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{'Nk2': 37920, 'analytic_conductor': 139.83452671360524, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [5, 1], [79, -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': [2370, 1, [791, 1897, 1741], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 10, 'field_disc': 382933947138690576218608625112000, 'field_disc_factorization': [[2, 6], [3, 2], [5, 3], [11, 1], [17, 1], [239, 1], [119001343467498817929047, 1]], 'field_poly': [-28223592960, -26186766720, -8611887056, -1125633336, -20087358, 7885642, 510263, -10836, -1411, -4, 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': [[7, [-198998150736, -28939171448, 10066211710, 1454871430, -103299467, -12355582, 567433, 34639, -1523, -21, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396713445698, 'hecke_ring_generator_nbound': 17, 'hecke_ring_index': 18, 'hecke_ring_index_factorization': [[2, 1], [3, 2]], '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': '2370.4.a.j', 'level': 2370, '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, 5, 79], 'level_radical': 2370, 'minimal_twist': '2370.4.a.j', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}-3q^{3}+4q^{4}-5q^{5}+6q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 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mf_hecke_nf • Show schema
Hide schema
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[4183324647908152391647649840080, 3597241134771925785888900135240, 922119557062721010235804434426, 64885042030948605632579150328, -4805625885171338337217203227, -659677638806826374946403569, 411709698531672126407801, 1689202897856400784359417, 15094547393005111231429, -1276233122455915919695], [31640038453882658495562518856960, 25121759945873929322650478389200, 6675241397840186105148218752312, 544285224694795290304364148170, -30255717849686768333125625382, -5368760086616069059512198221, -29307113911554243827174364, 13968519938958356246147313, 164813828687695098225796, -11162658891261166940699], [-12346329722758702442887704194200, -8137380338581405985910337131060, -1664249477684670898380701955102, -86980121647592672283526265228, 9480644506951203442312219713, 1016728834681071147127627552, -5197089260656381321980259, -2656090721404321450295166, -20961523599004946249047, 2002701688005076523262], [52030966571909860557472027400000, 43971568506695874316137559615440, 12369543485494355640370857434304, 1057043675755436050924079141922, -54186164743895046291699349098, -10245603112885562026358891421, -66332743908556107196434536, 26638039243724482491648113, 324774866203753282744696, -21412602747317087609755], [-69696602340670227052149527142080, -58069778320552098946604021782800, -16117647622990303799294161970400, -1371150548099608850632379859522, 70474408369895069857505063834, 13348564889220241611470199709, 88334611735822626970298648, -34779891529195066980739777, -427541615297420793787864, 28033772602746220517067]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 10, 'label': '2370.4.a.j', 'level': 2370, 'maxp': 2999, 'weight': 4}
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mf_newspaces • Show schema
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{'ALdims': [10, 10, 11, 8, 8, 12, 10, 9, 10, 9, 11, 9, 11, 8, 7, 13], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [86, 75, 75, 84, 81, 76, 77, 84, 81, 79, 74, 84, 83, 77, 81, 79], 'Nk2': 37920, 'analytic_conductor': 139.83452671360524, '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': [2370, 1, [791, 1897, 1741], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1432, 'dim': 156, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 67111234, 'hecke_orbit_dims': [1, 7, 7, 8, 8, 9, 9, 9, 10, 10, 10, 10, 11, 11, 11, 12, 13], 'label': '2370.4.a', 'level': 2370, '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, 5, 79], 'level_radical': 2370, 'mf_dim': 1448, 'mf_new_dim': 156, 'num_forms': 17, 'plus_dim': 84, 'prim_orbit_index': 1, 'relative_dim': 156, 'sturm_bound': 1920, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [156, 0, 0, 624, 0, 0, 0, 0, 1404, 40, 56, 0, 104, 144, 0, 2496, 272, 0, 24, 0, 0, -48, 272, 0, 3900, -144, 0, 0, -432, 0, 752, 0, 384, 0, -360, 5616, -512, -1408, 0, 160, 808, 336, 1072, 224, 0, -304, -1680, 0, 5716, 0, -240, 416, 848, 0, 0, 576, 0, -1472, -3848, 0, -880, -2144, 0, 9984, -280, 0, 8, 1088, 0, 0, -128, 0, 272, 784, 0, 96, 1216, -1056, 0, 0, 12636, 1472, 560, 0, -2240, -2720, -2208, -192, -1896, 360, -2368, 1088, 0, -3056, 0, 0, 480, 2944, 504, 15600, 432, 816, -2576, -576, 840, 3248, 1952, 0, 5296, -2320, 2832, 0, -3456, 1248, 2480, -1728, 936, 2688, 16, 0, 22276, -6112, 1416, 3008, 0, 1296, -2784, 0, 768, 1520, 5320, 1536, 10304, -3712, 0, 0, 11248, -96, 6296, -1440, -816, -3456, -112, 22464, 1920, -288, 0, -2048, 2816, 0, 9600, -5632, 2448, -10304, 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19008, 41344, -36320, 8064, -395144, -33664, 3888, -640, 103968, 0, 64072, -165152, 23280, 119424, -97856, 7344, -78704, -10880, 23472, 131008, -66848, 38976, -12800, 26288, -23184, -23552, -82552, 1440, 327528, 16192, 97056, -85408, 10640, -5184, -24272, -233280, -70848, 15520, 14176, -18672, -95264, -61568, 7560, -99712, -307920, 11376, 80344, -35200, 5856, 28992, -297872, 29232, -7040, 53184, -113160, 168064, -145152, 0, 43036, -220928, 17568, -124224, -98880, 53616, 31856, -1280, 74832, 55440, 71432, 0, -74792, 105936, 0, -14080, 237040, 43776, -207440, 0, 47664, 113984, 104464, 5568, 14120, -192480, -26928, 43968, 71296, -20880, -328784, -34304, 29064, -50080, 116720, -3072, -55744, 148512, 25488, 4000], 'weight': 4, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 10, 'source_hecke_orbit': 10, 'source_is_minimal': True, 'source_label': '2370.4.a.j', 'source_level': 2370, 'target_char_orbit': 1, 'target_dim': 10, 'target_hecke_orbit': 10, 'target_is_minimal': True, 'target_label': '2370.4.a.j', 'target_level': 2370, 'twist_class_label': '2370.4.a.j', 'twist_class_level': 2370, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 2612600
{'charpoly_factorization': [[[2, 1], 10]], 'hecke_orbit_code': 40532396713445698, 'p': 2}
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id: 2612601
{'charpoly_factorization': [[[3, 1], 10]], 'hecke_orbit_code': 40532396713445698, 'p': 3}
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id: 2612602
{'charpoly_factorization': [[[5, 1], 10]], 'hecke_orbit_code': 40532396713445698, 'p': 5}
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id: 2612603
{'charpoly_factorization': [[[-198998150736, -28939171448, 10066211710, 1454871430, -103299467, -12355582, 567433, 34639, -1523, -21, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 7}
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id: 2612604
{'charpoly_factorization': [[[-92230570090800, -70606883485800, 10257635048970, -229669157730, -16712708279, 528395576, 11827352, -344142, -4994, 74, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 11}
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id: 2612605
{'charpoly_factorization': [[[-10934225416248800, 2695784355870000, -213688406618020, 5370308101640, 62851735381, -4389103359, 25073181, 1021997, -10793, -76, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 13}
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id: 2612606
{'charpoly_factorization': [[[-131319323659296000, 3998506690994400, 608016696278310, -2850432073230, -545636176317, 1418191556, 176226532, -293698, -23072, 16, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 17}
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id: 2612607
{'charpoly_factorization': [[[7161821928059904, -671458093186816, -43717894462880, 5990388156192, -96339817734, -5253436828, 103696613, 1596227, -21710, -94, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 19}
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id: 2612608
{'charpoly_factorization': [[[-3749225301479233440, 377232837308070480, 2352695008232004, -247214105186160, -820497108157, 58760750337, 191756583, -6014869, -23081, 222, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 23}
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id: 2612609
{'charpoly_factorization': [[[-49003591330540417500, -2450821942192819500, 77420214963145080, 6556213014066420, 126458918185089, 693643540499, -3531714644, -41227950, -42996, 439, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 29}
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id: 2612610
{'charpoly_factorization': [[[185508705261936750400, 4254357160378222560, -1850353450979095336, -44852072273218744, -163557902819970, 2020610060270, 11127705651, -28222298, -191850, 116, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 31}
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id: 2612611
{'charpoly_factorization': [[[24101474474851240400, -24236712958461530000, -15083989028865500, 13643263389087960, 26214121829756, -1783523042064, -874646029, 61146854, -73165, -512, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 37}
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id: 2612612
{'charpoly_factorization': [[[3427893826402732061760, 227992596709009318560, -15946366664553828024, -236617103062699560, 633418845378530, 11160795856018, -136926613, -161049694, -172158, 647, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 41}
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id: 2612613
{'charpoly_factorization': [[[45305654782775730469504, -164294777960489936384, -22434154655147273064, 190237073635495412, 963618829933885, -9920967297387, -3360274422, 152995534, -197526, -547, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 43}
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id: 2612614
{'charpoly_factorization': [[[3528075950150166361872, -109533202637352247296, -13779982952783865036, -239551333910406480, -609723713571192, 10218195992000, 52834156587, -31270180, -431584, -81, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 47}
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id: 2612615
{'charpoly_factorization': [[[-2338752072776418852240384, -18694608502043040491520, 720370004702113125504, -195317573198858304, -26461695879731772, 17557709110084, 279885366569, -30713770, -937880, -33, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 53}
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id: 2612616
{'charpoly_factorization': [[[133391815742881160537261184, -468727854449755359613824, -9091368052174939278648, -11978278696576502208, 97364048061838910, 248359026077392, -208914255439, -1075868673, -402135, 1261, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 59}
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id: 2612617
{'charpoly_factorization': [[[2527149549210891099264, 7654758858589062437888, -9323373792238726072, -1591114914549783424, -7132215381148938, 24130503458308, 123798265887, -107488105, -643900, 130, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 61}
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id: 2612618
{'charpoly_factorization': [[[-1458455940149489296157152, 53940369313861833218720, -169006961709060068256, -5419577952532486464, 13149342704476514, 99988797348422, -387081152431, 73852360, 1412528, -2189, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 67}
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id: 2612619
{'charpoly_factorization': [[[11568245604456327412564021248, 55446364437785343489259008, -76677754002708405254256, -556351995448400659992, -34519338056618814, 1847989267388360, 906810179181, -2539300105, -1749004, 1248, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 71}
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id: 2612620
{'charpoly_factorization': [[[578606709815229877271004240, -39830829389220383244821200, -37347648963682279468424, 533538344888753041820, 116245186147282057, -2243179580167760, 630749775514, 3300409440, -1721418, -1540, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 73}
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id: 2612621
{'charpoly_factorization': [[[-79, 1], 10]], 'hecke_orbit_code': 40532396713445698, 'p': 79}
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id: 2612622
{'charpoly_factorization': [[[-16924908540211400129285897712, -142625983796640885878789184, 133974547851473105386440, 1904347391092869793524, -823976447371224671, -5870899729532363, 3523484449086, 5257644750, -3558034, -1407, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 83}
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id: 2612623
{'charpoly_factorization': [[[-10561655842218896896782432, -561453775597785149851392, -7024705003906735967424, -11365059086173748352, 216230582921468002, 1076347664527060, 1165700915297, -1614113931, -2837204, 280, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 89}
-
id: 2612624
{'charpoly_factorization': [[[422507295947051597317915600, -8179886140456683611277120, 41449112404205429949416, 108719493968961300344, -1688770584821227727, 6043206316958646, -9313800447663, 4742479301, 2837173, -3721, 1], 1]], 'hecke_orbit_code': 40532396713445698, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '2370.4.a.j', 'level': 2370, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 53632501
{'hecke_orbit_code': 40532396713445698, 'n': 1, 'trace_an': 10}
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id: 53632502
{'hecke_orbit_code': 40532396713445698, 'n': 2, 'trace_an': -20}
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id: 53632503
{'hecke_orbit_code': 40532396713445698, 'n': 3, 'trace_an': -30}
-
id: 53632504
{'hecke_orbit_code': 40532396713445698, 'n': 4, 'trace_an': 40}
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id: 53632505
{'hecke_orbit_code': 40532396713445698, 'n': 5, 'trace_an': -50}
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id: 53632506
{'hecke_orbit_code': 40532396713445698, 'n': 6, 'trace_an': 60}
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id: 53632507
{'hecke_orbit_code': 40532396713445698, 'n': 7, 'trace_an': 21}
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id: 53632508
{'hecke_orbit_code': 40532396713445698, 'n': 8, 'trace_an': -80}
-
id: 53632509
{'hecke_orbit_code': 40532396713445698, 'n': 9, 'trace_an': 90}
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id: 53632510
{'hecke_orbit_code': 40532396713445698, 'n': 10, 'trace_an': 100}
-
id: 53632511
{'hecke_orbit_code': 40532396713445698, 'n': 11, 'trace_an': -74}
-
id: 53632512
{'hecke_orbit_code': 40532396713445698, 'n': 12, 'trace_an': -120}
-
id: 53632513
{'hecke_orbit_code': 40532396713445698, 'n': 13, 'trace_an': 76}
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id: 53632514
{'hecke_orbit_code': 40532396713445698, 'n': 14, 'trace_an': -42}
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id: 53632515
{'hecke_orbit_code': 40532396713445698, 'n': 15, 'trace_an': 150}
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id: 53632516
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