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{'Nk2': 13376, 'analytic_conductor': 26.70197443591616, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [11, -1], [19, -1]], 'atkin_lehner_string': '---', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [3344, 1, [2927, 837, 2433, 705], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 469, 'field_disc_factorization': [[7, 1], [67, 1]], 'field_poly': [4, -5, -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': [[3, [-4, -5, 1, 1]], [5, [2, 3, -5, 1]], [7, [4, -7, 1, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994444115216, 'hecke_ring_generator_nbound': 3, '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': '3344.2.a.p', 'level': 3344, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11, 19], 'level_radical': 418, 'minimal_twist': '418.2.a.h', 'nf_label': '3.3.469.1', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{1}q^{3}+(2-\\beta _{1})q^{5}+\\beta _{2}q^{7}+(1+\\beta _{2})q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3344.2.a', 'trace_display': [0, -1, 5, -1], 'trace_hash': 1365354636903546194, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.891', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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4, 15], [18, -8, -6], [20, -18, 16], [8, -29, -24]], 'char_orbit_index': 1, 'field_poly': [4, -5, -1, 1], 'hecke_orbit_code': 67553994444115216, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [4, 0, 1]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-4, 0, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '3344.2.a.p', 'level': 3344, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [11, 1], [19, -1]], 15, 2], [[[2, -1], [11, -1], [19, -1]], 14, 4], [[[2, 1], [11, -1], [19, -1]], 7, 4], [[[2, 1], [11, -1], [19, 1]], 12, 3], [[[2, -1], [11, 1], [19, 1]], 14, 7], [[[2, 1], [11, 1], [19, 1]], 10, 2], [[[2, -1], [11, 1], [19, -1]], 9, 3], [[[2, -1], [11, -1], [19, 1]], 9, 3]], 'ALdims': [10, 15, 12, 7, 14, 9, 9, 14], 'Nk2': 13376, 'analytic_conductor': 26.70197443591616, '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': [3344, 1, [2927, 837, 2433, 705], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 469, 'dim': 90, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 7], 'hecke_orbit_code': 33557776, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 4, 5, 5, 6, 6, 6, 6, 6, 7, 9], 'label': '3344.2.a', 'level': 3344, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 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48, 0, 0, 0, 256, 0, 280, 0, 212, 0, 264, 0, -280, 0, 344, 0, -172, 0, -328, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 1085644
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '3344.2.a.p', 'source_level': 3344, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '418.2.a.h', 'target_level': 418, 'twist_class_label': '418.2.a.h', 'twist_class_level': 418, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1085645
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '3344.2.a.p', 'source_level': 3344, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '3344.2.a.p', 'target_level': 3344, 'twist_class_label': '418.2.a.h', 'twist_class_level': 418, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1085646
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '3344.2.a.p', 'source_level': 3344, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 30, 'target_is_minimal': False, 'target_label': '3762.2.a.bd', 'target_level': 3762, 'twist_class_label': '418.2.a.h', 'twist_class_level': 418, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1085647
{'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '3344.2.a.p', 'source_level': 3344, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 39, 'target_is_minimal': False, 'target_label': '4598.2.a.bm', 'target_level': 4598, 'twist_class_label': '418.2.a.h', 'twist_class_level': 418, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1085648
{'conductor': 76, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '3344.2.a.p', 'source_level': 3344, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 29, 'target_is_minimal': False, 'target_label': '7942.2.a.bc', 'target_level': 7942, 'twist_class_label': '418.2.a.h', 'twist_class_level': 418, 'twisting_char_label': '76.d', 'twisting_char_orbit': 4, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 3133400
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 67553994444115216, 'p': 2}
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id: 3133401
{'charpoly_factorization': [[[-4, -5, 1, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 3}
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id: 3133402
{'charpoly_factorization': [[[2, 3, -5, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 5}
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id: 3133403
{'charpoly_factorization': [[[4, -7, 1, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 7}
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id: 3133404
{'charpoly_factorization': [[[-1, 1], 3]], 'hecke_orbit_code': 67553994444115216, 'p': 11}
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id: 3133405
{'charpoly_factorization': [[[14, 1, -5, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 13}
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id: 3133406
{'charpoly_factorization': [[[88, -24, -4, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 17}
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id: 3133407
{'charpoly_factorization': [[[-1, 1], 3]], 'hecke_orbit_code': 67553994444115216, 'p': 19}
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id: 3133408
{'charpoly_factorization': [[[32, -28, 2, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 23}
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id: 3133409
{'charpoly_factorization': [[[86, -19, -7, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 29}
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id: 3133410
{'charpoly_factorization': [[[76, -25, -3, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 31}
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id: 3133411
{'charpoly_factorization': [[[-128, 16, 14, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 37}
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id: 3133412
{'charpoly_factorization': [[[22, -25, 3, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 41}
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id: 3133413
{'charpoly_factorization': [[[268, -67, -5, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 43}
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id: 3133414
{'charpoly_factorization': [[[-128, -52, 0, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 47}
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id: 3133415
{'charpoly_factorization': [[[56, 64, 16, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 53}
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id: 3133416
{'charpoly_factorization': [[[1792, -160, -12, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 59}
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id: 3133417
{'charpoly_factorization': [[[-2, 1], 3]], 'hecke_orbit_code': 67553994444115216, 'p': 61}
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id: 3133418
{'charpoly_factorization': [[[4, -7, 1, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 67}
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id: 3133419
{'charpoly_factorization': [[[-28, -31, -3, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 71}
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id: 3133420
{'charpoly_factorization': [[[56, -136, -4, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 73}
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id: 3133421
{'charpoly_factorization': [[[352, -116, 2, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 79}
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id: 3133422
{'charpoly_factorization': [[[-1108, -143, 7, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 83}
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id: 3133423
{'charpoly_factorization': [[[4424, -280, -16, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 89}
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id: 3133424
{'charpoly_factorization': [[[-128, 16, 14, 1], 1]], 'hecke_orbit_code': 67553994444115216, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 16, 'label': '3344.2.a.p', 'level': 3344, 'portrait': 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'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 234520000
{'hecke_orbit_code': 67553994444115216, 'n': 1, 'trace_an': 3}
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id: 234520001
{'hecke_orbit_code': 67553994444115216, 'n': 2, 'trace_an': 0}
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id: 234520002
{'hecke_orbit_code': 67553994444115216, 'n': 3, 'trace_an': -1}
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id: 234520003
{'hecke_orbit_code': 67553994444115216, 'n': 4, 'trace_an': 0}
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id: 234520004
{'hecke_orbit_code': 67553994444115216, 'n': 5, 'trace_an': 5}
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id: 234520005
{'hecke_orbit_code': 67553994444115216, 'n': 6, 'trace_an': 0}
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id: 234520006
{'hecke_orbit_code': 67553994444115216, 'n': 7, 'trace_an': -1}
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id: 234520007
{'hecke_orbit_code': 67553994444115216, 'n': 8, 'trace_an': 0}
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id: 234520008
{'hecke_orbit_code': 67553994444115216, 'n': 9, 'trace_an': 2}
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id: 234520009
{'hecke_orbit_code': 67553994444115216, 'n': 10, 'trace_an': 0}
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id: 234520010
{'hecke_orbit_code': 67553994444115216, 'n': 11, 'trace_an': 3}
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id: 234520011
{'hecke_orbit_code': 67553994444115216, 'n': 12, 'trace_an': 0}
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id: 234520012
{'hecke_orbit_code': 67553994444115216, 'n': 13, 'trace_an': 5}
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id: 234520013
{'hecke_orbit_code': 67553994444115216, 'n': 14, 'trace_an': 0}
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