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{'Nk2': 18816, 'analytic_conductor': 37.561629110810294, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [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': [4704, 1, [1471, 1765, 3137, 4609], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 2624, 'field_disc_factorization': [[2, 6], [41, 1]], 'field_poly': [1, 2, -3, -2, 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': [[5, [28, 24, -8, -4, 1]], [11, [16, -48, -20, 4, 1]], [13, [68, 80, -4, -8, 1]], [19, [64, -64, -8, 8, 1]], [31, [-64, 128, -40, -8, 1]]], 'hecke_orbit': 50, 'hecke_orbit_code': 220676381774713440, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], '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': '4704.2.a.bx', 'level': 4704, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '4704.2.a.bw', 'nf_label': '4.4.2624.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{3}+(1+\\beta _{3})q^{5}+q^{9}+(-1-\\beta _{2}+\\cdots)q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4704.2.a', 'trace_display': [0, -4, 4, 0], 'trace_hash': 1923813961812628763, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.064', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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[1, 2, 2, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [1, 1, 0, 1], [5, 2, 1, 2], [5, 4, 1, 3]], 'hecke_ring_numerators': [[1, 0, 0, 0], [1, -2, -2, 1], [-3, -4, 2, 0], [-2, 4, 2, -1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '4704.2.a.bx', 'level': 4704, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1]], 12, 9], [[[2, -1], [3, 1], [7, -1]], 9, 8], [[[2, -1], [3, -1], [7, 1]], 9, 5], [[[2, 1], [3, -1], [7, -1]], 9, 7], [[[2, 1], [3, -1], [7, 1]], 11, 5], [[[2, -1], [3, 1], [7, 1]], 11, 5], [[[2, 1], [3, 1], [7, -1]], 12, 8], [[[2, 1], [3, 1], [7, 1]], 9, 5]], 'ALdims': [9, 12, 11, 9, 11, 9, 9, 12], 'Nk2': 18816, 'analytic_conductor': 37.561629110810294, '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': [4704, 1, [1471, 1765, 3137, 4609], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 833, 'dim': 82, 'eis_dim': 127, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13, 19, 31], 'hecke_orbit_code': 33559136, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4], 'label': '4704.2.a', 'level': 4704, 'level_is_prime': 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mf_twists_nf • Show schema
Hide schema
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id: 1219843
{'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 50, 'source_is_minimal': True, 'source_label': '4704.2.a.bx', 'source_level': 4704, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 49, 'target_is_minimal': True, 'target_label': '4704.2.a.bw', 'target_level': 4704, 'twist_class_label': '4704.2.a.bw', 'twist_class_level': 4704, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1219844
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 50, 'source_is_minimal': True, 'source_label': '4704.2.a.bx', 'source_level': 4704, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 50, 'target_is_minimal': True, 'target_label': '4704.2.a.bx', 'target_level': 4704, 'twist_class_label': '4704.2.a.bw', 'twist_class_level': 4704, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1219845
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 50, 'source_is_minimal': True, 'source_label': '4704.2.a.bx', 'source_level': 4704, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 51, 'target_is_minimal': True, 'target_label': '4704.2.a.by', 'target_level': 4704, 'twist_class_label': '4704.2.a.bw', 'twist_class_level': 4704, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1219846
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 50, 'source_is_minimal': True, 'source_label': '4704.2.a.bx', 'source_level': 4704, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 52, 'target_is_minimal': True, 'target_label': '4704.2.a.bz', 'target_level': 4704, 'twist_class_label': '4704.2.a.bw', 'twist_class_level': 4704, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1219847
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 50, 'source_is_minimal': True, 'source_label': '4704.2.a.bx', 'source_level': 4704, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 115, 'target_is_minimal': False, 'target_label': '9408.2.a.ek', 'target_level': 9408, 'twist_class_label': '4704.2.a.bw', 'twist_class_level': 4704, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1219848
{'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 50, 'source_is_minimal': True, 'source_label': '4704.2.a.bx', 'source_level': 4704, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 116, 'target_is_minimal': False, 'target_label': '9408.2.a.el', 'target_level': 9408, 'twist_class_label': '4704.2.a.bw', 'twist_class_level': 4704, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1219849
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 50, 'source_is_minimal': True, 'source_label': '4704.2.a.bx', 'source_level': 4704, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 117, 'target_is_minimal': False, 'target_label': '9408.2.a.em', 'target_level': 9408, 'twist_class_label': '4704.2.a.bw', 'twist_class_level': 4704, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1219850
{'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 50, 'source_is_minimal': True, 'source_label': '4704.2.a.bx', 'source_level': 4704, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 118, 'target_is_minimal': False, 'target_label': '9408.2.a.en', 'target_level': 9408, 'twist_class_label': '4704.2.a.bw', 'twist_class_level': 4704, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 3681825
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 220676381774713440, 'p': 2}
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id: 3681826
{'charpoly_factorization': [[[1, 1], 4]], 'hecke_orbit_code': 220676381774713440, 'p': 3}
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id: 3681827
{'charpoly_factorization': [[[28, 24, -8, -4, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 5}
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id: 3681828
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 220676381774713440, 'p': 7}
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id: 3681829
{'charpoly_factorization': [[[16, -48, -20, 4, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 11}
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id: 3681830
{'charpoly_factorization': [[[68, 80, -4, -8, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 13}
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id: 3681831
{'charpoly_factorization': [[[-100, 120, -24, -4, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 17}
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id: 3681832
{'charpoly_factorization': [[[64, -64, -8, 8, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 19}
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id: 3681833
{'charpoly_factorization': [[[-112, -48, 28, 12, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 23}
-
id: 3681834
{'charpoly_factorization': [[[64, 128, -56, 0, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 29}
-
id: 3681835
{'charpoly_factorization': [[[-64, 128, -40, -8, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 31}
-
id: 3681836
{'charpoly_factorization': [[[-32, 0, 1], 2]], 'hecke_orbit_code': 220676381774713440, 'p': 37}
-
id: 3681837
{'charpoly_factorization': [[[-4804, 920, 56, -20, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 41}
-
id: 3681838
{'charpoly_factorization': [[[-256, 384, -48, -8, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 43}
-
id: 3681839
{'charpoly_factorization': [[[-3008, 1024, -24, -16, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 47}
-
id: 3681840
{'charpoly_factorization': [[[272, -128, -72, 0, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 53}
-
id: 3681841
{'charpoly_factorization': [[[-1600, -960, -152, 0, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 59}
-
id: 3681842
{'charpoly_factorization': [[[-412, 160, 44, -16, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 61}
-
id: 3681843
{'charpoly_factorization': [[[-4352, 1664, -144, -8, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 67}
-
id: 3681844
{'charpoly_factorization': [[[272, -176, -36, 12, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 71}
-
id: 3681845
{'charpoly_factorization': [[[452, 144, -36, -8, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 73}
-
id: 3681846
{'charpoly_factorization': [[[-1024, -1024, -32, 16, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 79}
-
id: 3681847
{'charpoly_factorization': [[[1792, -256, -128, 0, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 83}
-
id: 3681848
{'charpoly_factorization': [[[-4772, 712, 168, -28, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 89}
-
id: 3681849
{'charpoly_factorization': [[[-1148, -1968, 508, -40, 1], 1]], 'hecke_orbit_code': 220676381774713440, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 50, 'label': '4704.2.a.bx', 'level': 4704, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 277146000
{'hecke_orbit_code': 220676381774713440, 'n': 1, 'trace_an': 4}
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id: 277146001
{'hecke_orbit_code': 220676381774713440, 'n': 2, 'trace_an': 0}
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id: 277146002
{'hecke_orbit_code': 220676381774713440, 'n': 3, 'trace_an': -4}
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id: 277146003
{'hecke_orbit_code': 220676381774713440, 'n': 4, 'trace_an': 0}
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id: 277146004
{'hecke_orbit_code': 220676381774713440, 'n': 5, 'trace_an': 4}
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id: 277146005
{'hecke_orbit_code': 220676381774713440, 'n': 6, 'trace_an': 0}
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id: 277146006
{'hecke_orbit_code': 220676381774713440, 'n': 7, 'trace_an': 0}
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id: 277146007
{'hecke_orbit_code': 220676381774713440, 'n': 8, 'trace_an': 0}
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id: 277146008
{'hecke_orbit_code': 220676381774713440, 'n': 9, 'trace_an': 4}
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id: 277146009
{'hecke_orbit_code': 220676381774713440, 'n': 10, 'trace_an': 0}
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id: 277146010
{'hecke_orbit_code': 220676381774713440, 'n': 11, 'trace_an': -4}
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id: 277146011
{'hecke_orbit_code': 220676381774713440, 'n': 12, 'trace_an': 0}
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id: 277146012
{'hecke_orbit_code': 220676381774713440, 'n': 13, 'trace_an': 8}
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id: 277146013
{'hecke_orbit_code': 220676381774713440, 'n': 14, 'trace_an': 0}
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id: 277146014
{'hecke_orbit_code': 220676381774713440, 'n': 15, 'trace_an': -4}
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id: 277146015
{'hecke_orbit_code': 220676381774713440, 'n': 16, 'trace_an': 0}
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id: 277146016
{'hecke_orbit_code': 220676381774713440, 'n': 17, 'trace_an': 4}
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id: 277146017
{'hecke_orbit_code': 220676381774713440, 'n': 18, 'trace_an': 0}
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id: 277146018
{'hecke_orbit_code': 220676381774713440, 'n': 19, 'trace_an': -8}
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id: 277146019
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