code': 13510798982774826, 'n': 3, 'trace_an': 9}
  • id: 35109910
    {'hecke_orbit_code': 13510798982774826, 'n': 4, 'trace_an': 16}
  • id: 35109911
    {'hecke_orbit_code': 13510798982774826, 'n': 5, 'trace_an': 26}
  • id: 35109912
    {'hecke_orbit_code': 13510798982774826, 'n': 6, 'trace_an': -36}
  • id: 35109913
    {'hecke_orbit_code': 13510798982774826, 'n': 7, 'trace_an': -49}
  • id: 35109914
    {'hecke_orbit_code': 13510798982774826, 'n': 8, 'trace_an': -64}
  • id: 35109915
    {'hecke_orbit_code': 13510798982774826, 'n': 9, 'trace_an': 81}
  • id: 35109916
    {'hecke_orbit_code': 13510798982774826, 'n': 10, 'trace_an': -104}
  • id: 35109917
    {'hecke_orbit_code': 13510798982774826, 'n': 11, 'trace_an': 664}
  • id: 35109918
    {'hecke_orbit_code': 13510798982774826, 'n': 12, 'trace_an': 144}
  • id: 35109919
    {'hecke_orbit_code': 13510798982774826, 'n': 13, 'trace_an': 318}
  • id: 35109920
    {'hecke_orbit_code': 13510798982774826, 'n': 14, 'trace_an': 196}
  • id: 35109921
    {'hecke_orbit_code': 13510798982774826, 'n': 15, 'trace_an': 234}
  • id: 35109922
    {'hecke_orbit_code': 13510798982774826, 'n': 16, 'trace_an': 256}
  • id: 35109923
    {'hecke_orbit_code': 13510798982774826, 'n': 17, 'trace_an': 1582}
  • id: 35109924
    {'hecke_orbit_code': 13510798982774826, 'n': 18, 'trace_an': -324}
  • id: 35109925
    {'hecke_orbit_code': 13510798982774826, 'n': 19, 'trace_an': 236}
  • id: 35109926
    {'hecke_orbit_code': 13510798982774826, 'n': 20, 'trace_an': 416}
  • id: 35109927
    {'hecke_orbit_code': 13510798982774826, 'n': 21, 'trace_an': -441}
  • id: 35109928
    {'hecke_orbit_code': 13510798982774826, 'n': 22, 'trace_an': -2656}
  • id: 35109929
    {'hecke_orbit_code': 13510798982774826, 'n': 23, 'trace_an': 2212}
  • id: 35109930
    {'hecke_orbit_code': 13510798982774826, 'n': 24, 'trace_an': -576}
  • id: 35109931
    {'hecke_orbit_code': 13510798982774826, 'n': 25, 'trace_an': -2449}
  • id: 35109932
    {'hecke_orbit_code': 13510798982774826, 'n': 26, 'trace_an': -1272}
  • id: 35109933
    {'hecke_orbit_code': 13510798982774826, 'n': 27, 'trace_an': 729}
  • id: 35109934
    {'hecke_orbit_code': 13510798982774826, 'n': 28, 'trace_an': -784}
  • id: 35109935
    {'hecke_orbit_code': 13510798982774826, 'n': 29, 'trace_an': -4954}
  • id: 35109936
    {'hecke_orbit_code': 13510798982774826, 'n': 30, 'trace_an': -936}
  • id: 35109937
    {'hecke_orbit_code': 13510798982774826, 'n': 31, 'trace_an': -7128}
  • id: 35109938
    {'hecke_orbit_code': 13510798982774826, 'n': 32, 'trace_an': -1024}
  • id: 35109939
    {'hecke_orbit_code': 13510798982774826, 'n': 33, 'trace_an': 5976}
  • id: 35109940
    {'hecke_orbit_code': 13510798982774826, 'n': 34, 'trace_an': -6328}
  • id: 35109941
    {'hecke_orbit_code': 13510798982774826, 'n': 35, 'trace_an': -1274}
  • id: 35109942
    {'hecke_orbit_code': 13510798982774826, 'n': 36, 'trace_an': 1296}
  • id: 35109943
    {'hecke_orbit_code': 13510798982774826, 'n': 37, 'trace_an': 4358}
  • id: 35109944
    {'hecke_orbit_code': 13510798982774826, 'n': 38, 'trace_an': -944}
  • id: 35109945
    {'hecke_orbit_code': 13510798982774826, 'n': 39, 'trace_an': 2862}
  • id: 35109946
    {'hecke_orbit_code': 13510798982774826, 'n': 40, 'trace_an': -1664}
  • id: 35109947
    {'hecke_orbit_code': 13510798982774826, 'n': 41, 'trace_an': 10542}
  • id: 35109948
    {'hecke_orbit_code': 13510798982774826, 'n': 42, 'trace_an': 1764}
  • id: 35109949
    {'hecke_orbit_code': 13510798982774826, 'n': 43, 'trace_an': -8452}
  • id: 35109950
    {'hecke_orbit_code': 13510798982774826, 'n': 44, 'trace_an': 10624}
  • id: 35109951
    {'hecke_orbit_code': 13510798982774826, 'n': 45, 'trace_an': 2106}
  • id: 35109952
    {'hecke_orbit_code': 13510798982774826, 'n': 46, 'trace_an': -8848}
  • id: 35109953
    {'hecke_orbit_code': 13510798982774826, 'n': 47, 'trace_an': 5352}
  • id: 35109954
    {'hecke_orbit_code': 13510798982774826, 'n': 48, 'trace_an': 2304}
  • id: 35109955
    {'hecke_orbit_code': 13510798982774826, 'n': 49, 'trace_an': 2401}
  • id: 35109956
    {'hecke_orbit_code': 13510798982774826, 'n': 50, 'trace_an': 9796}
  • id: 35109957
    {'hecke_orbit_code': 13510798982774826, 'n': 51, 'trace_an': 14238}
  • id: 35109958
    {'hecke_orbit_code': 13510798982774826, 'n': 52, 'trace_an': 5088}
  • id: 35109959
    {'hecke_orbit_code': 13510798982774826, 'n': 53, 'trace_an': -33354}
  • id: 35109960
    {'hecke_orbit_code': 13510798982774826, 'n': 54, 'trace_an': -2916}
  • id: 35109961
    {'hecke_orbit_code': 13510798982774826, 'n': 55, 'trace_an': 17264}
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  • id: 35110152
    {'hecke_orbit_code': 13510798982774826, 'n': 919, 'trace_an': 4938952}
  • id: 35110153
    {'hecke_orbit_code': 13510798982774826, 'n': 929, 'trace_an': 5625750}
  • id: 35110154
    {'hecke_orbit_code': 13510798982774826, 'n': 937, 'trace_an': 26007338}
  • id: 35110155
    {'hecke_orbit_code': 13510798982774826, 'n': 941, 'trace_an': 3021602}
  • id: 35110156
    {'hecke_orbit_code': 13510798982774826, 'n': 947, 'trace_an': -34828192}
  • id: 35110157
    {'hecke_orbit_code': 13510798982774826, 'n': 953, 'trace_an': -9390086}
  • id: 35110158
    {'hecke_orbit_code': 13510798982774826, 'n': 961, 'trace_an': 22179233}
  • id: 35110159
    {'hecke_orbit_code': 13510798982774826, 'n': 967, 'trace_an': 14476832}
  • id: 35110160
    {'hecke_orbit_code': 13510798982774826, 'n': 971, 'trace_an': 9249756}
  • id: 35110161
    {'hecke_orbit_code': 13510798982774826, 'n': 977, 'trace_an': -49778022}
  • id: 35110162
    {'hecke_orbit_code': 13510798982774826, 'n': 983, 'trace_an': -8956008}
  • id: 35110163
    {'hecke_orbit_code': 13510798982774826, 'n': 991, 'trace_an': 26240048}
  • id: 35110164
    {'hecke_orbit_code': 13510798982774826, 'n': 997, 'trace_an': 28050638}