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{'Nk2': 27048, 'analytic_conductor': 53.9948418467898, 'analytic_rank': 1, '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, 'dim': 4, 'field_disc': 16448, 'field_disc_factorization': [[2, 6], [257, 1]], 'field_poly': [14, 8, -7, -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, [2, -12, 5, 6, 1]], [11, [56, 8, -18, 0, 1]], [13, [-124, -52, 19, 10, 1]], [17, [32, -96, 20, 12, 1]]], 'hecke_orbit': 67, 'hecke_orbit_code': 297237575440013930, 'hecke_ring_generator_nbound': 5, '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_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '6762.2.a.co', 'level': 6762, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'minimal_twist': '6762.2.a.cn', 'nf_label': '4.4.16448.2', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{3}+q^{4}+(-1-\\beta _{1})q^{5}+q^{6}+\\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, -6, 0], 'trace_hash': 982847390986808273, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.825', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '40.615', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '650.497', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.021', 'prec': 17}, 'traces': [4, 4, 4, 4, -6, 4, 0, 4, 4, -6, 0, 4, -10, 0, -6, 4, -12, 4, -8, -6, 0, 0, -4, 4, 6, -10, 4, 0, 6, -6, -8, 4, 0, -12, 0, 4, -6, -8, -10, -6, -14, 0, -6, 0, -6, -4, -2, 4, 0, 6, -12, -10, -4, 4, -8, 0, -8, 6, -8, -6, -12, -8, 0, 4, 6, 0, -4, -12, -4, 0, 0, 4, -12, -6, 6, -8, 0, -10, -24, -6, 4, -14, -16, 0, -16, -6, 6, 0, -12, -6, 0, -4, -8, -2, 12, 4, -30, 0, 0, 6, 0, -12, -14, -10, 0, -4, -28, 4, 10, -8, -6, 0, 18, -8, 6, 6, -10, -8, 0, -6, -8, -12, -14, -8, -30, 0, -10, 4, -6, 6, 16, 0, 0, -4, -6, -12, 22, -4, 10, 0, -2, 0, -24, 4, -18, -12, 0, -6, 0, 6, -2, -8, -12, 0, 12, -10, -40, -24, -4, -6, 0, 4, 0, -14, -8, -16, 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-0.2376380370239336, -0.19563406083658685, -0.24997496461284743, -0.18042231210857532, -0.34391944663817436, -0.31588095280059336, -0.35475341334051763, -0.15386829303706287, -0.24802323396547651, -0.43269955105418606, -0.3417697726805063, -0.30374553740411786, -0.32248224832102057, -0.3097928717044942, -0.4158995341161587, -0.3650987597331988, -0.21806099823444258, -0.2522596136748643, -0.26371635813299293, -0.30798578555541617, -0.14085119002226676, -0.18233505061547584, -0.28801898685305816, -0.22039974190783446, -0.1878266240798703, -0.3367281616838111, -0.2736280820386751, -0.23727514687156137, -0.31192924687128853, -0.2816852317192715, -0.22492524217727963, -0.32907612813422, -0.18684102885266288, -0.40256708821851106, -0.18268240300418415, -0.24194317657783063], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 2.8799608321090275, 'hecke_orbit': 67, 'hecke_orbit_code': 297237575440013930, 'label': '6762.2.a.co.1.1', 'level': 6762, 'weight': 2}
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mf_newspaces • Show schema
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{'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_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': 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, 150, 32, -8, 36, 0, -12, 0, 60, 0, 4, 4, -24, -2, 0, 86, 8, -4, 76, -2, 16, 0, 60, 68, 8, -4, 24, 8, 0, 150, 40, 0, 20, -4, -4, 0, -40, 2, 12, 52, 2, -12, 0, -4, 0, 4, 150, -4, 24, 0, 72, -16, 12, -12, -4, 0, 0, 0, 32, 8, -24, -2, -12, 0, 0, 146, 28, 8, -16, 12, 0, -24, -88, -2, 32, -8, -12, 0, 92, -8, -4, -4, -4, -40, 0, 0, 118, -4, -4, -16, 96, 0, 40, 2, -20, 48, 24, 4, 0, -48, -4, 12, -20, -4, 24, 0, 8, 8, 0, 150, 16, 44, 0, 32, 60, -6, -8, -8, -4, 0, -40, 36, 32, -56, 28, 0, 0, 2, 0, -12, -8, 20, 24, 0, 218, 72, -12, 60, 28, 4, 0, 0, -16, 36, -24, 4, 32, 0, 4, 4, 128, -16, 16, -24, 0, 8, 32, -2, 132, 20, 24, 0, 76, -12, 24, 86, -28, 60, 0, 8, 80, 24, 0, -4, 24, 0, 48, 76, 40, 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-32, 0, 8, 88, 0, 256, 20, -96, 0, 120, -64, -16, 68, -12, 88, 0, -52, -16, 124, 0, 12, 124, 0, 292, -24, -100, -72, 24, 8, 0, -216, -184, -20, 456, -64, 44, 0, -292, -24, 64, -96, 96, 160, 0, -4, 622, 120, -88, 52, 184, 0, 8, 18, -16, 168, 144, -2, 0, -160, 284, 24, -116, -40, -144, 0, 32, -40, -96, 12, 80, 120, 0, -56, 16, -8, 200, 8, -96, 0, -304, -28, 100, 120, -12, 72], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 49120555
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 297237575440013930, 'source_is_minimal': True, 'source_label': '6762.2.a.co.1.1', 'source_level': 6762, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 297237575440013930, 'target_is_minimal': True, 'target_label': '6762.2.a.co.1.1', 'target_level': 6762, 'twist_class_label': '6762.2.a.cn.1.4', 'twist_class_level': 6762, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 49120556
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 297237575440013930, 'source_is_minimal': True, 'source_label': '6762.2.a.co.1.1', 'source_level': 6762, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 292733975812643434, 'target_is_minimal': True, 'target_label': '6762.2.a.cn.1.4', 'target_level': 6762, 'twist_class_label': '6762.2.a.cn.1.4', 'twist_class_level': 6762, '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: 4279975
{'charpoly_factorization': [[[-1, 1], 4]], 'hecke_orbit_code': 297237575440013930, 'p': 2}
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id: 4279976
{'charpoly_factorization': [[[-1, 1], 4]], 'hecke_orbit_code': 297237575440013930, 'p': 3}
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id: 4279977
{'charpoly_factorization': [[[2, -12, 5, 6, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 5}
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id: 4279978
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 297237575440013930, 'p': 7}
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id: 4279979
{'charpoly_factorization': [[[56, 8, -18, 0, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 11}
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id: 4279980
{'charpoly_factorization': [[[-124, -52, 19, 10, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 13}
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id: 4279981
{'charpoly_factorization': [[[32, -96, 20, 12, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 17}
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id: 4279982
{'charpoly_factorization': [[[2, 4, 1], 2]], 'hecke_orbit_code': 297237575440013930, 'p': 19}
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id: 4279983
{'charpoly_factorization': [[[1, 1], 4]], 'hecke_orbit_code': 297237575440013930, 'p': 23}
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id: 4279984
{'charpoly_factorization': [[[-196, 132, -13, -6, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 29}
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id: 4279985
{'charpoly_factorization': [[[2, 4, 1], 2]], 'hecke_orbit_code': 297237575440013930, 'p': 31}
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id: 4279986
{'charpoly_factorization': [[[-4, -44, -21, 6, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 37}
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id: 4279987
{'charpoly_factorization': [[[-2, 12, 31, 14, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 41}
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id: 4279988
{'charpoly_factorization': [[[656, -168, -47, 6, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 43}
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id: 4279989
{'charpoly_factorization': [[[-2, -40, -23, 2, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 47}
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id: 4279990
{'charpoly_factorization': [[[-584, -472, -78, 4, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 53}
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id: 4279991
{'charpoly_factorization': [[[-224, -176, -18, 8, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 59}
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id: 4279992
{'charpoly_factorization': [[[124, -56, -32, 12, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 61}
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id: 4279993
{'charpoly_factorization': [[[64, -32, -44, 4, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 67}
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id: 4279994
{'charpoly_factorization': [[[56, -8, -18, 0, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 71}
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id: 4279995
{'charpoly_factorization': [[[-292, -312, -16, 12, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 73}
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id: 4279996
{'charpoly_factorization': [[[656, 640, 198, 24, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 79}
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id: 4279997
{'charpoly_factorization': [[[-8, -456, -2, 16, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 83}
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id: 4279998
{'charpoly_factorization': [[[248, -1128, -94, 12, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 89}
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id: 4279999
{'charpoly_factorization': [[[-5884, -436, 213, 30, 1], 1]], 'hecke_orbit_code': 297237575440013930, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 67, 'label': '6762.2.a.co', 'level': 6762, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 72269647
{'hecke_orbit_code': 297237575440013930, 'n': 1, 'trace_an': 4}
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id: 72269648
{'hecke_orbit_code': 297237575440013930, 'n': 2, 'trace_an': 4}
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id: 72269649
{'hecke_orbit_code': 297237575440013930, 'n': 3, 'trace_an': 4}
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id: 72269650
{'hecke_orbit_code': 297237575440013930, 'n': 4, 'trace_an': 4}
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id: 72269651
{'hecke_orbit_code': 297237575440013930, 'n': 5, 'trace_an': -6}
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id: 72269652
{'hecke_orbit_code': 297237575440013930, 'n': 6, 'trace_an': 4}
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id: 72269653
{'hecke_orbit_code': 297237575440013930, 'n': 7, 'trace_an': 0}
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id: 72269654
{'hecke_orbit_code': 297237575440013930, 'n': 8, 'trace_an': 4}
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id: 72269655
{'hecke_orbit_code': 297237575440013930, 'n': 9, 'trace_an': 4}
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id: 72269656
{'hecke_orbit_code': 297237575440013930, 'n': 10, 'trace_an': -6}
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id: 72269657
{'hecke_orbit_code': 297237575440013930, 'n': 11, 'trace_an': 0}
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