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{'Nk2': 9800, 'analytic_conductor': 50.47351194405957, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -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': [98, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 6, 'field_disc': 107501095222800876032, 'field_disc_factorization': [[2, 9], [19, 2], [1861, 2], [12959, 2]], 'field_poly': [-5372164, -32180328, 12807408, 16168, -7165, -2, 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': 1, 'hecke_cutters': [[3, [-18134891776800, 0, 2418290244, 0, -95324, 0, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539596068847714, 'hecke_ring_generator_nbound': 17, 'hecke_ring_index': 16941456, 'hecke_ring_index_factorization': [[2, 4], [3, 2], [7, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '98.10.a.l', 'level': 98, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '98.10.a.l', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{4}q^{2}+(\\beta _{2}+\\beta _{3})q^{3}+2^{8}q^{4}+(-2\\beta _{2}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.10.a', 'trace_display': [96, 0, 0, 0], 'trace_hash': 1611338889724976182, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.101', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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-
mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [7, -1]], 7, 4], [[[2, 1], [7, -1]], 8, 4], [[[2, 1], [7, 1]], 7, 2], [[[2, -1], [7, 1]], 9, 2]], 'ALdims': [7, 8, 9, 7], 'Nk2': 9800, 'analytic_conductor': 50.47351194405957, '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': [98, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 118, 'dim': 31, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772258, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 3, 3, 3, 4, 6], 'label': '98.10.a', 'level': 98, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 134, 'mf_new_dim': 31, 'num_forms': 12, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 31, 'sturm_bound': 140, 'trace_bound': 3, 'trace_display': [16, 6, 756, 0], 'traces': [31, 16, 6, 7936, 756, -544, 0, 4096, 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mf_twists_nf • Show schema
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id: 86197
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 12, 'source_is_minimal': True, 'source_label': '98.10.a.l', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 12, 'target_is_minimal': True, 'target_label': '98.10.a.l', 'target_level': 98, 'twist_class_label': '98.10.a.l', 'twist_class_level': 98, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 86198
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 12, 'source_is_minimal': True, 'source_label': '98.10.a.l', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 12, 'target_is_minimal': True, 'target_label': '98.10.a.l', 'target_level': 98, 'twist_class_label': '98.10.a.l', 'twist_class_level': 98, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 86199
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 12, 'source_is_minimal': True, 'source_label': '98.10.a.l', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 12, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '98.10.c.n', 'target_level': 98, 'twist_class_label': '98.10.a.l', 'twist_class_level': 98, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
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id: 86200
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 12, 'source_is_minimal': True, 'source_label': '98.10.a.l', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 12, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '98.10.c.n', 'target_level': 98, 'twist_class_label': '98.10.a.l', 'twist_class_level': 98, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 290825
{'charpoly_factorization': [[[-16, 1], 6]], 'hecke_orbit_code': 49539596068847714, 'p': 2}
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id: 290826
{'charpoly_factorization': [[[-18134891776800, 0, 2418290244, 0, -95324, 0, 1], 1]], 'hecke_orbit_code': 49539596068847714, 'p': 3}
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id: 290827
{'charpoly_factorization': [[[-11337832471683920000, 0, 53583695560800, 0, -14422098, 0, 1], 1]], 'hecke_orbit_code': 49539596068847714, 'p': 5}
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id: 290828
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 49539596068847714, 'p': 7}
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id: 290829
{'charpoly_factorization': [[[13071858183056, -710452740, -55332, 1], 2]], 'hecke_orbit_code': 49539596068847714, 'p': 11}
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id: 290830
{'charpoly_factorization': [[[-85001758410020597268480000, 0, 38972976269447808000, 0, -13450472658, 0, 1], 1]], 'hecke_orbit_code': 49539596068847714, 'p': 13}
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id: 290831
{'charpoly_factorization': [[[-83655116287894757174316377960072, 0, 15535528181412469751436, 0, -375850017702, 0, 1], 1]], 'hecke_orbit_code': 49539596068847714, 'p': 17}
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id: 290832
{'charpoly_factorization': [[[-817720701150427687889525172020000, 0, 111711615841823196658500, 0, -720924860892, 0, 1], 1]], 'hecke_orbit_code': 49539596068847714, 'p': 19}
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id: 290833
{'charpoly_factorization': [[[-955085121757866560, -3070198212624, -121692, 1], 2]], 'hecke_orbit_code': 49539596068847714, 'p': 23}
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id: 290834
{'charpoly_factorization': [[[15686429248541034976, -3805339989852, -5231820, 1], 2]], 'hecke_orbit_code': 49539596068847714, 'p': 29}
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id: 290835
{'charpoly_factorization': [[[-11748261379955346889667835251419993079808, 0, 2285588304894182493017282112, 0, -116478776411856, 0, 1], 1]], 'hecke_orbit_code': 49539596068847714, 'p': 31}
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id: 290836
{'charpoly_factorization': [[[-243084115151926386400, -125761911851580, -12166284, 1], 2]], 'hecke_orbit_code': 49539596068847714, 'p': 37}
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id: 290837
{'charpoly_factorization': [[[-531731286162728851670976637982655040340168, 0, 38163599163787187995899620556, 0, -386100075738678, 0, 1], 1]], 'hecke_orbit_code': 49539596068847714, 'p': 41}
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id: 290838
{'charpoly_factorization': [[[20870084738283440833648, -530589636669444, -37379292, 1], 2]], 'hecke_orbit_code': 49539596068847714, 'p': 43}
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id: 290839
{'charpoly_factorization': [[[-281644060536494837997074167735947525648435200, 0, 8241373171488565091982446643264, 0, -5883548508178416, 0, 1], 1]], 'hecke_orbit_code': 49539596068847714, 'p': 47}
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id: 290840
{'charpoly_factorization': [[[73329402537246023409368, -529504921310628, -68907654, 1], 2]], 'hecke_orbit_code': 49539596068847714, 'p': 53}
-
id: 290841
{'charpoly_factorization': [[[-50625073530316987637600879458257318704253365792, 0, 80300359389410588791342924319556, 0, -24330301127611932, 0, 1], 1]], 'hecke_orbit_code': 49539596068847714, 'p': 59}
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id: 290842
{'charpoly_factorization': [[[-502216189596505027795689996308076764208969987200, 0, 557529972308469917593432490439264, 0, -46286141742753666, 0, 1], 1]], 'hecke_orbit_code': 49539596068847714, 'p': 61}
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id: 290843
{'charpoly_factorization': [[[-726394712426936099315712, -12692867576266224, 101471688, 1], 2]], 'hecke_orbit_code': 49539596068847714, 'p': 67}
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id: 290844
{'charpoly_factorization': [[[12444638142534064097845248, -40602892240269648, -307146384, 1], 2]], 'hecke_orbit_code': 49539596068847714, 'p': 71}
-
id: 290845
{'charpoly_factorization': [[[-11927455274949861167924902880041616214846224092232, 0, 5823498220002995547882931010992716, 0, -151246657015278102, 0, 1], 1]], 'hecke_orbit_code': 49539596068847714, 'p': 73}
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id: 290846
{'charpoly_factorization': [[[-3762856549216173593601920, -55891187494383504, 91185048, 1], 2]], 'hecke_orbit_code': 49539596068847714, 'p': 79}
-
id: 290847
{'charpoly_factorization': [[[-6189374481812890405799961370448201289966547803678752, 0, 112335223822248748742019812730808452, 0, -605228019592161084, 0, 1], 1]], 'hecke_orbit_code': 49539596068847714, 'p': 83}
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id: 290848
{'charpoly_factorization': [[[-1355581445981834782941415040805592752316110078125000, 0, 551544907001356746812706177313821900, 0, -1484442236244174198, 0, 1], 1]], 'hecke_orbit_code': 49539596068847714, 'p': 89}
-
id: 290849
{'charpoly_factorization': [[[-1367801934677874075082473544510182605305502971803272, 0, 63692527998792458103702878103342732, 0, -683370795053627814, 0, 1], 1]], 'hecke_orbit_code': 49539596068847714, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 12, 'label': '98.10.a.l', 'level': 98, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 220062000
{'hecke_orbit_code': 49539596068847714, 'n': 1, 'trace_an': 6}
-
id: 220062001
{'hecke_orbit_code': 49539596068847714, 'n': 2, 'trace_an': 96}
-
id: 220062002
{'hecke_orbit_code': 49539596068847714, 'n': 3, 'trace_an': 0}
-
id: 220062003
{'hecke_orbit_code': 49539596068847714, 'n': 4, 'trace_an': 1536}
-
id: 220062004
{'hecke_orbit_code': 49539596068847714, 'n': 5, 'trace_an': 0}
-
id: 220062005
{'hecke_orbit_code': 49539596068847714, 'n': 6, 'trace_an': 0}
-
id: 220062006
{'hecke_orbit_code': 49539596068847714, 'n': 7, 'trace_an': 0}
-
id: 220062007
{'hecke_orbit_code': 49539596068847714, 'n': 8, 'trace_an': 24576}
-
id: 220062008
{'hecke_orbit_code': 49539596068847714, 'n': 9, 'trace_an': 72550}
-
id: 220062009
{'hecke_orbit_code': 49539596068847714, 'n': 10, 'trace_an': 0}
-
id: 220062010
{'hecke_orbit_code': 49539596068847714, 'n': 11, 'trace_an': 110664}
-
id: 220062011
{'hecke_orbit_code': 49539596068847714, 'n': 12, 'trace_an': 0}
-
id: 220062012
{'hecke_orbit_code': 49539596068847714, 'n': 13, 'trace_an': 0}
-
id: 220062013
{'hecke_orbit_code': 49539596068847714, 'n': 14, 'trace_an': 0}
-
id: 220062014
{'hecke_orbit_code': 49539596068847714, 'n': 15, 'trace_an': -522728}
-
id: 220062015
{'hecke_orbit_code': 49539596068847714, 'n': 16, 'trace_an': 393216}
-
id: 220062016
{'hecke_orbit_code': 49539596068847714, 'n': 17, 'trace_an': 0}
-
id: 220062017
{'hecke_orbit_code': 49539596068847714, 'n': 18, 'trace_an': 1160800}
-
id: 220062018
{'hecke_orbit_code': 49539596068847714, 'n': 19, 'trace_an': 0}
-
id: 220062019
{'hecke_orbit_code': 49539596068847714, 'n': 20, 'trace_an': 0}
-
id: 220062020
{'hecke_orbit_code': 49539596068847714, 'n': 21, 'trace_an': 0}
-
id: 220062021
{'hecke_orbit_code': 49539596068847714, 'n': 22, 'trace_an': 1770624}
-
id: 220062022
{'hecke_orbit_code': 49539596068847714, 'n': 23, 'trace_an': 243384}
-
id: 220062023
{'hecke_orbit_code': 49539596068847714, 'n': 24, 'trace_an': 0}
-
id: 220062024
{'hecke_orbit_code': 49539596068847714, 'n': 25, 'trace_an': 17125446}
-
id: 220062025
{'hecke_orbit_code': 49539596068847714, 'n': 26, 'trace_an': 0}
-
id: 220062026
{'hecke_orbit_code': 49539596068847714, 'n': 27, 'trace_an': 0}
-
id: 220062027
{'hecke_orbit_code': 49539596068847714, 'n': 28, 'trace_an': 0}
-
id: 220062028
{'hecke_orbit_code': 49539596068847714, 'n': 29, 'trace_an': 10463640}
-
id: 220062029
{'hecke_orbit_code': 49539596068847714, 'n': 30, 'trace_an': -8363648}
-
id: 220062030
{'hecke_orbit_code': 49539596068847714, 'n': 31, 'trace_an': 0}
-
id: 220062031
{'hecke_orbit_code': 49539596068847714, 'n': 32, 'trace_an': 6291456}
-
id: 220062032
{'hecke_orbit_code': 49539596068847714, 'n': 33, 'trace_an': 0}
-
id: 220062033
{'hecke_orbit_code': 49539596068847714, 'n': 34, 'trace_an': 0}
-
id: 220062034
{'hecke_orbit_code': 49539596068847714, 'n': 35, 'trace_an': 0}
-
id: 220062035
{'hecke_orbit_code': 49539596068847714, 'n': 36, 'trace_an': 18572800}
-
id: 220062036
{'hecke_orbit_code': 49539596068847714, 'n': 37, 'trace_an': 24332568}
-
id: 220062037
{'hecke_orbit_code': 49539596068847714, 'n': 38, 'trace_an': 0}
-
id: 220062038
{'hecke_orbit_code': 49539596068847714, 'n': 39, 'trace_an': 42635880}
-
id: 220062039
{'hecke_orbit_code': 49539596068847714, 'n': 40, 'trace_an': 0}
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