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{'Nk2': 18900, 'analytic_conductor': 84.20150540181483, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 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': [525, 1, [176, 127, 451], [1, 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, [5, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728034317, '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': '525.6.a.b', 'level': 525, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '21.6.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-5q^{2}-9q^{3}-7q^{4}+45q^{6}+7^{2}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '525.6.a', 'trace_display': [-5, -9, 0, 49], 'trace_hash': 498306706277318644, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.992', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.003', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.969', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.080', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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[693230364], [-131655768]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599728034317, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '525.6.a.b', 'level': 525, 'maxp': 2999, 'weight': 6}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [7, -1]], 15, 2], [[[3, 1], [5, 1], [7, -1]], 10, 5], [[[3, 1], [5, -1], [7, -1]], 13, 2], [[[3, 1], [5, 1], [7, 1]], 12, 3], [[[3, -1], [5, -1], [7, 1]], 11, 2], [[[3, 1], [5, -1], [7, 1]], 13, 2], [[[3, -1], [5, 1], [7, -1]], 9, 4], [[[3, -1], [5, 1], [7, 1]], 13, 4]], 'ALdims': [12, 10, 13, 13, 13, 9, 11, 15], 'Nk2': 18900, 'analytic_conductor': 84.20150540181483, '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': [525, 1, [176, 127, 451], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 388, 'dim': 96, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663821, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 7, 7, 9, 9], 'label': '525.6.a', 'level': 525, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 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mf_twists_nf • Show schema
Hide schema
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id: 368704
{'conductor': 5, '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': '525.6.a.b', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '21.6.a.c', 'target_level': 21, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 368705
{'conductor': 15, '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': '525.6.a.b', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '63.6.a.b', 'target_level': 63, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 368706
{'conductor': 35, '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': '525.6.a.b', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '147.6.a.f', 'target_level': 147, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 368707
{'conductor': 35, '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': '525.6.a.b', 'source_level': 525, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '147.6.e.c', 'target_level': 147, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '35.j', 'twisting_char_orbit': 10, 'weight': 6}
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id: 368708
{'conductor': 35, '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': '525.6.a.b', 'source_level': 525, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '147.6.e.d', 'target_level': 147, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '35.i', 'twisting_char_orbit': 9, 'weight': 6}
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id: 368709
{'conductor': 20, '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': '525.6.a.b', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '336.6.a.i', 'target_level': 336, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 368710
{'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': '525.6.a.b', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '441.6.a.c', 'target_level': 441, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 6}
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id: 368711
{'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': '525.6.a.b', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '525.6.a.b', 'target_level': 525, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 368712
{'conductor': 5, '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': '525.6.a.b', 'source_level': 525, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '525.6.d.c', 'target_level': 525, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 368713
{'conductor': 60, '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': '525.6.a.b', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1008.6.a.a', 'target_level': 1008, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1005650
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 2}
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id: 1005651
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 3}
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id: 1005652
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 5}
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id: 1005653
{'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 7}
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id: 1005654
{'charpoly_factorization': [[[-52, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 11}
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id: 1005655
{'charpoly_factorization': [[[-770, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 13}
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id: 1005656
{'charpoly_factorization': [[[-2022, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 17}
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id: 1005657
{'charpoly_factorization': [[[-1732, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 19}
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id: 1005658
{'charpoly_factorization': [[[-576, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 23}
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id: 1005659
{'charpoly_factorization': [[[-5518, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 29}
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id: 1005660
{'charpoly_factorization': [[[-6336, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 31}
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id: 1005661
{'charpoly_factorization': [[[-7338, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 37}
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id: 1005662
{'charpoly_factorization': [[[3262, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 41}
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id: 1005663
{'charpoly_factorization': [[[5420, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 43}
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id: 1005664
{'charpoly_factorization': [[[864, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 47}
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id: 1005665
{'charpoly_factorization': [[[4182, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 53}
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id: 1005666
{'charpoly_factorization': [[[11220, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 59}
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id: 1005667
{'charpoly_factorization': [[[45602, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 61}
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id: 1005668
{'charpoly_factorization': [[[1396, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 67}
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id: 1005669
{'charpoly_factorization': [[[-18720, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 71}
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id: 1005670
{'charpoly_factorization': [[[46362, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 73}
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id: 1005671
{'charpoly_factorization': [[[-97424, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 79}
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id: 1005672
{'charpoly_factorization': [[[-81228, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 83}
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id: 1005673
{'charpoly_factorization': [[[3182, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 89}
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id: 1005674
{'charpoly_factorization': [[[4914, 1], 1]], 'hecke_orbit_code': 4503599728034317, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '525.6.a.b', 'level': 525, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 75082000
{'hecke_orbit_code': 4503599728034317, 'n': 1, 'trace_an': 1}
-
id: 75082001
{'hecke_orbit_code': 4503599728034317, 'n': 2, 'trace_an': -5}
-
id: 75082002
{'hecke_orbit_code': 4503599728034317, 'n': 3, 'trace_an': -9}
-
id: 75082003
{'hecke_orbit_code': 4503599728034317, 'n': 4, 'trace_an': -7}
-
id: 75082004
{'hecke_orbit_code': 4503599728034317, 'n': 5, 'trace_an': 0}
-
id: 75082005
{'hecke_orbit_code': 4503599728034317, 'n': 6, 'trace_an': 45}
-
id: 75082006
{'hecke_orbit_code': 4503599728034317, 'n': 7, 'trace_an': 49}
-
id: 75082007
{'hecke_orbit_code': 4503599728034317, 'n': 8, 'trace_an': 195}
-
id: 75082008
{'hecke_orbit_code': 4503599728034317, 'n': 9, 'trace_an': 81}
-
id: 75082009
{'hecke_orbit_code': 4503599728034317, 'n': 10, 'trace_an': 0}
-
id: 75082010
{'hecke_orbit_code': 4503599728034317, 'n': 11, 'trace_an': 52}
-
id: 75082011
{'hecke_orbit_code': 4503599728034317, 'n': 12, 'trace_an': 63}
-
id: 75082012
{'hecke_orbit_code': 4503599728034317, 'n': 13, 'trace_an': 770}
-
id: 75082013
{'hecke_orbit_code': 4503599728034317, 'n': 14, 'trace_an': -245}
-
id: 75082014
{'hecke_orbit_code': 4503599728034317, 'n': 15, 'trace_an': 0}
-
id: 75082015
{'hecke_orbit_code': 4503599728034317, 'n': 16, 'trace_an': -751}
-
id: 75082016
{'hecke_orbit_code': 4503599728034317, 'n': 17, 'trace_an': 2022}
-
id: 75082017
{'hecke_orbit_code': 4503599728034317, 'n': 18, 'trace_an': -405}
-
id: 75082018
{'hecke_orbit_code': 4503599728034317, 'n': 19, 'trace_an': 1732}
-
id: 75082019
{'hecke_orbit_code': 4503599728034317, 'n': 20, 'trace_an': 0}
-
id: 75082020
{'hecke_orbit_code': 4503599728034317, 'n': 21, 'trace_an': -441}
-
id: 75082021
{'hecke_orbit_code': 4503599728034317, 'n': 22, 'trace_an': -260}
-
id: 75082022
{'hecke_orbit_code': 4503599728034317, 'n': 23, 'trace_an': 576}
-
id: 75082023
{'hecke_orbit_code': 4503599728034317, 'n': 24, 'trace_an': -1755}
-
id: 75082024
{'hecke_orbit_code': 4503599728034317, 'n': 25, 'trace_an': 0}
-
id: 75082025
{'hecke_orbit_code': 4503599728034317, 'n': 26, 'trace_an': -3850}
-
id: 75082026
{'hecke_orbit_code': 4503599728034317, 'n': 27, 'trace_an': -729}
-
id: 75082027
{'hecke_orbit_code': 4503599728034317, 'n': 28, 'trace_an': -343}
-
id: 75082028
{'hecke_orbit_code': 4503599728034317, 'n': 29, 'trace_an': 5518}
-
id: 75082029
{'hecke_orbit_code': 4503599728034317, 'n': 30, 'trace_an': 0}
-
id: 75082030
{'hecke_orbit_code': 4503599728034317, 'n': 31, 'trace_an': 6336}
-
id: 75082031
{'hecke_orbit_code': 4503599728034317, 'n': 32, 'trace_an': -2485}
-
id: 75082032
{'hecke_orbit_code': 4503599728034317, 'n': 33, 'trace_an': -468}
-
id: 75082033
{'hecke_orbit_code': 4503599728034317, 'n': 34, 'trace_an': -10110}
-
id: 75082034
{'hecke_orbit_code': 4503599728034317, 'n': 35, 'trace_an': 0}
-
id: 75082035
{'hecke_orbit_code': 4503599728034317, 'n': 36, 'trace_an': -567}
-
id: 75082036
{'hecke_orbit_code': 4503599728034317, 'n': 37, 'trace_an': 7338}
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