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{'Nk2': 29700, 'analytic_conductor': 132.31665134570903, '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': [825, 1, [551, 727, 376], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 313, 'field_disc_factorization': [[313, 1]], 'field_poly': [-78, -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, [-78, 1, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982775609, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '825.6.a.d', 'level': 825, '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': '33.6.a.d', 'nf_label': '2.2.313.1', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta q^{2}+9q^{3}+(46+\\beta )q^{4}-9\\beta q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '825.6.a', 'trace_display': [-1, 18, 0, 18], 'trace_hash': 2100816731941489766, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.915', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.265', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [11, -1]], 23, 2], [[[3, 1], [5, -1], [11, -1]], 20, 2], [[[3, 1], [5, -1], [11, 1]], 22, 2], [[[3, -1], [5, 1], [11, -1]], 16, 5], [[[3, 1], [5, 1], [11, 1]], 18, 4], [[[3, -1], [5, -1], [11, 1]], 21, 2], [[[3, -1], [5, 1], [11, 1]], 19, 4], [[[3, 1], [5, 1], [11, -1]], 21, 4]], 'ALdims': [18, 21, 22, 20, 19, 16, 21, 23], 'Nk2': 29700, 'analytic_conductor': 132.31665134570903, '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': [825, 1, [551, 727, 376], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 588, 'dim': 160, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100664121, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 3, 3, 3, 3, 3, 5, 5, 7, 7, 7, 8, 8, 9, 9, 10, 10, 13, 13, 13, 13], 'label': '825.6.a', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 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mf_twists_nf • Show schema
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id: 521792
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '825.6.a.d', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '33.6.a.d', 'target_level': 33, 'twist_class_label': '33.6.a.d', 'twist_class_level': 33, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 521793
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '825.6.a.d', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '99.6.a.e', 'target_level': 99, 'twist_class_label': '33.6.a.d', 'twist_class_level': 33, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 521794
{'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '825.6.a.d', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '363.6.a.g', 'target_level': 363, 'twist_class_label': '33.6.a.d', 'twist_class_level': 33, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 521795
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '825.6.a.d', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '528.6.a.q', 'target_level': 528, 'twist_class_label': '33.6.a.d', 'twist_class_level': 33, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 521796
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '825.6.a.d', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '825.6.a.d', 'target_level': 825, 'twist_class_label': '33.6.a.d', 'twist_class_level': 33, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 521797
{'conductor': 165, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '825.6.a.d', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '1089.6.a.o', 'target_level': 1089, 'twist_class_label': '33.6.a.d', 'twist_class_level': 33, 'twisting_char_label': '165.d', 'twisting_char_orbit': 4, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 1378650
{'charpoly_factorization': [[[-78, 1, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 2}
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id: 1378651
{'charpoly_factorization': [[[-9, 1], 2]], 'hecke_orbit_code': 13510798982775609, 'p': 3}
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id: 1378652
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13510798982775609, 'p': 5}
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id: 1378653
{'charpoly_factorization': [[[-232, -18, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 7}
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id: 1378654
{'charpoly_factorization': [[[-121, 1], 2]], 'hecke_orbit_code': 13510798982775609, 'p': 11}
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id: 1378655
{'charpoly_factorization': [[[-878128, -66, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 13}
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id: 1378656
{'charpoly_factorization': [[[210348, -920, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 17}
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id: 1378657
{'charpoly_factorization': [[[2147904, 2932, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 19}
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id: 1378658
{'charpoly_factorization': [[[6827232, 5246, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 23}
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id: 1378659
{'charpoly_factorization': [[[38326572, 12600, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 29}
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id: 1378660
{'charpoly_factorization': [[[-4245184, -9936, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 31}
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id: 1378661
{'charpoly_factorization': [[[975204, 5996, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 37}
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id: 1378662
{'charpoly_factorization': [[[105471636, -24244, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 41}
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id: 1378663
{'charpoly_factorization': [[[-16684800, 20360, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 43}
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id: 1378664
{'charpoly_factorization': [[[-38936064, -5806, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 47}
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id: 1378665
{'charpoly_factorization': [[[387938808, 40770, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 53}
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id: 1378666
{'charpoly_factorization': [[[-974471136, -18212, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 59}
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id: 1378667
{'charpoly_factorization': [[[-557566776, 11398, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 61}
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id: 1378668
{'charpoly_factorization': [[[1022090128, 65368, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 67}
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id: 1378669
{'charpoly_factorization': [[[190949616, -61446, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 71}
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id: 1378670
{'charpoly_factorization': [[[705197636, 53412, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 73}
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id: 1378671
{'charpoly_factorization': [[[-281721704, -17122, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 79}
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id: 1378672
{'charpoly_factorization': [[[-922809744, -14304, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 83}
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id: 1378673
{'charpoly_factorization': [[[129501828, 58140, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 89}
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id: 1378674
{'charpoly_factorization': [[[8284064476, -183056, 1], 1]], 'hecke_orbit_code': 13510798982775609, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '825.6.a.d', 'level': 825, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 136694000
{'hecke_orbit_code': 13510798982775609, 'n': 1, 'trace_an': 2}
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id: 136694001
{'hecke_orbit_code': 13510798982775609, 'n': 2, 'trace_an': -1}
-
id: 136694002
{'hecke_orbit_code': 13510798982775609, 'n': 3, 'trace_an': 18}
-
id: 136694003
{'hecke_orbit_code': 13510798982775609, 'n': 4, 'trace_an': 93}
-
id: 136694004
{'hecke_orbit_code': 13510798982775609, 'n': 5, 'trace_an': 0}
-
id: 136694005
{'hecke_orbit_code': 13510798982775609, 'n': 6, 'trace_an': -9}
-
id: 136694006
{'hecke_orbit_code': 13510798982775609, 'n': 7, 'trace_an': 18}
-
id: 136694007
{'hecke_orbit_code': 13510798982775609, 'n': 8, 'trace_an': -171}
-
id: 136694008
{'hecke_orbit_code': 13510798982775609, 'n': 9, 'trace_an': 162}
-
id: 136694009
{'hecke_orbit_code': 13510798982775609, 'n': 10, 'trace_an': 0}
-
id: 136694010
{'hecke_orbit_code': 13510798982775609, 'n': 11, 'trace_an': 242}
-
id: 136694011
{'hecke_orbit_code': 13510798982775609, 'n': 12, 'trace_an': 837}
-
id: 136694012
{'hecke_orbit_code': 13510798982775609, 'n': 13, 'trace_an': 66}
-
id: 136694013
{'hecke_orbit_code': 13510798982775609, 'n': 14, 'trace_an': 304}
-
id: 136694014
{'hecke_orbit_code': 13510798982775609, 'n': 15, 'trace_an': 0}
-
id: 136694015
{'hecke_orbit_code': 13510798982775609, 'n': 16, 'trace_an': -543}
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id: 136694016
{'hecke_orbit_code': 13510798982775609, 'n': 17, 'trace_an': 920}
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id: 136694017
{'hecke_orbit_code': 13510798982775609, 'n': 18, 'trace_an': -81}
-
id: 136694018
{'hecke_orbit_code': 13510798982775609, 'n': 19, 'trace_an': -2932}
-
id: 136694019
{'hecke_orbit_code': 13510798982775609, 'n': 20, 'trace_an': 0}
-
id: 136694020
{'hecke_orbit_code': 13510798982775609, 'n': 21, 'trace_an': 162}
-
id: 136694021
{'hecke_orbit_code': 13510798982775609, 'n': 22, 'trace_an': -121}
-
id: 136694022
{'hecke_orbit_code': 13510798982775609, 'n': 23, 'trace_an': -5246}
-
id: 136694023
{'hecke_orbit_code': 13510798982775609, 'n': 24, 'trace_an': -1539}
-
id: 136694024
{'hecke_orbit_code': 13510798982775609, 'n': 25, 'trace_an': 0}
-
id: 136694025
{'hecke_orbit_code': 13510798982775609, 'n': 26, 'trace_an': -16622}
-
id: 136694026
{'hecke_orbit_code': 13510798982775609, 'n': 27, 'trace_an': 1458}
-
id: 136694027
{'hecke_orbit_code': 13510798982775609, 'n': 28, 'trace_an': 524}
-
id: 136694028
{'hecke_orbit_code': 13510798982775609, 'n': 29, 'trace_an': -12600}
-
id: 136694029
{'hecke_orbit_code': 13510798982775609, 'n': 30, 'trace_an': 0}
-
id: 136694030
{'hecke_orbit_code': 13510798982775609, 'n': 31, 'trace_an': 9936}
-
id: 136694031
{'hecke_orbit_code': 13510798982775609, 'n': 32, 'trace_an': -3803}
-
id: 136694032
{'hecke_orbit_code': 13510798982775609, 'n': 33, 'trace_an': 2178}
-
id: 136694033
{'hecke_orbit_code': 13510798982775609, 'n': 34, 'trace_an': 166}
-
id: 136694034
{'hecke_orbit_code': 13510798982775609, 'n': 35, 'trace_an': 0}
-
id: 136694035
{'hecke_orbit_code': 13510798982775609, 'n': 36, 'trace_an': 7533}
-
id: 136694036
{'hecke_orbit_code': 13510798982775609, 'n': 37, 'trace_an': -5996}
-
id: 136694037
{'hecke_orbit_code': 13510798982775609, 'n': 38, 'trace_an': 840}
-
id: 136694038
{'hecke_orbit_code': 13510798982775609, 'n': 39, 'trace_an': 594}
-
id: 136694039
{'hecke_orbit_code': 13510798982775609, 'n': 40, 'trace_an': 0}
-
id: 136694040
{'hecke_orbit_code': 13510798982775609, 'n': 41, 'trace_an': 24244}
-
id: 136694041
{'hecke_orbit_code': 13510798982775609, 'n': 42, 'trace_an': 2736}
-
id: 136694042
{'hecke_orbit_code': 13510798982775609, 'n': 43, 'trace_an': -20360}
-
id: 136694043
{'hecke_orbit_code': 13510798982775609, 'n': 44, 'trace_an': 11253}
-
id: 136694044
{'hecke_orbit_code': 13510798982775609, 'n': 45, 'trace_an': 0}
-
id: 136694045
{'hecke_orbit_code': 13510798982775609, 'n': 46, 'trace_an': 6692}
-
id: 136694046
{'hecke_orbit_code': 13510798982775609, 'n': 47, 'trace_an': 5806}
-
id: 136694047
{'hecke_orbit_code': 13510798982775609, 'n': 48, 'trace_an': -4887}
-
id: 136694048
{'hecke_orbit_code': 13510798982775609, 'n': 49, 'trace_an': -32826}
-
id: 136694049
{'hecke_orbit_code': 13510798982775609, 'n': 50, 'trace_an': 0}
-
id: 136694050
{'hecke_orbit_code': 13510798982775609, 'n': 51, 'trace_an': 8280}
-
id: 136694051
{'hecke_orbit_code': 13510798982775609, 'n': 52, 'trace_an': 19658}
-
id: 136694052
{'hecke_orbit_code': 13510798982775609, 'n': 53, 'trace_an': -40770}
-
id: 136694053
{'hecke_orbit_code': 13510798982775609, 'n': 54, 'trace_an': -729}
-
id: 136694054
{'hecke_orbit_code': 13510798982775609, 'n': 55, 'trace_an': 0}
-
id: 136694055
{'hecke_orbit_code': 13510798982775609, 'n': 56, 'trace_an': 3156}
-
id: 136694056
{'hecke_orbit_code': 13510798982775609, 'n': 57, 'trace_an': -26388}
-
id: 136694057
{'hecke_orbit_code': 13510798982775609, 'n': 58, 'trace_an': 26958}
-
id: 136694058
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