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{'Nk2': 15876, 'analytic_conductor': 70.72926453752446, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [441, 1, [344, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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, [10, 1]], [5, [106, 1]], [13, [670, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728034233, 'hecke_ring_generator_nbound': 1, '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': '441.6.a.b', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.6.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-10q^{2}+68q^{4}-106q^{5}-360q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '441.6.a', 'trace_display': [-10, 0, -106, 0], 'trace_hash': 2259416175481945862, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.988', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.953', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 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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], [7, -1]], 24, 15], [[[3, 1], [7, -1]], 19, 6], [[[3, -1], [7, 1]], 25, 7], [[[3, 1], [7, 1]], 15, 3]], 'ALdims': [15, 19, 25, 24], 'Nk2': 15876, 'analytic_conductor': 70.72926453752446, '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': [441, 1, [344, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 264, 'dim': 83, 'eis_dim': 32, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 100663737, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8], 'label': '441.6.a', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 296, 'mf_new_dim': 88, 'num_forms': 31, 'plus_dim': 39, 'prim_orbit_index': 1, 'relative_dim': 83, 'sturm_bound': 336, 'trace_bound': 13, 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mf_twists_nf • Show schema
Hide schema
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id: 323971
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '441.6.a.b', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '21.6.a.d', 'target_level': 21, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 323972
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '441.6.a.b', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '63.6.a.a', 'target_level': 63, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 323973
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '441.6.a.b', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '147.6.a.g', 'target_level': 147, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 323974
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '441.6.a.b', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '147.6.e.a', 'target_level': 147, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
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id: 323975
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '441.6.a.b', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '147.6.e.b', 'target_level': 147, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 323976
{'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '441.6.a.b', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '336.6.a.a', 'target_level': 336, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 323977
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '441.6.a.b', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '441.6.a.b', 'target_level': 441, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 323978
{'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '441.6.a.b', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '525.6.a.a', 'target_level': 525, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 6}
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id: 323979
{'conductor': 105, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '441.6.a.b', 'source_level': 441, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '525.6.d.a', 'target_level': 525, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '105.k', 'twisting_char_orbit': 11, 'weight': 6}
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id: 323980
{'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '441.6.a.b', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 29, 'target_is_minimal': False, 'target_label': '1008.6.a.bc', 'target_level': 1008, 'twist_class_label': '21.6.a.d', 'twist_class_level': 21, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 894700
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 2}
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id: 894701
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 3}
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id: 894702
{'charpoly_factorization': [[[106, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 5}
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id: 894703
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 7}
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id: 894704
{'charpoly_factorization': [[[92, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 11}
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id: 894705
{'charpoly_factorization': [[[670, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 13}
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id: 894706
{'charpoly_factorization': [[[222, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 17}
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id: 894707
{'charpoly_factorization': [[[-908, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 19}
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id: 894708
{'charpoly_factorization': [[[-1176, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 23}
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id: 894709
{'charpoly_factorization': [[[1118, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 29}
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id: 894710
{'charpoly_factorization': [[[3696, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 31}
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id: 894711
{'charpoly_factorization': [[[-4182, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 37}
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id: 894712
{'charpoly_factorization': [[[6662, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 41}
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id: 894713
{'charpoly_factorization': [[[3700, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 43}
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id: 894714
{'charpoly_factorization': [[[7056, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 47}
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id: 894715
{'charpoly_factorization': [[[-37578, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 53}
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id: 894716
{'charpoly_factorization': [[[-32700, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 59}
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id: 894717
{'charpoly_factorization': [[[-10802, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 61}
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id: 894718
{'charpoly_factorization': [[[-64996, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 67}
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id: 894719
{'charpoly_factorization': [[[-61320, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 71}
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id: 894720
{'charpoly_factorization': [[[38922, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 73}
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id: 894721
{'charpoly_factorization': [[[88096, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 79}
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id: 894722
{'charpoly_factorization': [[[-71892, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 83}
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id: 894723
{'charpoly_factorization': [[[-111818, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 89}
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id: 894724
{'charpoly_factorization': [[[-150846, 1], 1]], 'hecke_orbit_code': 4503599728034233, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '441.6.a.b', 'level': 441, 'portrait': 'data:image/png;base64,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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 74998000
{'hecke_orbit_code': 4503599728034233, 'n': 1, 'trace_an': 1}
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id: 74998001
{'hecke_orbit_code': 4503599728034233, 'n': 2, 'trace_an': -10}
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id: 74998002
{'hecke_orbit_code': 4503599728034233, 'n': 3, 'trace_an': 0}
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id: 74998003
{'hecke_orbit_code': 4503599728034233, 'n': 4, 'trace_an': 68}
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id: 74998004
{'hecke_orbit_code': 4503599728034233, 'n': 5, 'trace_an': -106}
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id: 74998005
{'hecke_orbit_code': 4503599728034233, 'n': 6, 'trace_an': 0}
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id: 74998006
{'hecke_orbit_code': 4503599728034233, 'n': 7, 'trace_an': 0}
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id: 74998007
{'hecke_orbit_code': 4503599728034233, 'n': 8, 'trace_an': -360}
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id: 74998008
{'hecke_orbit_code': 4503599728034233, 'n': 9, 'trace_an': 0}
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id: 74998009
{'hecke_orbit_code': 4503599728034233, 'n': 10, 'trace_an': 1060}
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id: 74998980
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id: 74998983
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id: 74998984
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id: 74998985
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id: 74998990
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id: 74998991
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id: 74998992
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id: 74998993
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id: 74998994
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id: 74998995
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id: 74998996
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id: 74998997
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id: 74998998
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id: 74998999
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