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{'Nk2': 27048, 'analytic_conductor': 53.9948418467898, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [7, 1], [23, -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': [6762, 1, [2255, 3727, 3823], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 138768, 'field_disc_factorization': [[2, 4], [3, 1], [7, 2], [59, 1]], 'field_poly': [8, 12, -11, -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, [8, 12, -11, -2, 1]], [11, [-199, 170, -22, -6, 1]], [13, [-56, -112, -34, 2, 1]], [17, [-62, -82, -25, 2, 1]]], 'hecke_orbit': 59, 'hecke_orbit_code': 261208778421049962, 'hecke_ring_generator_nbound': 13, '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': '6762.2.a.cg', 'level': 6762, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'minimal_twist': '966.2.i.n', 'nf_label': '4.4.138768.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}-q^{3}+q^{4}+\\beta _{1}q^{5}+q^{6}-q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6762.2.a', 'trace_display': [-4, -4, 2, 0], 'trace_hash': 2033242309983030945, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.749', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.569', 'prec': 17}, {'__RealLiteral__': 0, 'data': '38.971', 'prec': 20}, {'__RealLiteral__': 0, 'data': '18.410', 'prec': 20}, {'__RealLiteral__': 0, 'data': '657.229', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.014', 'prec': 17}, 'traces': [4, -4, -4, 4, 2, 4, 0, -4, 4, -2, 6, -4, -2, 0, -2, 4, -2, -4, -6, 2, 0, -6, 4, 4, 6, 2, -4, 0, -10, 2, -14, -4, -6, 2, 0, 4, 6, 6, 2, -2, 10, 0, 8, 6, 2, -4, -10, -4, 0, -6, 2, -2, 6, 4, 22, 0, 6, 10, 24, -2, -28, 14, 0, 4, 18, 6, 28, -2, -4, 0, 16, -4, 6, -6, -6, -6, 0, -2, -4, 2, 4, -10, 14, 0, -26, -8, 10, -6, -14, -2, 0, 4, 14, 10, -34, 4, 0, 0, 6, 6, -6, -2, -24, 2, 0, -6, 30, -4, 8, -22, -6, 0, 10, -6, 2, -10, -2, -24, 0, 2, 36, 28, -10, -14, 18, 0, -14, -4, -8, -18, 0, -6, 0, -28, -2, 2, 16, 4, 6, 0, 10, -16, 54, 4, -36, -6, 0, 6, 4, 6, -10, 6, -2, 0, 18, 2, -10, 4, -6, -2, 0, -4, 32, 10, -22, -14, 0, 0, 20, 26, -6, 8, -18, -10, 0, 6, -24, 14, 12, 2, -8, 0, 28, -4, 22, -14, -8, -10, 0, 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{'AL_dims': [[[[2, 1], [3, 1], [7, 1], [23, 1]], 12, 3], [[[2, -1], [3, -1], [7, -1], [23, -1]], 4, 4], [[[2, 1], [3, 1], [7, -1], [23, -1]], 10, 8], [[[2, 1], [3, 1], [7, -1], [23, 1]], 7, 5], [[[2, -1], [3, -1], [7, -1], [23, 1]], 13, 6], [[[2, -1], [3, 1], [7, -1], [23, -1]], 12, 8], [[[2, 1], [3, -1], [7, -1], [23, -1]], 11, 7], [[[2, -1], [3, -1], [7, 1], [23, -1]], 14, 5], [[[2, 1], [3, -1], [7, 1], [23, -1]], 7, 4], [[[2, 1], [3, -1], [7, -1], [23, 1]], 8, 6], [[[2, -1], [3, 1], [7, -1], [23, 1]], 9, 4], [[[2, 1], [3, -1], [7, 1], [23, 1]], 11, 3], [[[2, -1], [3, 1], [7, 1], [23, -1]], 9, 3], [[[2, -1], [3, -1], [7, 1], [23, 1]], 6, 2], [[[2, 1], [3, 1], [7, 1], [23, -1]], 8, 3], [[[2, -1], [3, 1], [7, 1], [23, 1]], 9, 3]], 'ALdims': [12, 8, 7, 10, 11, 7, 8, 11, 9, 9, 9, 12, 6, 14, 13, 4], 'Nk2': 27048, 'analytic_conductor': 53.9948418467898, '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': [6762, 1, [2255, 3727, 3823], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1313, 'dim': 150, 'eis_dim': 63, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13, 17], 'hecke_orbit_code': 33561194, '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, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 8, 8], 'label': '6762.2.a', 'level': 6762, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'mf_dim': 1376, 'mf_new_dim': 150, 'num_forms': 74, 'plus_dim': 65, 'prim_orbit_index': 1, 'relative_dim': 150, 'sturm_bound': 2688, 'trace_bound': 17, 'trace_display': [2, -2, 4, 0], 'traces': [150, 2, -2, 150, 4, -2, 0, 2, 150, 0, 0, -2, -4, 0, -4, 150, -4, 2, -12, 4, 0, -12, 0, -2, 146, 12, -2, 0, -4, 0, -16, 2, 4, 12, 0, 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mf_twists_cc • Show schema
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id: 49090120
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 261208778421049962, 'source_is_minimal': False, 'source_label': '6762.2.a.cg.1.3', 'source_level': 6762, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 261208778421049962, 'target_is_minimal': False, 'target_label': '6762.2.a.cg.1.3', 'target_level': 6762, 'twist_class_label': '966.2.i.n.277.2', 'twist_class_level': 966, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 49090121
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 261208778421049962, 'source_is_minimal': False, 'source_label': '6762.2.a.cg.1.3', 'source_level': 6762, 'target_conrey_index': 277, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 58547344945185734, 'target_is_minimal': True, 'target_label': '966.2.i.n.277.2', 'target_level': 966, 'twist_class_label': '966.2.i.n.277.2', 'twist_class_level': 966, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 49090122
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 261208778421049962, 'source_is_minimal': False, 'source_label': '6762.2.a.cg.1.3', 'source_level': 6762, 'target_conrey_index': 415, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 58547344945185734, 'target_is_minimal': True, 'target_label': '966.2.i.n.415.2', 'target_level': 966, 'twist_class_label': '966.2.i.n.277.2', 'twist_class_level': 966, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 49090123
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 261208778421049962, 'source_is_minimal': False, 'source_label': '6762.2.a.cg.1.3', 'source_level': 6762, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 265712378048420458, 'target_is_minimal': False, 'target_label': '6762.2.a.ch.1.2', 'target_level': 6762, 'twist_class_label': '966.2.i.n.277.2', 'twist_class_level': 966, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4279750
{'charpoly_factorization': [[[1, 1], 4]], 'hecke_orbit_code': 261208778421049962, 'p': 2}
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id: 4279751
{'charpoly_factorization': [[[1, 1], 4]], 'hecke_orbit_code': 261208778421049962, 'p': 3}
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id: 4279752
{'charpoly_factorization': [[[8, 12, -11, -2, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 5}
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id: 4279753
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 261208778421049962, 'p': 7}
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id: 4279754
{'charpoly_factorization': [[[-199, 170, -22, -6, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 11}
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id: 4279755
{'charpoly_factorization': [[[-56, -112, -34, 2, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 13}
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id: 4279756
{'charpoly_factorization': [[[-62, -82, -25, 2, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 17}
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id: 4279757
{'charpoly_factorization': [[[296, -80, -34, 6, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 19}
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id: 4279758
{'charpoly_factorization': [[[-1, 1], 4]], 'hecke_orbit_code': 261208778421049962, 'p': 23}
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id: 4279759
{'charpoly_factorization': [[[189, -126, -10, 10, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 29}
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id: 4279760
{'charpoly_factorization': [[[-636, -420, 5, 14, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 31}
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id: 4279761
{'charpoly_factorization': [[[32, 16, -22, -6, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 37}
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id: 4279762
{'charpoly_factorization': [[[-56, 224, -10, -10, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 41}
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id: 4279763
{'charpoly_factorization': [[[-2, 1], 4]], 'hecke_orbit_code': 261208778421049962, 'p': 43}
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id: 4279764
{'charpoly_factorization': [[[-2588, -1052, -79, 10, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 47}
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id: 4279765
{'charpoly_factorization': [[[-12, 24, 1, -6, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 53}
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id: 4279766
{'charpoly_factorization': [[[-7104, 1152, 97, -24, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 59}
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id: 4279767
{'charpoly_factorization': [[[128, 672, 244, 28, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 61}
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id: 4279768
{'charpoly_factorization': [[[-9008, 1232, 152, -28, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 67}
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id: 4279769
{'charpoly_factorization': [[[18, -66, 67, -16, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 71}
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id: 4279770
{'charpoly_factorization': [[[-1624, 868, -103, -6, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 73}
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id: 4279771
{'charpoly_factorization': [[[1213, -1244, -226, 4, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 79}
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id: 4279772
{'charpoly_factorization': [[[-3708, 1176, -43, -14, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 83}
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id: 4279773
{'charpoly_factorization': [[[-3072, -1344, -86, 14, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 89}
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id: 4279774
{'charpoly_factorization': [[[23888, 112, -319, 0, 1], 1]], 'hecke_orbit_code': 261208778421049962, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 59, 'label': '6762.2.a.cg', 'level': 6762, 'portrait': 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', 'weight': 2}
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id: 279161000
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id: 279161957
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id: 279161958
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id: 279161959
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id: 279161960
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id: 279161961
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id: 279161962
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id: 279161963
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id: 279161964
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id: 279161965
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id: 279161966
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id: 279161967
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id: 279161968
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id: 279161969
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id: 279161970
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id: 279161971
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id: 279161972
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id: 279161973
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id: 279161974
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id: 279161975
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id: 279161976
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id: 279161977
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id: 279161978
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id: 279161979
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id: 279161980
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id: 279161981
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id: 279161982
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id: 279161983
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id: 279161984
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id: 279161985
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id: 279161986
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id: 279161987
{'hecke_orbit_code': 261208778421049962, 'n': 988, 'trace_an': 36}
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id: 279161988
{'hecke_orbit_code': 261208778421049962, 'n': 989, 'trace_an': 8}
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id: 279161989
{'hecke_orbit_code': 261208778421049962, 'n': 990, 'trace_an': -22}
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id: 279161990
{'hecke_orbit_code': 261208778421049962, 'n': 991, 'trace_an': 30}
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id: 279161991
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id: 279161992
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id: 279161993
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id: 279161994
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id: 279161995
{'hecke_orbit_code': 261208778421049962, 'n': 996, 'trace_an': -14}
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id: 279161996
{'hecke_orbit_code': 261208778421049962, 'n': 997, 'trace_an': -34}
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id: 279161997
{'hecke_orbit_code': 261208778421049962, 'n': 998, 'trace_an': 6}
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id: 279161998
{'hecke_orbit_code': 261208778421049962, 'n': 999, 'trace_an': -6}
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id: 279161999
{'hecke_orbit_code': 261208778421049962, 'n': 1000, 'trace_an': -18}