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{'Nk2': 7840, 'analytic_conductor': 46.185557483805084, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 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': [10, 1, [7], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 711649, 'field_disc_factorization': [[711649, 1]], 'field_poly': [-177912, -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, [-4318634737116, 4702956, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199724503050, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 240, 'hecke_ring_index_factorization': [[2, 4], [3, 1], [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': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.28.a.c', 'level': 10, '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, 5], 'level_radical': 10, 'minimal_twist': '10.28.a.c', 'nf_label': '2.2.711649.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{13}q^{2}+(-2351478-31\\beta )q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '27.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.28.a', 'trace_display': [16384, -4702956, -2441406250, -57185041508], 'trace_hash': 2226430344474607232, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.930', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 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-
mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'ALdims': [2, 2, 2, 3], 'Nk2': 7840, 'analytic_conductor': 46.185557483805084, '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': [10, 1, [7], [1]], 'conrey_index': 1, 'cusp_dim': 39, 'dim': 9, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 469762058, 'hecke_orbit_dims': [2, 2, 2, 3], 'label': '10.28.a', 'level': 10, '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, 5], 'level_radical': 10, 'mf_dim': 43, 'mf_new_dim': 9, 'num_forms': 4, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 42, 'trace_bound': 3, 'trace_display': [8192, -5585528, 1220703125, -26881836804], 'traces': [9, 8192, -5585528, 603979776, 1220703125, 45769097216, -26881836804, 549755813888, 20176277678173, 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mf_twists_nf • Show schema
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id: 7026
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '10.28.a.c', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '10.28.a.c', 'target_level': 10, 'twist_class_label': '10.28.a.c', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 28}
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id: 7027
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '10.28.a.c', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.28.a.c', 'target_level': 50, 'twist_class_label': '10.28.a.c', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 28}
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id: 7028
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '10.28.a.c', 'source_level': 10, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.28.b.c', 'target_level': 50, 'twist_class_label': '10.28.a.c', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 28}
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mf_hecke_charpolys • Show schema
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id: 45600
{'charpoly_factorization': [[[-8192, 1], 2]], 'hecke_orbit_code': 9007199724503050, 'p': 2}
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id: 45601
{'charpoly_factorization': [[[-4318634737116, 4702956, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 3}
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id: 45602
{'charpoly_factorization': [[[1220703125, 1], 2]], 'hecke_orbit_code': 9007199724503050, 'p': 5}
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id: 45603
{'charpoly_factorization': [[[-1989630297732814389884, 57185041508, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 7}
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id: 45604
{'charpoly_factorization': [[[2095731146965269696598831104, -169851430699104, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 11}
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id: 45605
{'charpoly_factorization': [[[-905631801688659554753842619996, 1039094991262796, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 13}
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id: 45606
{'charpoly_factorization': [[[484113260729787849637519816074276, 50445145609767948, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 17}
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id: 45607
{'charpoly_factorization': [[[42912845578304466383358529875408400, -446863730094123400, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 19}
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id: 45608
{'charpoly_factorization': [[[9291190312055532982143191322130414884, 6647307932323726956, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 23}
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id: 45609
{'charpoly_factorization': [[[-3521430908414803927024284579270383706300, 47997399844470169380, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 29}
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id: 45610
{'charpoly_factorization': [[[-42142951748749625343387857000851265356016, -33574730315678836744, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 31}
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id: 45611
{'charpoly_factorization': [[[-435294081678368824096063847046050026617884, 1349929187895125662508, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 37}
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id: 45612
{'charpoly_factorization': [[[-82414933848826694662779907236969286709967516, 1182957469635679236756, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 41}
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id: 45613
{'charpoly_factorization': [[[-123715536639787240060833423028522780771567676, 3918269768563513059836, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 43}
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id: 45614
{'charpoly_factorization': [[[-531493071544190319974633130984882546740216604, 32027326481691215437428, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 47}
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id: 45615
{'charpoly_factorization': [[[2888821217373286571793170628089273302586086404, 338645206816246511641596, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 53}
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id: 45616
{'charpoly_factorization': [[[-196808996184307145271339628864006597153967161200, 343725486206796714375960, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 59}
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id: 45617
{'charpoly_factorization': [[[-1064661601797092854297465881619664572694135046236, -228063235764015707336884, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 61}
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id: 45618
{'charpoly_factorization': [[[3933170528823805437934231129386634668090749676196, 3973383158722681594905428, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 67}
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id: 45619
{'charpoly_factorization': [[[-58318402005806673741275903522172026314861113695856, 2414614414513749020227176, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 71}
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id: 45620
{'charpoly_factorization': [[[-206530334258275837222356564292036740930049398542396, 12422599244545503708131996, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 73}
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id: 45621
{'charpoly_factorization': [[[38278248948992870165659571035612380175211649064000, -14197635994550588853149680, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 79}
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id: 45622
{'charpoly_factorization': [[[2056549591653868589762950402995773458264409115508164, -113637606793167338211169284, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 83}
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id: 45623
{'charpoly_factorization': [[[-56906637986842256382508505632118866737426374882319900, -139217760348347863809112020, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 89}
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id: 45624
{'charpoly_factorization': [[[276918030018182380671525632129115044063321038058205316, -1199842643269565667896244292, 1], 1]], 'hecke_orbit_code': 9007199724503050, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '10.28.a.c', 'level': 10, 'portrait': 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', 'weight': 28}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 29440769
{'hecke_orbit_code': 9007199724503050, 'n': 81, 'trace_an': 321295031247975610705880202}
-
id: 29440874
{'hecke_orbit_code': 9007199724503050, 'n': 1, 'trace_an': 2}
-
id: 29440875
{'hecke_orbit_code': 9007199724503050, 'n': 2, 'trace_an': 16384}
-
id: 29440876
{'hecke_orbit_code': 9007199724503050, 'n': 3, 'trace_an': -4702956}
-
id: 29440877
{'hecke_orbit_code': 9007199724503050, 'n': 4, 'trace_an': 134217728}
-
id: 29440878
{'hecke_orbit_code': 9007199724503050, 'n': 5, 'trace_an': -2441406250}
-
id: 29440879
{'hecke_orbit_code': 9007199724503050, 'n': 6, 'trace_an': -38526615552}
-
id: 29440880
{'hecke_orbit_code': 9007199724503050, 'n': 7, 'trace_an': -57185041508}
-
id: 29440881
{'hecke_orbit_code': 9007199724503050, 'n': 8, 'trace_an': 1099511627776}
-
id: 29440882
{'hecke_orbit_code': 9007199724503050, 'n': 9, 'trace_an': 15503869642194}
-
id: 29440883
{'hecke_orbit_code': 9007199724503050, 'n': 10, 'trace_an': -20000000000000}
-
id: 29440884
{'hecke_orbit_code': 9007199724503050, 'n': 11, 'trace_an': 169851430699104}
-
id: 29440885
{'hecke_orbit_code': 9007199724503050, 'n': 12, 'trace_an': -315610034601984}
-
id: 29440886
{'hecke_orbit_code': 9007199724503050, 'n': 13, 'trace_an': -1039094991262796}
-
id: 29440887
{'hecke_orbit_code': 9007199724503050, 'n': 14, 'trace_an': -468459860033536}
-
id: 29440888
{'hecke_orbit_code': 9007199724503050, 'n': 15, 'trace_an': 5740913085937500}
-
id: 29440889
{'hecke_orbit_code': 9007199724503050, 'n': 16, 'trace_an': 9007199254740992}
-
id: 29440890
{'hecke_orbit_code': 9007199724503050, 'n': 17, 'trace_an': -50445145609767948}
-
id: 29440891
{'hecke_orbit_code': 9007199724503050, 'n': 18, 'trace_an': 127007700108853248}
-
id: 29440892
{'hecke_orbit_code': 9007199724503050, 'n': 19, 'trace_an': 446863730094123400}
-
id: 29440893
{'hecke_orbit_code': 9007199724503050, 'n': 20, 'trace_an': -163840000000000000}
-
id: 29440894
{'hecke_orbit_code': 9007199724503050, 'n': 21, 'trace_an': 467006108827766424}
-
id: 29440895
{'hecke_orbit_code': 9007199724503050, 'n': 22, 'trace_an': 1391422920287059968}
-
id: 29440896
{'hecke_orbit_code': 9007199724503050, 'n': 23, 'trace_an': -6647307932323726956}
-
id: 29440897
{'hecke_orbit_code': 9007199724503050, 'n': 24, 'trace_an': -2585477403459452928}
-
id: 29440898
{'hecke_orbit_code': 9007199724503050, 'n': 25, 'trace_an': 2980232238769531250}
-
id: 29440899
{'hecke_orbit_code': 9007199724503050, 'n': 26, 'trace_an': -8512266168424824832}
-
id: 29440900
{'hecke_orbit_code': 9007199724503050, 'n': 27, 'trace_an': -93224365905702240360}
-
id: 29440901
{'hecke_orbit_code': 9007199724503050, 'n': 28, 'trace_an': -3837623173394726912}
-
id: 29440902
{'hecke_orbit_code': 9007199724503050, 'n': 29, 'trace_an': -47997399844470169380}
-
id: 29440903
{'hecke_orbit_code': 9007199724503050, 'n': 30, 'trace_an': 47029560000000000000}
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