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{'Nk2': 22500, 'analytic_conductor': 44.91585113697022, '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': [5625, 1, [4376, 1252], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 1125, 'field_disc_factorization': [[3, 2], [5, 3]], 'field_poly': [1, 4, -4, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 15, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [1, 4, -4, -1, 1]], [7, [-5, -10, 0, 5, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195562006009, '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': '5625.2.a.m', 'level': 5625, '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': '1875.2.a.f', 'nf_label': '4.4.1125.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-\\beta _{2}-\\beta _{3})q^{2}+\\beta _{1}q^{4}+(-2-\\beta _{2}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5625.2.a', 'trace_display': [1, 0, 0, -5], 'trace_hash': 1520204352203490530, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.743', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.068', 'prec': 17}, {'__RealLiteral__': 0, 'data': '40.735', 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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]], 54, 9], [[[3, 1], [5, 1]], 36, 5], [[[3, 1], [5, -1]], 44, 4], [[[3, -1], [5, 1]], 58, 14]], 'ALdims': [36, 44, 58, 54], 'Nk2': 22500, 'analytic_conductor': 44.91585113697022, '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': [5625, 1, [4376, 1252], [1, 1]], 'conrey_index': 1, 'cusp_dim': 691, 'dim': 192, 'eis_dim': 119, 'eis_new_dim': 16, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 33560057, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 24], 'label': '5625.2.a', 'level': 5625, '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': 810, 'mf_new_dim': 208, 'num_forms': 32, 'plus_dim': 90, 'prim_orbit_index': 1, 'relative_dim': 192, 'sturm_bound': 1500, 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mf_twists_nf • Show schema
Hide schema
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id: 1267627
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '5625.2.a.m', 'source_level': 5625, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '1875.2.a.f', 'target_level': 1875, 'twist_class_label': '1875.2.a.f', 'twist_class_level': 1875, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1267628
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '5625.2.a.m', 'source_level': 5625, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '1875.2.a.g', 'target_level': 1875, 'twist_class_label': '1875.2.a.f', 'twist_class_level': 1875, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1267629
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '5625.2.a.m', 'source_level': 5625, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '1875.2.b.d', 'target_level': 1875, 'twist_class_label': '1875.2.a.f', 'twist_class_level': 1875, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 1267630
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '5625.2.a.m', 'source_level': 5625, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '5625.2.a.j', 'target_level': 5625, 'twist_class_label': '1875.2.a.f', 'twist_class_level': 1875, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1267631
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '5625.2.a.m', 'source_level': 5625, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '5625.2.a.m', 'target_level': 5625, 'twist_class_label': '1875.2.a.f', 'twist_class_level': 1875, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 3952600
{'charpoly_factorization': [[[1, 4, -4, -1, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 2}
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id: 3952601
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 54043195562006009, 'p': 3}
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id: 3952602
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 54043195562006009, 'p': 5}
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id: 3952603
{'charpoly_factorization': [[[-5, -10, 0, 5, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 7}
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id: 3952604
{'charpoly_factorization': [[[-9, 9, 6, -6, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 11}
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id: 3952605
{'charpoly_factorization': [[[-89, -92, -6, 7, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 13}
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id: 3952606
{'charpoly_factorization': [[[-359, -202, -16, 7, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 17}
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id: 3952607
{'charpoly_factorization': [[[-9, -36, 6, 9, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 19}
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id: 3952608
{'charpoly_factorization': [[[-5, 10, 20, -10, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 23}
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id: 3952609
{'charpoly_factorization': [[[1801, -1217, 284, -28, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 29}
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id: 3952610
{'charpoly_factorization': [[[-125, -125, 0, 10, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 31}
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id: 3952611
{'charpoly_factorization': [[[-1475, 1025, -90, -10, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 37}
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id: 3952612
{'charpoly_factorization': [[[145, 135, -70, 0, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 41}
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id: 3952613
{'charpoly_factorization': [[[-419, 341, -79, 1, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 43}
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id: 3952614
{'charpoly_factorization': [[[-6089, -1013, 89, 23, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 47}
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id: 3952615
{'charpoly_factorization': [[[2995, -270, -145, 0, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 53}
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id: 3952616
{'charpoly_factorization': [[[1531, -421, -154, 4, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 59}
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id: 3952617
{'charpoly_factorization': [[[10261, 4417, 669, 43, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 61}
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id: 3952618
{'charpoly_factorization': [[[151, -458, -61, 8, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 67}
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id: 3952619
{'charpoly_factorization': [[[271, 672, 134, -27, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 71}
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id: 3952620
{'charpoly_factorization': [[[2745, -900, -60, 15, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 73}
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id: 3952621
{'charpoly_factorization': [[[-3155, 1370, -105, -10, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 79}
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id: 3952622
{'charpoly_factorization': [[[13491, 198, -246, -3, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 83}
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id: 3952623
{'charpoly_factorization': [[[61, 96, -4, -9, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 89}
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id: 3952624
{'charpoly_factorization': [[[14701, -1448, -216, 13, 1], 1]], 'hecke_orbit_code': 54043195562006009, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 13, 'label': '5625.2.a.m', 'level': 5625, 'portrait': 'data:image/png;base64,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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 222730000
{'hecke_orbit_code': 54043195562006009, 'n': 1, 'trace_an': 4}
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id: 222730001
{'hecke_orbit_code': 54043195562006009, 'n': 2, 'trace_an': 1}
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id: 222730002
{'hecke_orbit_code': 54043195562006009, 'n': 3, 'trace_an': 0}
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id: 222730003
{'hecke_orbit_code': 54043195562006009, 'n': 4, 'trace_an': 1}
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id: 222730004
{'hecke_orbit_code': 54043195562006009, 'n': 5, 'trace_an': 0}
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id: 222730005
{'hecke_orbit_code': 54043195562006009, 'n': 6, 'trace_an': 0}
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id: 222730006
{'hecke_orbit_code': 54043195562006009, 'n': 7, 'trace_an': -5}
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id: 222730007
{'hecke_orbit_code': 54043195562006009, 'n': 8, 'trace_an': -3}
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id: 222730008
{'hecke_orbit_code': 54043195562006009, 'n': 9, 'trace_an': 0}
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id: 222730009
{'hecke_orbit_code': 54043195562006009, 'n': 10, 'trace_an': 0}
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