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mf_newforms • Show schema
{'Nk2': 31500, 'analytic_conductor': 162.23628839162004, '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': 4, 'field_disc': 144762333880, 'field_disc_factorization': [[2, 3], [5, 1], [3619058347, 1]], 'field_poly': [-8308, 6926, -648, -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, [559840, 18088, -1708, -19, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597931995451, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 90, 'hecke_ring_index_factorization': [[2, 1], [3, 2], [5, 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': '315.10.a.g', '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': '35.10.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q+(5+\\beta _{1})q^{2}+(435+9\\beta _{1}+\\beta _{2}+\\beta _{3})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '315.10.a', 'trace_display': [19, 0, 2500, -9604], 'trace_hash': 1801072937472993909, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
{'ALdims': [10, 8, 10, 8, 14, 13, 12, 15], 'Nk2': 31500, 'analytic_conductor': 162.23628839162004, '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': 424, 'dim': 90, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772475, 'hecke_orbit_dims': [1, 2, 4, 4, 4, 4, 4, 4, 4, 5, 6, 6, 6, 8, 8, 10, 10], 'label': '315.10.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': 440, 'mf_new_dim': 90, 'num_forms': 17, 'plus_dim': 43, 'prim_orbit_index': 1, 'relative_dim': 90, 'sturm_bound': 480, 'trace_bound': 2, 'trace_display': [66, 0, 0, -4802], 'traces': [90, 66, 0, 22186, 0, 0, -4802, 76698, 0, 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4969558231652, 99344765561036, 0, -57781954275184, 118816953802500, 0, 14772829315836, 16934438914232, 0, -7967684030000, -102766909797408, 0, 172937979197120, 31382581687084, 0, 7924562622856, -17612872011136, 0, 111664849009576, 17686501562500, 0, -122848753069420, 152767365230620, 0, 123020834045000, -112811529134512, 0, -218332731389472, 36983845863244, 0, 101203703223642, -261293730652328, 0, -210825888893748, 114422036210000, 0, -274198783294688, -172307640835046, 0, -17714774122500, -253284461540220, 0, -45437184572724, 71471313161840, 0, 444604860949120, 161903931341644, 0, -139415694481584, 0, 0, 213636002062452, -210119692182912, 0, -91433848730000, -33780210137756, 0, -170307091792216, -65969620006176, 0, 215109876267944, -297868425512528, 0, 6918567667088, 47701034460000, 0, 131092825693704, 156841308237468, 0, 3076171875000], 'weight': 10, 'weight_parity': 1} -
mf_twists_nf • Show schema
-
id: 241695
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '315.10.a.g', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '35.10.a.c', 'target_level': 35, 'twist_class_label': '35.10.a.c', 'twist_class_level': 35, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10} -
id: 241696
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '315.10.a.g', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '175.10.a.e', 'target_level': 175, 'twist_class_label': '35.10.a.c', 'twist_class_level': 35, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 10} -
id: 241697
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '315.10.a.g', 'source_level': 315, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '175.10.b.e', 'target_level': 175, 'twist_class_label': '35.10.a.c', 'twist_class_level': 35, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 10} -
id: 241698
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '315.10.a.g', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '245.10.a.e', 'target_level': 245, 'twist_class_label': '35.10.a.c', 'twist_class_level': 35, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 10} -
id: 241699
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '315.10.a.g', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '315.10.a.g', 'target_level': 315, 'twist_class_label': '35.10.a.c', 'twist_class_level': 35, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
-
id: 241695
-
mf_hecke_charpolys • Show schema
-
id: 619450
{'charpoly_factorization': [[[559840, 18088, -1708, -19, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 2} -
id: 619451
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 27021597931995451, 'p': 3} -
id: 619452
{'charpoly_factorization': [[[-625, 1], 4]], 'hecke_orbit_code': 27021597931995451, 'p': 5} -
id: 619453
{'charpoly_factorization': [[[2401, 1], 4]], 'hecke_orbit_code': 27021597931995451, 'p': 7} -
id: 619454
{'charpoly_factorization': [[[869579178107158576, -104361245847088, -1165571191, 82438, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 11} -
id: 619455
{'charpoly_factorization': [[[43199596141093409380, -355765685982476, -13690919467, 72962, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 13} -
id: 619456
{'charpoly_factorization': [[[-203740738318353733004, 8935963081689812, -6059436931, -357542, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 17} -
id: 619457
{'charpoly_factorization': [[[103553336990674380236800, 113201433637325760, -669332504380, -300732, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 19} -
id: 619458
{'charpoly_factorization': [[[301087578873454808252416, 1208808099062366144, -174024471484, -2340836, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 23} -
id: 619459
{'charpoly_factorization': [[[32511402154433388378170500, 7216238975778886900, -11286193764675, -1372022, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 29} -
id: 619460
{'charpoly_factorization': [[[-109083970674934005496015872, -155375890378811988480, -49757849699472, 4590888, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 31} -
id: 619461
{'charpoly_factorization': [[[3289587032793185394275177424, 2085247866164416936416, 455678090264520, 38868456, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 37} -
id: 619462
{'charpoly_factorization': [[[-168357971822210372719388269376, -13049576850017149043936, 569638742332340, 57287084, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 41} -
id: 619463
{'charpoly_factorization': [[[-36032235038364954369487664960, -43893068766564854496256, -927290666737612, 43403452, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 43} -
id: 619464
{'charpoly_factorization': [[[-2113874112558464541439557355712, -112912218333288363255440, 660581216130273, 91822222, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 47} -
id: 619465
{'charpoly_factorization': [[[-366679160166421951497342456512, 81502488027957457311200, -3683685226698748, -61086884, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 53} -
id: 619466
{'charpoly_factorization': [[[19060708034389350015210270208000, -1354394665392760943744000, -19145903654311680, 72569680, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 59} -
id: 619467
{'charpoly_factorization': [[[-153134007488168228837118794019456, -3458852347401174743273664, -6212344588381980, 225681036, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 61} -
id: 619468
{'charpoly_factorization': [[[66046758657494522785641010438912, 1872495702149728855958144, -36333142404545344, 4429720, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 67} -
id: 619469
{'charpoly_factorization': [[[-1085932643323347986681530445373440, 15462601561196558774261248, 6776617143458112, -470468984, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 71} -
id: 619470
{'charpoly_factorization': [[[27304086771091983311733054447568, -11023023350067663012064960, -71691193765575448, 168326464, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 73} -
id: 619471
{'charpoly_factorization': [[[-206381565540216397761263687264000, -59640596573597501012808600, -70238756792927335, 598805646, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 79} -
id: 619472
{'charpoly_factorization': [[[-3161658568991508082825823047626752, 77244327366652459232182400, 210812743046689872, -1159074304, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 83} -
id: 619473
{'charpoly_factorization': [[[-36832246121709260061126570323374400, 86510494108081518344703840, 419042375515033940, -1380153012, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 89} -
id: 619474
{'charpoly_factorization': [[[232166469030619977215016930178557268, 1143145150300574598772580940, -1829731028118628027, -754874082, 1], 1]], 'hecke_orbit_code': 27021597931995451, 'p': 97}
-
id: 619450
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '315.10.a.g', 'level': 315, 'portrait': 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', 'weight': 10} -
mf_hecke_traces • Show schema
-
id: 46977391
{'hecke_orbit_code': 27021597931995451, 'n': 1, 'trace_an': 4} -
id: 46977392
{'hecke_orbit_code': 27021597931995451, 'n': 2, 'trace_an': 19} -
id: 46977393
{'hecke_orbit_code': 27021597931995451, 'n': 3, 'trace_an': 0} -
id: 46977394
{'hecke_orbit_code': 27021597931995451, 'n': 4, 'trace_an': 1729} -
id: 46977395
{'hecke_orbit_code': 27021597931995451, 'n': 5, 'trace_an': 2500} -
id: 46977396
{'hecke_orbit_code': 27021597931995451, 'n': 6, 'trace_an': 0} -
id: 46977397
{'hecke_orbit_code': 27021597931995451, 'n': 7, 'trace_an': -9604} -
id: 46977398
{'hecke_orbit_code': 27021597931995451, 'n': 8, 'trace_an': 30495} -
id: 46977399
{'hecke_orbit_code': 27021597931995451, 'n': 9, 'trace_an': 0} -
id: 46977400
{'hecke_orbit_code': 27021597931995451, 'n': 10, 'trace_an': 11875} -
id: 46977401
{'hecke_orbit_code': 27021597931995451, 'n': 11, 'trace_an': -82438} -
id: 46977402
{'hecke_orbit_code': 27021597931995451, 'n': 12, 'trace_an': 0} -
id: 46977403
{'hecke_orbit_code': 27021597931995451, 'n': 13, 'trace_an': -72962} -
id: 46977404
{'hecke_orbit_code': 27021597931995451, 'n': 14, 'trace_an': -45619} -
id: 46977405
{'hecke_orbit_code': 27021597931995451, 'n': 15, 'trace_an': 0} -
id: 46977406
{'hecke_orbit_code': 27021597931995451, 'n': 16, 'trace_an': 64257} -
id: 46977407
{'hecke_orbit_code': 27021597931995451, 'n': 17, 'trace_an': 357542} -
id: 46977408
{'hecke_orbit_code': 27021597931995451, 'n': 18, 'trace_an': 0} -
id: 46977409
{'hecke_orbit_code': 27021597931995451, 'n': 19, 'trace_an': 300732} -
id: 46977410
{'hecke_orbit_code': 27021597931995451, 'n': 20, 'trace_an': 1080625} -
id: 46977411
{'hecke_orbit_code': 27021597931995451, 'n': 21, 'trace_an': 0} -
id: 46977412
{'hecke_orbit_code': 27021597931995451, 'n': 22, 'trace_an': -5595068} -
id: 46977413
{'hecke_orbit_code': 27021597931995451, 'n': 23, 'trace_an': 2340836} -
id: 46977414
{'hecke_orbit_code': 27021597931995451, 'n': 24, 'trace_an': 0} -
id: 46977415
{'hecke_orbit_code': 27021597931995451, 'n': 25, 'trace_an': 1562500} -
id: 46977416
{'hecke_orbit_code': 27021597931995451, 'n': 26, 'trace_an': -1305666} -
id: 46977417
{'hecke_orbit_code': 27021597931995451, 'n': 27, 'trace_an': 0} -
id: 46977418
{'hecke_orbit_code': 27021597931995451, 'n': 28, 'trace_an': -4151329} -
id: 46977419
{'hecke_orbit_code': 27021597931995451, 'n': 29, 'trace_an': 1372022} -
id: 46977420
{'hecke_orbit_code': 27021597931995451, 'n': 30, 'trace_an': 0} -
id: 46977421
{'hecke_orbit_code': 27021597931995451, 'n': 31, 'trace_an': -4590888} -
id: 46977422
{'hecke_orbit_code': 27021597931995451, 'n': 32, 'trace_an': 10529439} -
id: 46977423
{'hecke_orbit_code': 27021597931995451, 'n': 33, 'trace_an': 0} -
id: 46977424
{'hecke_orbit_code': 27021597931995451, 'n': 34, 'trace_an': -7199478} -
id: 46977425
{'hecke_orbit_code': 27021597931995451, 'n': 35, 'trace_an': -6002500} -
id: 46977426
{'hecke_orbit_code': 27021597931995451, 'n': 36, 'trace_an': 0} -
id: 46977427
{'hecke_orbit_code': 27021597931995451, 'n': 37, 'trace_an': -38868456} -
id: 46977428
{'hecke_orbit_code': 27021597931995451, 'n': 38, 'trace_an': 15477280} -
id: 46977429
{'hecke_orbit_code': 27021597931995451, 'n': 39, 'trace_an': 0} -
id: 46977430
{'hecke_orbit_code': 27021597931995451, 'n': 40, 'trace_an': 19059375} -
id: 46977431
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{'hecke_orbit_code': 27021597931995451, 'n': 859, 'trace_an': -31266609482904} -
id: 46977629
{'hecke_orbit_code': 27021597931995451, 'n': 863, 'trace_an': 19611016440176} -
id: 46977630
{'hecke_orbit_code': 27021597931995451, 'n': 877, 'trace_an': -8825672262584} -
id: 46977631
{'hecke_orbit_code': 27021597931995451, 'n': 881, 'trace_an': 15962347731404} -
id: 46977632
{'hecke_orbit_code': 27021597931995451, 'n': 883, 'trace_an': 18065603478968} -
id: 46977633
{'hecke_orbit_code': 27021597931995451, 'n': 887, 'trace_an': 6543015532000} -
id: 46977634
{'hecke_orbit_code': 27021597931995451, 'n': 907, 'trace_an': -36241254667220} -
id: 46977635
{'hecke_orbit_code': 27021597931995451, 'n': 911, 'trace_an': 13864472556648} -
id: 46977636
{'hecke_orbit_code': 27021597931995451, 'n': 919, 'trace_an': -27633024859014} -
id: 46977637
{'hecke_orbit_code': 27021597931995451, 'n': 929, 'trace_an': -29260384223436} -
id: 46977638
{'hecke_orbit_code': 27021597931995451, 'n': 937, 'trace_an': 33128415208674} -
id: 46977639
{'hecke_orbit_code': 27021597931995451, 'n': 941, 'trace_an': -46987267624356} -
id: 46977640
{'hecke_orbit_code': 27021597931995451, 'n': 947, 'trace_an': 42548621122144} -
id: 46977641
{'hecke_orbit_code': 27021597931995451, 'n': 953, 'trace_an': 62261515125772} -
id: 46977642
{'hecke_orbit_code': 27021597931995451, 'n': 961, 'trace_an': 14833463384804} -
id: 46977643
{'hecke_orbit_code': 27021597931995451, 'n': 967, 'trace_an': -29430903334612} -
id: 46977644
{'hecke_orbit_code': 27021597931995451, 'n': 971, 'trace_an': -54233567303088} -
id: 46977645
{'hecke_orbit_code': 27021597931995451, 'n': 977, 'trace_an': -3407582602832} -
id: 46977646
{'hecke_orbit_code': 27021597931995451, 'n': 983, 'trace_an': 1724933316886} -
id: 46977647
{'hecke_orbit_code': 27021597931995451, 'n': 991, 'trace_an': -119850734028088} -
id: 46977648
{'hecke_orbit_code': 27021597931995451, 'n': 997, 'trace_an': 45455447099978}
-
id: 46977391
Newform data - 315.10.a.g