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{'Nk2': 34200, 'analytic_conductor': 68.27209372819473, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, -1], [19, 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': [8550, 1, [1901, 1027, 1351], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 148, 'field_disc_factorization': [[2, 2], [37, 1]], 'field_poly': [1, -3, -1, 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': [[7, [-16, -16, 0, 1]], [11, [32, -16, -4, 1]], [13, [-8, -4, 6, 1]], [17, [8, 20, -10, 1]], [23, [8, -4, -6, 1]], [53, [152, 12, -14, 1]]], 'hecke_orbit': 70, 'hecke_orbit_code': 310748374322127206, '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': False, 'label': '8550.2.a.cr', 'level': 8550, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 19], 'level_radical': 570, 'minimal_twist': '570.2.d.d', 'nf_label': '3.3.148.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{4}-\\beta _{2}q^{7}+q^{8}+(1-\\beta _{1}+\\cdots)q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8550.2.a', 'trace_display': [3, 0, 0, 0], 'trace_hash': 1072894936824033295, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.012', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_cc • Show schema
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'hecke_orbit': 70, 'hecke_orbit_code': 310748374322127206, 'label': '8550.2.a.cr.1.1', 'level': 8550, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [19, -1]], 9, 4], [[[2, -1], [3, 1], [5, 1], [19, -1]], 6, 3], [[[2, -1], [3, 1], [5, 1], [19, 1]], 7, 4], [[[2, 1], [3, 1], [5, -1], [19, -1]], 9, 2], [[[2, 1], [3, -1], [5, -1], [19, 1]], 10, 6], [[[2, 1], [3, 1], [5, -1], [19, 1]], 7, 2], [[[2, -1], [3, 1], [5, -1], [19, 1]], 7, 2], [[[2, 1], [3, 1], [5, 1], [19, 1]], 7, 4], [[[2, -1], [3, 1], [5, -1], [19, -1]], 9, 2], [[[2, 1], [3, 1], [5, 1], [19, -1]], 6, 3], [[[2, 1], [3, -1], [5, -1], [19, -1]], 12, 5], [[[2, 1], [3, -1], [5, 1], [19, -1]], 8, 7], [[[2, -1], [3, -1], [5, 1], [19, -1]], 13, 10], [[[2, 1], [3, -1], [5, 1], [19, 1]], 12, 8], [[[2, -1], [3, -1], [5, -1], [19, 1]], 13, 7], [[[2, -1], [3, -1], [5, 1], [19, 1]], 8, 7]], 'ALdims': [7, 6, 7, 9, 12, 8, 10, 12, 7, 6, 7, 9, 8, 13, 13, 9], 'Nk2': 34200, 'analytic_conductor': 68.27209372819473, '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': [8550, 1, [1901, 1027, 1351], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1753, 'dim': 143, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 13, 17, 23, 53], 'hecke_orbit_code': 33562982, '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, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 6, 6], 'label': '8550.2.a', 'level': 8550, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 19], 'level_radical': 570, 'mf_dim': 1848, 'mf_new_dim': 143, 'num_forms': 76, 'plus_dim': 64, 'prim_orbit_index': 1, 'relative_dim': 143, 'sturm_bound': 3600, 'trace_bound': 23, 'trace_display': [1, 0, 0, -2], 'traces': [143, 1, 0, 143, 0, 0, -2, 1, 0, 0, -12, 0, -2, -4, 0, 143, 4, 0, 1, 0, 0, -4, 6, 0, 0, -12, 0, -2, -18, 0, 12, 1, 0, -22, 0, 0, 34, 3, 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mf_twists_cc • Show schema
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id: 49131022
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 310748374322127206, 'source_is_minimal': False, 'source_label': '8550.2.a.cr.1.1', 'source_level': 8550, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 310748374322127206, 'target_is_minimal': False, 'target_label': '8550.2.a.cr.1.1', 'target_level': 8550, 'twist_class_label': '570.2.d.d.229.1', 'twist_class_level': 570, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 49131023
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 310748374322127206, 'source_is_minimal': False, 'source_label': '8550.2.a.cr.1.1', 'source_level': 8550, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 162129586618895138, 'target_is_minimal': False, 'target_label': '2850.2.a.bk.1.1', 'target_level': 2850, 'twist_class_label': '570.2.d.d.229.1', 'twist_class_level': 570, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 49131024
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 310748374322127206, 'source_is_minimal': False, 'source_label': '8550.2.a.cr.1.1', 'source_level': 8550, 'target_conrey_index': 1369, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 18014604701468334, 'target_is_minimal': False, 'target_label': '1710.2.d.e.1369.6', 'target_level': 1710, 'twist_class_label': '570.2.d.d.229.1', 'twist_class_level': 570, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 49131025
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 310748374322127206, 'source_is_minimal': False, 'source_label': '8550.2.a.cr.1.1', 'source_level': 8550, 'target_conrey_index': 1369, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014604701468334, 'target_is_minimal': False, 'target_label': '1710.2.d.e.1369.3', 'target_level': 1710, 'twist_class_label': '570.2.d.d.229.1', 'twist_class_level': 570, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 49131026
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 310748374322127206, 'source_is_minimal': False, 'source_label': '8550.2.a.cr.1.1', 'source_level': 8550, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 256705178793681254, 'target_is_minimal': False, 'target_label': '8550.2.a.cf.1.3', 'target_level': 8550, 'twist_class_label': '570.2.d.d.229.1', 'twist_class_level': 570, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 49131027
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 310748374322127206, 'source_is_minimal': False, 'source_label': '8550.2.a.cr.1.1', 'source_level': 8550, 'target_conrey_index': 229, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511005074096698, 'target_is_minimal': True, 'target_label': '570.2.d.d.229.1', 'target_level': 570, 'twist_class_label': '570.2.d.d.229.1', 'twist_class_level': 570, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 49131028
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 310748374322127206, 'source_is_minimal': False, 'source_label': '8550.2.a.cr.1.1', 'source_level': 8550, 'target_conrey_index': 229, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13511005074096698, 'target_is_minimal': True, 'target_label': '570.2.d.d.229.4', 'target_level': 570, 'twist_class_label': '570.2.d.d.229.1', 'twist_class_level': 570, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 2}
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id: 49131029
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 310748374322127206, 'source_is_minimal': False, 'source_label': '8550.2.a.cr.1.1', 'source_level': 8550, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 175640385501006626, 'target_is_minimal': False, 'target_label': '2850.2.a.bn.1.3', 'target_level': 2850, 'twist_class_label': '570.2.d.d.229.1', 'twist_class_level': 570, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 4786800
{'charpoly_factorization': [[[-1, 1], 3]], 'hecke_orbit_code': 310748374322127206, 'p': 2}
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id: 4786801
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 310748374322127206, 'p': 3}
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id: 4786802
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 310748374322127206, 'p': 5}
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id: 4786803
{'charpoly_factorization': [[[-16, -16, 0, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 7}
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id: 4786804
{'charpoly_factorization': [[[32, -16, -4, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 11}
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id: 4786805
{'charpoly_factorization': [[[-8, -4, 6, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 13}
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id: 4786806
{'charpoly_factorization': [[[8, 20, -10, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 17}
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id: 4786807
{'charpoly_factorization': [[[1, 1], 3]], 'hecke_orbit_code': 310748374322127206, 'p': 19}
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id: 4786808
{'charpoly_factorization': [[[8, -4, -6, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 23}
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id: 4786809
{'charpoly_factorization': [[[-40, 12, 10, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 29}
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id: 4786810
{'charpoly_factorization': [[[152, 28, -14, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 31}
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id: 4786811
{'charpoly_factorization': [[[232, -84, 2, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 37}
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id: 4786812
{'charpoly_factorization': [[[16, -16, 0, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 41}
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id: 4786813
{'charpoly_factorization': [[[8, -4, -10, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 43}
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id: 4786814
{'charpoly_factorization': [[[-184, -52, 2, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 47}
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id: 4786815
{'charpoly_factorization': [[[152, 12, -14, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 53}
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id: 4786816
{'charpoly_factorization': [[[40, 52, 14, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 59}
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id: 4786817
{'charpoly_factorization': [[[-2, 1], 3]], 'hecke_orbit_code': 310748374322127206, 'p': 61}
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id: 4786818
{'charpoly_factorization': [[[128, -32, -8, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 67}
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id: 4786819
{'charpoly_factorization': [[[64, -80, -4, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 71}
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id: 4786820
{'charpoly_factorization': [[[256, -64, -8, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 73}
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id: 4786821
{'charpoly_factorization': [[[-200, 124, -22, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 79}
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id: 4786822
{'charpoly_factorization': [[[16, -120, 0, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 83}
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id: 4786823
{'charpoly_factorization': [[[80, -48, 4, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 89}
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id: 4786824
{'charpoly_factorization': [[[216, -180, -6, 1], 1]], 'hecke_orbit_code': 310748374322127206, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 70, 'label': '8550.2.a.cr', 'level': 8550, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 280375000
{'hecke_orbit_code': 310748374322127206, 'n': 1, 'trace_an': 3}
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id: 280375001
{'hecke_orbit_code': 310748374322127206, 'n': 2, 'trace_an': 3}
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id: 280375002
{'hecke_orbit_code': 310748374322127206, 'n': 3, 'trace_an': 0}
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id: 280375003
{'hecke_orbit_code': 310748374322127206, 'n': 4, 'trace_an': 3}
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id: 280375004
{'hecke_orbit_code': 310748374322127206, 'n': 5, 'trace_an': 0}
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id: 280375005
{'hecke_orbit_code': 310748374322127206, 'n': 6, 'trace_an': 0}
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id: 280375006
{'hecke_orbit_code': 310748374322127206, 'n': 7, 'trace_an': 0}
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id: 280375007
{'hecke_orbit_code': 310748374322127206, 'n': 8, 'trace_an': 3}
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id: 280375008
{'hecke_orbit_code': 310748374322127206, 'n': 9, 'trace_an': 0}
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id: 280375009
{'hecke_orbit_code': 310748374322127206, 'n': 10, 'trace_an': 0}
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id: 280375010
{'hecke_orbit_code': 310748374322127206, 'n': 11, 'trace_an': 4}
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id: 280375011
{'hecke_orbit_code': 310748374322127206, 'n': 12, 'trace_an': 0}
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id: 280375012
{'hecke_orbit_code': 310748374322127206, 'n': 13, 'trace_an': -6}
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id: 280375013
{'hecke_orbit_code': 310748374322127206, 'n': 14, 'trace_an': 0}
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id: 280375014
{'hecke_orbit_code': 310748374322127206, 'n': 15, 'trace_an': 0}
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id: 280375015
{'hecke_orbit_code': 310748374322127206, 'n': 16, 'trace_an': 3}
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id: 280375016
{'hecke_orbit_code': 310748374322127206, 'n': 17, 'trace_an': 10}
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id: 280375017
{'hecke_orbit_code': 310748374322127206, 'n': 18, 'trace_an': 0}
-
id: 280375018
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