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{'Nk2': 13320, 'analytic_conductor': 26.590183873086367, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [5, 1], [37, -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': [3330, 1, [371, 667, 631], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 5, 'field_disc': 23544108, 'field_disc_factorization': [[2, 2], [3, 4], [7, 2], [1483, 1]], 'field_poly': [-36, 9, 39, -20, -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, [-48, 48, 55, -21, -3, 1]], [11, [588, 210, -111, -29, 5, 1]], [13, [-368, 304, 112, -32, -5, 1]], [17, [84, 0, -63, -5, 7, 1]]], 'hecke_orbit': 37, 'hecke_orbit_code': 162129586618895618, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': '3330.2.a.bk', 'level': 3330, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 37], 'level_radical': 1110, 'minimal_twist': '3330.2.a.bk', 'nf_label': '5.5.23544108.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+q^{4}-q^{5}+(1+\\beta _{4})q^{7}-q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3330.2.a', 'trace_display': [-5, 0, -5, 3], 'trace_hash': 1092972751262221353, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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162129586618895618, 'label': '3330.2.a.bk.1.1', 'level': 3330, 'weight': 2}
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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [37, -1]], 2, 2], [[[2, -1], [3, 1], [5, 1], [37, -1]], 2, 2], [[[2, 1], [3, 1], [5, -1], [37, -1]], 2, 2], [[[2, 1], [3, -1], [5, -1], [37, 1]], 5, 3], [[[2, -1], [3, 1], [5, -1], [37, 1]], 1, 1], [[[2, -1], [3, -1], [5, 1], [37, 1]], 3, 2], [[[2, -1], [3, 1], [5, -1], [37, -1]], 5, 1], [[[2, 1], [3, 1], [5, -1], [37, 1]], 4, 2], [[[2, 1], [3, -1], [5, 1], [37, 1]], 5, 2], [[[2, -1], [3, 1], [5, 1], [37, 1]], 4, 2], [[[2, 1], [3, 1], [5, 1], [37, -1]], 5, 1], [[[2, 1], [3, -1], [5, -1], [37, -1]], 4, 3], [[[2, 1], [3, -1], [5, 1], [37, -1]], 5, 4], [[[2, -1], [3, -1], [5, 1], [37, -1]], 6, 4], [[[2, -1], [3, -1], [5, -1], [37, 1]], 6, 6], [[[2, 1], [3, 1], [5, 1], [37, 1]], 1, 1]], 'ALdims': [1, 5, 4, 2, 5, 5, 5, 4, 4, 2, 1, 5, 3, 6, 6, 2], 'Nk2': 13320, 'analytic_conductor': 26.590183873086367, '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': [3330, 1, [371, 667, 631], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 669, 'dim': 60, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 13, 17], 'hecke_orbit_code': 33557762, '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, 2, 2, 2, 2, 2, 3, 3, 3, 4, 5, 5], 'label': '3330.2.a', 'level': 3330, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 37], 'level_radical': 1110, 'mf_dim': 700, 'mf_new_dim': 60, 'num_forms': 38, 'plus_dim': 21, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 1368, 'trace_bound': 13, 'trace_display': [-2, 0, -2, 0], 'traces': [60, -2, 0, 60, -2, 0, 0, -2, 0, 0, -4, 0, 12, 4, 0, 60, 4, 0, 12, -2, 0, 24, 16, 0, 60, -8, 0, 0, -4, 0, 16, -2, 0, 12, -4, 0, 2, 16, 0, 0, 12, 0, 8, -4, 0, 0, 40, 0, 96, -2, 0, 12, -4, 0, 0, 4, 0, -24, -12, 0, 20, 12, 0, 60, 0, 0, 4, 4, 0, 12, 8, 0, 8, 0, 0, 12, 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-16, 0, -472, -84, 0, -28, -144, 0, -480, 136, 0, 168, 128, 0, 132, -32, 0, 48, 200, 0, -160, 144, 0, -288, -640, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 48866091
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 1, 'source_hecke_orbit_code': 162129586618895618, 'source_is_minimal': True, 'source_label': '3330.2.a.bk.1.1', 'source_level': 3330, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 162129586618895618, 'target_is_minimal': True, 'target_label': '3330.2.a.bk.1.1', 'target_level': 3330, 'twist_class_label': '3330.2.a.bk.1.1', 'twist_class_level': 3330, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 48866092
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 1, 'source_hecke_orbit_code': 162129586618895618, 'source_is_minimal': True, 'source_label': '3330.2.a.bk.1.1', 'source_level': 3330, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 166633186246266114, 'target_is_minimal': True, 'target_label': '3330.2.a.bl.1.1', 'target_level': 3330, 'twist_class_label': '3330.2.a.bk.1.1', 'twist_class_level': 3330, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 3125775
{'charpoly_factorization': [[[1, 1], 5]], 'hecke_orbit_code': 162129586618895618, 'p': 2}
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id: 3125776
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 162129586618895618, 'p': 3}
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id: 3125777
{'charpoly_factorization': [[[1, 1], 5]], 'hecke_orbit_code': 162129586618895618, 'p': 5}
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id: 3125778
{'charpoly_factorization': [[[-48, 48, 55, -21, -3, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 7}
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id: 3125779
{'charpoly_factorization': [[[588, 210, -111, -29, 5, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 11}
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id: 3125780
{'charpoly_factorization': [[[-368, 304, 112, -32, -5, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 13}
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id: 3125781
{'charpoly_factorization': [[[84, 0, -63, -5, 7, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 17}
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id: 3125782
{'charpoly_factorization': [[[-3632, 1912, 40, -86, 1, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 19}
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id: 3125783
{'charpoly_factorization': [[[384, 288, -120, -32, 5, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 23}
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id: 3125784
{'charpoly_factorization': [[[96, 252, -24, -35, 2, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 29}
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id: 3125785
{'charpoly_factorization': [[[3568, -2620, 472, 37, -16, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 31}
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id: 3125786
{'charpoly_factorization': [[[-1, 1], 5]], 'hecke_orbit_code': 162129586618895618, 'p': 37}
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id: 3125787
{'charpoly_factorization': [[[-384, 1632, -174, -95, 2, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 41}
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id: 3125788
{'charpoly_factorization': [[[-1488, -60, 616, -39, -12, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 43}
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id: 3125789
{'charpoly_factorization': [[[12096, 3024, -504, -120, 6, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 47}
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id: 3125790
{'charpoly_factorization': [[[-144, 324, -141, -51, 3, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 53}
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id: 3125791
{'charpoly_factorization': [[[-18816, 3360, 888, -116, -10, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 59}
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id: 3125792
{'charpoly_factorization': [[[-61592, 8552, 2440, -167, -16, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 61}
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id: 3125793
{'charpoly_factorization': [[[-37376, 5120, 1600, -248, -4, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 67}
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id: 3125794
{'charpoly_factorization': [[[4608, 5760, 480, -152, -8, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 71}
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id: 3125795
{'charpoly_factorization': [[[-21792, 14832, -188, -252, 3, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 73}
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id: 3125796
{'charpoly_factorization': [[[-16736, 5680, 544, -176, -2, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 79}
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id: 3125797
{'charpoly_factorization': [[[2304, 864, -516, -176, -5, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 83}
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id: 3125798
{'charpoly_factorization': [[[-83856, 16848, 1344, -296, -7, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 89}
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id: 3125799
{'charpoly_factorization': [[[784, 1372, 406, -47, -14, 1], 1]], 'hecke_orbit_code': 162129586618895618, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 37, 'label': '3330.2.a.bk', 'level': 3330, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 270908000
{'hecke_orbit_code': 162129586618895618, 'n': 1, 'trace_an': 5}
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id: 270908001
{'hecke_orbit_code': 162129586618895618, 'n': 2, 'trace_an': -5}
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id: 270908002
{'hecke_orbit_code': 162129586618895618, 'n': 3, 'trace_an': 0}
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id: 270908003
{'hecke_orbit_code': 162129586618895618, 'n': 4, 'trace_an': 5}
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id: 270908004
{'hecke_orbit_code': 162129586618895618, 'n': 5, 'trace_an': -5}
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id: 270908005
{'hecke_orbit_code': 162129586618895618, 'n': 6, 'trace_an': 0}
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id: 270908006
{'hecke_orbit_code': 162129586618895618, 'n': 7, 'trace_an': 3}
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id: 270908007
{'hecke_orbit_code': 162129586618895618, 'n': 8, 'trace_an': -5}
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id: 270908008
{'hecke_orbit_code': 162129586618895618, 'n': 9, 'trace_an': 0}
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id: 270908009
{'hecke_orbit_code': 162129586618895618, 'n': 10, 'trace_an': 5}
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id: 270908010
{'hecke_orbit_code': 162129586618895618, 'n': 11, 'trace_an': -5}
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id: 270908011
{'hecke_orbit_code': 162129586618895618, 'n': 12, 'trace_an': 0}
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id: 270908012
{'hecke_orbit_code': 162129586618895618, 'n': 13, 'trace_an': 5}
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id: 270908013
{'hecke_orbit_code': 162129586618895618, 'n': 14, 'trace_an': -3}
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id: 270908014
{'hecke_orbit_code': 162129586618895618, 'n': 15, 'trace_an': 0}
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id: 270908015
{'hecke_orbit_code': 162129586618895618, 'n': 16, 'trace_an': 5}
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id: 270908016
{'hecke_orbit_code': 162129586618895618, 'n': 17, 'trace_an': -7}
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id: 270908017
{'hecke_orbit_code': 162129586618895618, 'n': 18, 'trace_an': 0}
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id: 270908018
{'hecke_orbit_code': 162129586618895618, 'n': 19, 'trace_an': -1}
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id: 270908019
{'hecke_orbit_code': 162129586618895618, 'n': 20, 'trace_an': -5}
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id: 270908020
{'hecke_orbit_code': 162129586618895618, 'n': 21, 'trace_an': 0}
-
id: 270908021
{'hecke_orbit_code': 162129586618895618, 'n': 22, 'trace_an': 5}
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id: 270908022
{'hecke_orbit_code': 162129586618895618, 'n': 23, 'trace_an': -5}
-
id: 270908023
{'hecke_orbit_code': 162129586618895618, 'n': 24, 'trace_an': 0}
-
id: 270908024
{'hecke_orbit_code': 162129586618895618, 'n': 25, 'trace_an': 5}
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id: 270908025
{'hecke_orbit_code': 162129586618895618, 'n': 26, 'trace_an': -5}
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id: 270908026
{'hecke_orbit_code': 162129586618895618, 'n': 27, 'trace_an': 0}
-
id: 270908027
{'hecke_orbit_code': 162129586618895618, 'n': 28, 'trace_an': 3}
-
id: 270908028
{'hecke_orbit_code': 162129586618895618, 'n': 29, 'trace_an': -2}
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id: 270908029
{'hecke_orbit_code': 162129586618895618, 'n': 30, 'trace_an': 0}
-
id: 270908030
{'hecke_orbit_code': 162129586618895618, 'n': 31, 'trace_an': 16}
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id: 270908031
{'hecke_orbit_code': 162129586618895618, 'n': 32, 'trace_an': -5}
-
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