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{'Nk2': 17820, 'analytic_conductor': 79.38999080742542, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -1], [11, 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': [495, 1, [56, 397, 46], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 3368, 'field_disc_factorization': [[2, 3], [421, 1]], 'field_poly': [11, -15, -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, [88, -60, -2, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982775279, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '495.6.a.d', 'level': 495, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '165.6.a.b', 'nf_label': '3.3.3368.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(1+\\beta _{1})q^{2}+(8+4\\beta _{2})q^{4}+5^{2}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '495.6.a', 'trace_display': [2, 0, 75, -232], 'trace_hash': 2054009752253161816, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.941', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '23.349', 'prec': 20}, 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mf_hecke_nf • Show schema
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0, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '495.6.a.d', 'level': 495, 'maxp': 2999, 'weight': 6}
-
mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[3, -1], [5, -1], [11, -1]], 14, 3], [[[3, 1], [5, -1], [11, -1]], 6, 1], [[[3, 1], [5, -1], [11, 1]], 10, 1], [[[3, -1], [5, 1], [11, -1]], 11, 3], [[[3, 1], [5, 1], [11, 1]], 6, 1], [[[3, -1], [5, -1], [11, 1]], 12, 3], [[[3, -1], [5, 1], [11, 1]], 13, 3], [[[3, 1], [5, 1], [11, -1]], 10, 1]], 'ALdims': [6, 10, 10, 6, 13, 11, 12, 14], 'Nk2': 17820, 'analytic_conductor': 79.38999080742542, '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': [495, 1, [56, 397, 46], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 352, 'dim': 82, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663791, 'hecke_orbit_dims': [3, 3, 3, 3, 3, 3, 4, 5, 5, 5, 6, 6, 6, 7, 10, 10], 'label': '495.6.a', 'level': 495, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 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mf_twists_nf • Show schema
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id: 352521
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '495.6.a.d', 'source_level': 495, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '165.6.a.b', 'target_level': 165, 'twist_class_label': '165.6.a.b', 'twist_class_level': 165, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 352522
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '495.6.a.d', 'source_level': 495, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '495.6.a.d', 'target_level': 495, 'twist_class_label': '165.6.a.b', 'twist_class_level': 165, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 352523
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '495.6.a.d', 'source_level': 495, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '825.6.a.i', 'target_level': 825, 'twist_class_label': '165.6.a.b', 'twist_class_level': 165, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 967000
{'charpoly_factorization': [[[88, -60, -2, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 2}
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id: 967001
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 13510798982775279, 'p': 3}
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id: 967002
{'charpoly_factorization': [[[-25, 1], 3]], 'hecke_orbit_code': 13510798982775279, 'p': 5}
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id: 967003
{'charpoly_factorization': [[[-382608, -2132, 232, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 7}
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id: 967004
{'charpoly_factorization': [[[121, 1], 3]], 'hecke_orbit_code': 13510798982775279, 'p': 11}
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id: 967005
{'charpoly_factorization': [[[22659488, -45440, -450, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 13}
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id: 967006
{'charpoly_factorization': [[[57782448, -261640, -334, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 17}
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id: 967007
{'charpoly_factorization': [[[-1630951200, 3118536, 4036, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 19}
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id: 967008
{'charpoly_factorization': [[[24275701568, 5829232, -7060, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 23}
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id: 967009
{'charpoly_factorization': [[[-65949214584, -20041564, 4042, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 29}
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id: 967010
{'charpoly_factorization': [[[-211578448896, -90844992, 608, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 31}
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id: 967011
{'charpoly_factorization': [[[-431879868536, -131985620, -2250, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 37}
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id: 967012
{'charpoly_factorization': [[[7803557208, 20139204, 10654, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 41}
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id: 967013
{'charpoly_factorization': [[[1659712050000, 420645228, 35528, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 43}
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id: 967014
{'charpoly_factorization': [[[-52162385088, -94146320, -2100, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 47}
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id: 967015
{'charpoly_factorization': [[[-2687939232856, -834647588, -12826, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 53}
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id: 967016
{'charpoly_factorization': [[[3633753791296, 1502817904, -81876, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 59}
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id: 967017
{'charpoly_factorization': [[[-12904038746056, 569911852, 62298, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 61}
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id: 967018
{'charpoly_factorization': [[[-40648408406912, -761264032, 46148, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 67}
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id: 967019
{'charpoly_factorization': [[[-8578136735360, 1324959712, -64724, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 71}
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id: 967020
{'charpoly_factorization': [[[-144432126809632, -5245925024, -810, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 73}
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id: 967021
{'charpoly_factorization': [[[351884592248992, -9571579432, -43876, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 79}
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id: 967022
{'charpoly_factorization': [[[-5794291383408, 1754366964, -101024, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 83}
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id: 967023
{'charpoly_factorization': [[[246103360939432, -10208967300, 60022, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 89}
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id: 967024
{'charpoly_factorization': [[[179909862970168, 25998829660, 319746, 1], 1]], 'hecke_orbit_code': 13510798982775279, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '495.6.a.d', 'level': 495, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
-
id: 136429000
{'hecke_orbit_code': 13510798982775279, 'n': 1, 'trace_an': 3}
-
id: 136429001
{'hecke_orbit_code': 13510798982775279, 'n': 2, 'trace_an': 2}
-
id: 136429002
{'hecke_orbit_code': 13510798982775279, 'n': 3, 'trace_an': 0}
-
id: 136429003
{'hecke_orbit_code': 13510798982775279, 'n': 4, 'trace_an': 28}
-
id: 136429004
{'hecke_orbit_code': 13510798982775279, 'n': 5, 'trace_an': 75}
-
id: 136429005
{'hecke_orbit_code': 13510798982775279, 'n': 6, 'trace_an': 0}
-
id: 136429006
{'hecke_orbit_code': 13510798982775279, 'n': 7, 'trace_an': -232}
-
id: 136429007
{'hecke_orbit_code': 13510798982775279, 'n': 8, 'trace_an': -24}
-
id: 136429008
{'hecke_orbit_code': 13510798982775279, 'n': 9, 'trace_an': 0}
-
id: 136429009
{'hecke_orbit_code': 13510798982775279, 'n': 10, 'trace_an': 50}
-
id: 136429010
{'hecke_orbit_code': 13510798982775279, 'n': 11, 'trace_an': -363}
-
id: 136429011
{'hecke_orbit_code': 13510798982775279, 'n': 12, 'trace_an': 0}
-
id: 136429012
{'hecke_orbit_code': 13510798982775279, 'n': 13, 'trace_an': 450}
-
id: 136429013
{'hecke_orbit_code': 13510798982775279, 'n': 14, 'trace_an': 1504}
-
id: 136429014
{'hecke_orbit_code': 13510798982775279, 'n': 15, 'trace_an': 0}
-
id: 136429015
{'hecke_orbit_code': 13510798982775279, 'n': 16, 'trace_an': -1360}
-
id: 136429016
{'hecke_orbit_code': 13510798982775279, 'n': 17, 'trace_an': 334}
-
id: 136429017
{'hecke_orbit_code': 13510798982775279, 'n': 18, 'trace_an': 0}
-
id: 136429018
{'hecke_orbit_code': 13510798982775279, 'n': 19, 'trace_an': -4036}
-
id: 136429019
{'hecke_orbit_code': 13510798982775279, 'n': 20, 'trace_an': 700}
-
id: 136429020
{'hecke_orbit_code': 13510798982775279, 'n': 21, 'trace_an': 0}
-
id: 136429021
{'hecke_orbit_code': 13510798982775279, 'n': 22, 'trace_an': -242}
-
id: 136429022
{'hecke_orbit_code': 13510798982775279, 'n': 23, 'trace_an': 7060}
-
id: 136429023
{'hecke_orbit_code': 13510798982775279, 'n': 24, 'trace_an': 0}
-
id: 136429024
{'hecke_orbit_code': 13510798982775279, 'n': 25, 'trace_an': 1875}
-
id: 136429025
{'hecke_orbit_code': 13510798982775279, 'n': 26, 'trace_an': -2932}
-
id: 136429026
{'hecke_orbit_code': 13510798982775279, 'n': 27, 'trace_an': 0}
-
id: 136429027
{'hecke_orbit_code': 13510798982775279, 'n': 28, 'trace_an': -8320}
-
id: 136429028
{'hecke_orbit_code': 13510798982775279, 'n': 29, 'trace_an': -4042}
-
id: 136429029
{'hecke_orbit_code': 13510798982775279, 'n': 30, 'trace_an': 0}
-
id: 136429030
{'hecke_orbit_code': 13510798982775279, 'n': 31, 'trace_an': -608}
-
id: 136429031
{'hecke_orbit_code': 13510798982775279, 'n': 32, 'trace_an': 3104}
-
id: 136429032
{'hecke_orbit_code': 13510798982775279, 'n': 33, 'trace_an': 0}
-
id: 136429033
{'hecke_orbit_code': 13510798982775279, 'n': 34, 'trace_an': -3644}
-
id: 136429034
{'hecke_orbit_code': 13510798982775279, 'n': 35, 'trace_an': -5800}
-
id: 136429035
{'hecke_orbit_code': 13510798982775279, 'n': 36, 'trace_an': 0}
-
id: 136429036
{'hecke_orbit_code': 13510798982775279, 'n': 37, 'trace_an': 2250}
-
id: 136429037
{'hecke_orbit_code': 13510798982775279, 'n': 38, 'trace_an': 12632}
-
id: 136429038
{'hecke_orbit_code': 13510798982775279, 'n': 39, 'trace_an': 0}
-
id: 136429039
{'hecke_orbit_code': 13510798982775279, 'n': 40, 'trace_an': -600}
-
id: 136429040
{'hecke_orbit_code': 13510798982775279, 'n': 41, 'trace_an': -10654}
-
id: 136429041
{'hecke_orbit_code': 13510798982775279, 'n': 42, 'trace_an': 0}
-
id: 136429042
{'hecke_orbit_code': 13510798982775279, 'n': 43, 'trace_an': -35528}
-
id: 136429043
{'hecke_orbit_code': 13510798982775279, 'n': 44, 'trace_an': -3388}
-
id: 136429044
{'hecke_orbit_code': 13510798982775279, 'n': 45, 'trace_an': 0}
-
id: 136429045
{'hecke_orbit_code': 13510798982775279, 'n': 46, 'trace_an': -41800}
-
id: 136429046
{'hecke_orbit_code': 13510798982775279, 'n': 47, 'trace_an': 2100}
-
id: 136429047
{'hecke_orbit_code': 13510798982775279, 'n': 48, 'trace_an': 0}
-
id: 136429048
{'hecke_orbit_code': 13510798982775279, 'n': 49, 'trace_an': 7667}
-
id: 136429049
{'hecke_orbit_code': 13510798982775279, 'n': 50, 'trace_an': 1250}
-
id: 136429050
{'hecke_orbit_code': 13510798982775279, 'n': 51, 'trace_an': 0}
-
id: 136429051
{'hecke_orbit_code': 13510798982775279, 'n': 52, 'trace_an': -14520}
-
id: 136429052
{'hecke_orbit_code': 13510798982775279, 'n': 53, 'trace_an': 12826}
-
id: 136429053
{'hecke_orbit_code': 13510798982775279, 'n': 54, 'trace_an': 0}
-
id: 136429054
{'hecke_orbit_code': 13510798982775279, 'n': 55, 'trace_an': -9075}
-
id: 136429055
{'hecke_orbit_code': 13510798982775279, 'n': 56, 'trace_an': -17088}
-
id: 136429056
{'hecke_orbit_code': 13510798982775279, 'n': 57, 'trace_an': 0}
-
id: 136429057
{'hecke_orbit_code': 13510798982775279, 'n': 58, 'trace_an': -17196}
-
id: 136429058
{'hecke_orbit_code': 13510798982775279, 'n': 59, 'trace_an': 81876}
-
id: 136429059
{'hecke_orbit_code': 13510798982775279, 'n': 60, 'trace_an': 0}
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