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{'Nk2': 7200, 'analytic_conductor': 26.550859502583275, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 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': [450, 1, [101, 127], [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': [[7, [11, 1]], [11, [-36, 1]], [17, [12, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798949220802, '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': True, 'label': '450.4.a.d', 'level': 450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '450.4.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+4q^{4}-11q^{7}-8q^{8}+6^{2}q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '450.4.a', 'trace_display': [-2, 0, 0, -11], 'trace_hash': 1800708780603422858, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.019', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.025', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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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], [3, -1], [5, 1]], 3, 3], [[[2, -1], [3, -1], [5, -1]], 3, 3], [[[2, 1], [3, -1], [5, -1]], 4, 4], [[[2, -1], [3, 1], [5, 1]], 2, 2], [[[2, -1], [3, 1], [5, -1]], 3, 2], [[[2, 1], [3, 1], [5, -1]], 3, 2], [[[2, 1], [3, 1], [5, 1]], 2, 2], [[[2, -1], [3, -1], [5, 1]], 4, 4]], 'ALdims': [2, 3, 3, 4, 2, 3, 4, 3], 'Nk2': 7200, 'analytic_conductor': 26.550859502583275, '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': [450, 1, [101, 127], [1, 1]], 'conrey_index': 1, 'cusp_dim': 246, 'dim': 24, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 17], 'hecke_orbit_code': 67109314, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2], 'label': '450.4.a', 'level': 450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 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mf_twists_nf • Show schema
Hide schema
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id: 331853
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '450.4.a.d', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '450.4.a.d', 'target_level': 450, 'twist_class_label': '450.4.a.d', 'twist_class_level': 450, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 331854
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '450.4.a.d', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '450.4.a.g', 'target_level': 450, 'twist_class_label': '450.4.a.d', 'twist_class_level': 450, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 331855
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '450.4.a.d', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': True, 'target_label': '450.4.a.n', 'target_level': 450, 'twist_class_label': '450.4.a.d', 'twist_class_level': 450, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 331856
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '450.4.a.d', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 19, 'target_is_minimal': True, 'target_label': '450.4.a.s', 'target_level': 450, 'twist_class_label': '450.4.a.d', 'twist_class_level': 450, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 331857
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '450.4.a.d', 'source_level': 450, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '450.4.c.b', 'target_level': 450, 'twist_class_label': '450.4.a.d', 'twist_class_level': 450, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 331858
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '450.4.a.d', 'source_level': 450, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '450.4.c.i', 'target_level': 450, 'twist_class_label': '450.4.a.d', 'twist_class_level': 450, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 910525
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 2}
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id: 910526
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 3}
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id: 910527
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 5}
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id: 910528
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 7}
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id: 910529
{'charpoly_factorization': [[[-36, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 11}
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id: 910530
{'charpoly_factorization': [[[17, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 13}
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id: 910531
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 17}
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id: 910532
{'charpoly_factorization': [[[91, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 19}
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id: 910533
{'charpoly_factorization': [[[-60, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 23}
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id: 910534
{'charpoly_factorization': [[[-276, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 29}
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id: 910535
{'charpoly_factorization': [[[-191, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 31}
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id: 910536
{'charpoly_factorization': [[[254, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 37}
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id: 910537
{'charpoly_factorization': [[[-60, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 41}
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id: 910538
{'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 43}
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id: 910539
{'charpoly_factorization': [[[600, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 47}
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id: 910540
{'charpoly_factorization': [[[-612, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 53}
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id: 910541
{'charpoly_factorization': [[[-744, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 59}
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id: 910542
{'charpoly_factorization': [[[-167, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 61}
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id: 910543
{'charpoly_factorization': [[[-457, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 67}
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id: 910544
{'charpoly_factorization': [[[-588, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 71}
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id: 910545
{'charpoly_factorization': [[[-970, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 73}
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id: 910546
{'charpoly_factorization': [[[-164, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 79}
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id: 910547
{'charpoly_factorization': [[[-696, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 83}
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id: 910548
{'charpoly_factorization': [[[-1248, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 89}
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id: 910549
{'charpoly_factorization': [[[-1099, 1], 1]], 'hecke_orbit_code': 13510798949220802, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '450.4.a.d', 'level': 450, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 134384000
{'hecke_orbit_code': 13510798949220802, 'n': 1, 'trace_an': 1}
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id: 134384001
{'hecke_orbit_code': 13510798949220802, 'n': 2, 'trace_an': -2}
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id: 134384002
{'hecke_orbit_code': 13510798949220802, 'n': 3, 'trace_an': 0}
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id: 134384003
{'hecke_orbit_code': 13510798949220802, 'n': 4, 'trace_an': 4}
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id: 134384004
{'hecke_orbit_code': 13510798949220802, 'n': 5, 'trace_an': 0}
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id: 134384005
{'hecke_orbit_code': 13510798949220802, 'n': 6, 'trace_an': 0}
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id: 134384006
{'hecke_orbit_code': 13510798949220802, 'n': 7, 'trace_an': -11}
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id: 134384007
{'hecke_orbit_code': 13510798949220802, 'n': 8, 'trace_an': -8}
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id: 134384008
{'hecke_orbit_code': 13510798949220802, 'n': 9, 'trace_an': 0}
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id: 134384009
{'hecke_orbit_code': 13510798949220802, 'n': 10, 'trace_an': 0}
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id: 134384010
{'hecke_orbit_code': 13510798949220802, 'n': 11, 'trace_an': 36}
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id: 134384011
{'hecke_orbit_code': 13510798949220802, 'n': 12, 'trace_an': 0}
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id: 134384012
{'hecke_orbit_code': 13510798949220802, 'n': 13, 'trace_an': -17}
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id: 134384013
{'hecke_orbit_code': 13510798949220802, 'n': 14, 'trace_an': 22}
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id: 134384014
{'hecke_orbit_code': 13510798949220802, 'n': 15, 'trace_an': 0}
-
id: 134384015
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{'hecke_orbit_code': 13510798949220802, 'n': 995, 'trace_an': 0}
-
id: 134384995
{'hecke_orbit_code': 13510798949220802, 'n': 996, 'trace_an': 0}
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id: 134384996
{'hecke_orbit_code': 13510798949220802, 'n': 997, 'trace_an': 46258}
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id: 134384997
{'hecke_orbit_code': 13510798949220802, 'n': 998, 'trace_an': -24658}
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id: 134384998
{'hecke_orbit_code': 13510798949220802, 'n': 999, 'trace_an': 0}
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id: 134384999
{'hecke_orbit_code': 13510798949220802, 'n': 1000, 'trace_an': 0}