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{'Nk2': 8100, 'analytic_conductor': 36.08635945792064, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [225, 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': [[2, [4, 1]], [7, [225, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728034017, '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': '225.6.a.b', 'level': 225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '75.6.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}-2^{4}q^{4}-15^{2}q^{7}+192q^{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': '225.6.a', 'trace_display': [-4, 0, 0, -225], 'trace_hash': 2135916679044828280, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.014', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.037', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.081', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.143', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.321', 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mf_hecke_nf • Show schema
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[0, 1], 'hecke_orbit_code': 4503599728034017, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '225.6.a.b', 'level': 225, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1]], 11, 6], [[[3, 1], [5, 1]], 7, 4], [[[3, 1], [5, -1]], 9, 4], [[[3, -1], [5, 1]], 11, 8]], 'ALdims': [7, 9, 11, 11], 'Nk2': 8100, 'analytic_conductor': 36.08635945792064, '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': [225, 1, [101, 127], [1, 1]], 'conrey_index': 1, 'cusp_dim': 138, 'dim': 38, 'eis_dim': 24, 'eis_new_dim': 3, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 100663521, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4], 'label': '225.6.a', 'level': 225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 162, 'mf_new_dim': 41, 'num_forms': 22, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 38, 'sturm_bound': 180, 'trace_bound': 7, 'trace_display': [0, 0, 0, -80], 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mf_twists_nf • Show schema
Hide schema
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id: 182778
{'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': '225.6.a.b', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '75.6.a.b', 'target_level': 75, 'twist_class_label': '75.6.a.b', 'twist_class_level': 75, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 182779
{'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': '225.6.a.b', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '75.6.a.d', 'target_level': 75, 'twist_class_label': '75.6.a.b', 'twist_class_level': 75, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 182780
{'conductor': 15, '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': '225.6.a.b', 'source_level': 225, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.6.b.c', 'target_level': 75, 'twist_class_label': '75.6.a.b', 'twist_class_level': 75, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 182781
{'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': '225.6.a.b', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '225.6.a.b', 'target_level': 225, 'twist_class_label': '75.6.a.b', 'twist_class_level': 75, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 182782
{'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': '225.6.a.b', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '225.6.a.g', 'target_level': 225, 'twist_class_label': '75.6.a.b', 'twist_class_level': 75, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 182783
{'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': '225.6.a.b', 'source_level': 225, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '225.6.b.c', 'target_level': 225, 'twist_class_label': '75.6.a.b', 'twist_class_level': 75, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 540325
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 2}
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id: 540326
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 3}
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id: 540327
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 5}
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id: 540328
{'charpoly_factorization': [[[225, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 7}
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id: 540329
{'charpoly_factorization': [[[-434, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 11}
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id: 540330
{'charpoly_factorization': [[[-613, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 13}
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id: 540331
{'charpoly_factorization': [[[-878, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 17}
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id: 540332
{'charpoly_factorization': [[[731, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 19}
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id: 540333
{'charpoly_factorization': [[[2850, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 23}
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id: 540334
{'charpoly_factorization': [[[-7582, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 29}
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id: 540335
{'charpoly_factorization': [[[-2175, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 31}
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id: 540336
{'charpoly_factorization': [[[9310, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 37}
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id: 540337
{'charpoly_factorization': [[[-12040, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 41}
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id: 540338
{'charpoly_factorization': [[[1121, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 43}
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id: 540339
{'charpoly_factorization': [[[29878, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 47}
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id: 540340
{'charpoly_factorization': [[[5740, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 53}
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id: 540341
{'charpoly_factorization': [[[-5174, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 59}
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id: 540342
{'charpoly_factorization': [[[38717, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 61}
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id: 540343
{'charpoly_factorization': [[[-31707, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 67}
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id: 540344
{'charpoly_factorization': [[[64472, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 71}
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id: 540345
{'charpoly_factorization': [[[19790, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 73}
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id: 540346
{'charpoly_factorization': [[[105000, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 79}
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id: 540347
{'charpoly_factorization': [[[-3318, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 83}
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id: 540348
{'charpoly_factorization': [[[-65376, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 89}
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id: 540349
{'charpoly_factorization': [[[89143, 1], 1]], 'hecke_orbit_code': 4503599728034017, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '225.6.a.b', 'level': 225, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 74782000
{'hecke_orbit_code': 4503599728034017, 'n': 1, 'trace_an': 1}
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id: 74782001
{'hecke_orbit_code': 4503599728034017, 'n': 2, 'trace_an': -4}
-
id: 74782002
{'hecke_orbit_code': 4503599728034017, 'n': 3, 'trace_an': 0}
-
id: 74782003
{'hecke_orbit_code': 4503599728034017, 'n': 4, 'trace_an': -16}
-
id: 74782004
{'hecke_orbit_code': 4503599728034017, 'n': 5, 'trace_an': 0}
-
id: 74782005
{'hecke_orbit_code': 4503599728034017, 'n': 6, 'trace_an': 0}
-
id: 74782006
{'hecke_orbit_code': 4503599728034017, 'n': 7, 'trace_an': -225}
-
id: 74782007
{'hecke_orbit_code': 4503599728034017, 'n': 8, 'trace_an': 192}
-
id: 74782008
{'hecke_orbit_code': 4503599728034017, 'n': 9, 'trace_an': 0}
-
id: 74782009
{'hecke_orbit_code': 4503599728034017, 'n': 10, 'trace_an': 0}
-
id: 74782010
{'hecke_orbit_code': 4503599728034017, 'n': 11, 'trace_an': 434}
-
id: 74782011
{'hecke_orbit_code': 4503599728034017, 'n': 12, 'trace_an': 0}
-
id: 74782012
{'hecke_orbit_code': 4503599728034017, 'n': 13, 'trace_an': 613}
-
id: 74782013
{'hecke_orbit_code': 4503599728034017, 'n': 14, 'trace_an': 900}
-
id: 74782014
{'hecke_orbit_code': 4503599728034017, 'n': 15, 'trace_an': 0}
-
id: 74782015
{'hecke_orbit_code': 4503599728034017, 'n': 16, 'trace_an': -256}
-
id: 74782016
{'hecke_orbit_code': 4503599728034017, 'n': 17, 'trace_an': 878}
-
id: 74782017
{'hecke_orbit_code': 4503599728034017, 'n': 18, 'trace_an': 0}
-
id: 74782018
{'hecke_orbit_code': 4503599728034017, 'n': 19, 'trace_an': -731}
-
id: 74782019
{'hecke_orbit_code': 4503599728034017, 'n': 20, 'trace_an': 0}
-
id: 74782020
{'hecke_orbit_code': 4503599728034017, 'n': 21, 'trace_an': 0}
-
id: 74782021
{'hecke_orbit_code': 4503599728034017, 'n': 22, 'trace_an': -1736}
-
id: 74782022
{'hecke_orbit_code': 4503599728034017, 'n': 23, 'trace_an': -2850}
-
id: 74782023
{'hecke_orbit_code': 4503599728034017, 'n': 24, 'trace_an': 0}
-
id: 74782024
{'hecke_orbit_code': 4503599728034017, 'n': 25, 'trace_an': 0}
-
id: 74782025
{'hecke_orbit_code': 4503599728034017, 'n': 26, 'trace_an': -2452}
-
id: 74782026
{'hecke_orbit_code': 4503599728034017, 'n': 27, 'trace_an': 0}
-
id: 74782027
{'hecke_orbit_code': 4503599728034017, 'n': 28, 'trace_an': 3600}
-
id: 74782028
{'hecke_orbit_code': 4503599728034017, 'n': 29, 'trace_an': 7582}
-
id: 74782029
{'hecke_orbit_code': 4503599728034017, 'n': 30, 'trace_an': 0}
-
id: 74782030
{'hecke_orbit_code': 4503599728034017, 'n': 31, 'trace_an': 2175}
-
id: 74782031
{'hecke_orbit_code': 4503599728034017, 'n': 32, 'trace_an': -5120}
-
id: 74782032
{'hecke_orbit_code': 4503599728034017, 'n': 33, 'trace_an': 0}
-
id: 74782033
{'hecke_orbit_code': 4503599728034017, 'n': 34, 'trace_an': -3512}
-
id: 74782034
{'hecke_orbit_code': 4503599728034017, 'n': 35, 'trace_an': 0}
-
id: 74782035
{'hecke_orbit_code': 4503599728034017, 'n': 36, 'trace_an': 0}
-
id: 74782036
{'hecke_orbit_code': 4503599728034017, 'n': 37, 'trace_an': -9310}
-
id: 74782037
{'hecke_orbit_code': 4503599728034017, 'n': 38, 'trace_an': 2924}
-
id: 74782038
{'hecke_orbit_code': 4503599728034017, 'n': 39, 'trace_an': 0}
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