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mf_newforms • Show schema
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{'Nk2': 9576, 'analytic_conductor': 19.116186243894525, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 57, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [2394, 2, [533, 1711, 1009], [1, 2, 1]], 'cm_discs': [], 'conrey_index': 1709, 'conrey_indexes': [1709], 'dim': 8, 'field_disc': 32943702016, 'field_disc_factorization': [[2, 16], [709, 2]], 'field_poly': [1, 0, 24, 0, 30, 0, 10, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [1296, 0, 1376, 0, 344, 0, 32, 0, 1]], [29, [-192, 160, -16, -8, 1]], [53, [-2544, -128, 152, 24, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028865771997530, 'hecke_ring_generator_nbound': 19, 'hecke_ring_index': 96, 'hecke_ring_index_factorization': [[2, 5], [3, 1]], 'hecke_ring_index_proved': True, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 9576, 'analytic_conductor': 19.116186243894525, 'char_conductor': 57, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [2394, 2, [533, 1711, 1009], [1, 2, 1]], 'conrey_index': 1709, 'cusp_dim': 464, 'dim': 40, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 29, 53], 'hecke_orbit_code': 68753033562, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 6, 6, 8, 8], 'label': '2394.2.b', 'level': 2394, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 19], 'level_radical': 798, 'mf_dim': 496, 'mf_new_dim': 40, 'num_forms': 10, 'prim_orbit_index': 4, 'relative_dim': 40, 'sturm_bound': 960, 'trace_bound': 25, 'trace_display': [0, 0, 0, 0], 'traces': [40, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 16, 0, 0, 0, 0, 0, -56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 40, 0, 0, 0, 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0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1088, 0, 0, 0, 0, 0, 368, 0, 0, 0, 0, 0, 256, 0, 0, -336, 0, 0, -128, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 0, 272, 0, 0, 48, 0, 0, 0, 0, 0, 144, 0, 0, 672, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -192, 0, 0, 0, 0, 0, 128, 0, 0, 0, 0, 0, -40, 0, 0, -256, 0, 0, -32, 0, 0, -224, 0, 0, 0, 0, 0, 0, 0, 0, -112, 0, 0, -608, 0, 0, 0, 0, 0, -704, 0, 0, -224, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 192, 0, 0, 0, 0, 0, 352, 0, 0, 0, 0, 0, -752, 0, 0, 160, 0, 0, -320, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 46595219
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1709, 'source_dim': 8, 'source_embedding_index': 6, 'source_hecke_orbit_code': 36028865771997530, 'source_is_minimal': True, 'source_label': '2394.2.b.i.1709.6', 'source_level': 2394, 'target_conrey_index': 1709, 'target_dim': 8, 'target_embedding_index': 6, 'target_hecke_orbit_code': 36028865771997530, 'target_is_minimal': True, 'target_label': '2394.2.b.i.1709.6', 'target_level': 2394, 'twist_class_label': '2394.2.b.i.1709.3', 'twist_class_level': 2394, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 46595220
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1709, 'source_dim': 8, 'source_embedding_index': 6, 'source_hecke_orbit_code': 36028865771997530, 'source_is_minimal': True, 'source_label': '2394.2.b.i.1709.6', 'source_level': 2394, 'target_conrey_index': 1709, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 40532465399368026, 'target_is_minimal': True, 'target_label': '2394.2.b.j.1709.3', 'target_level': 2394, 'twist_class_label': '2394.2.b.i.1709.3', 'twist_class_level': 2394, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 46595221
{'conductor': 19, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1709, 'source_dim': 8, 'source_embedding_index': 6, 'source_hecke_orbit_code': 36028865771997530, 'source_is_minimal': True, 'source_label': '2394.2.b.i.1709.6', 'source_level': 2394, 'target_conrey_index': 1709, 'target_dim': 8, 'target_embedding_index': 6, 'target_hecke_orbit_code': 40532465399368026, 'target_is_minimal': True, 'target_label': '2394.2.b.j.1709.6', 'target_level': 2394, 'twist_class_label': '2394.2.b.i.1709.3', 'twist_class_level': 2394, 'twisting_char_label': '19.18', 'twisting_conrey_index': 18, 'weight': 2}
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id: 46595222
{'conductor': 57, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1709, 'source_dim': 8, 'source_embedding_index': 6, 'source_hecke_orbit_code': 36028865771997530, 'source_is_minimal': True, 'source_label': '2394.2.b.i.1709.6', 'source_level': 2394, 'target_conrey_index': 1709, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 36028865771997530, 'target_is_minimal': True, 'target_label': '2394.2.b.i.1709.3', 'target_level': 2394, 'twist_class_label': '2394.2.b.i.1709.3', 'twist_class_level': 2394, 'twisting_char_label': '57.56', 'twisting_conrey_index': 56, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 2625950
{'charpoly_factorization': [[[1, 1], 8]], 'hecke_orbit_code': 36028865771997530, 'p': 2}
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id: 2625951
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 36028865771997530, 'p': 3}
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id: 2625952
{'charpoly_factorization': [[[1296, 0, 1376, 0, 344, 0, 32, 0, 1], 1]], 'hecke_orbit_code': 36028865771997530, 'p': 5}
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id: 2625953
{'charpoly_factorization': [[[1, 1], 8]], 'hecke_orbit_code': 36028865771997530, 'p': 7}
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id: 2625954
{'charpoly_factorization': [[[5184, 0, 5600, 0, 992, 0, 56, 0, 1], 1]], 'hecke_orbit_code': 36028865771997530, 'p': 11}
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id: 2625955
{'charpoly_factorization': [[[14400, 0, 10208, 0, 1536, 0, 72, 0, 1], 1]], 'hecke_orbit_code': 36028865771997530, 'p': 13}
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id: 2625956
{'charpoly_factorization': [[[5184, 0, 5600, 0, 992, 0, 56, 0, 1], 1]], 'hecke_orbit_code': 36028865771997530, 'p': 17}
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id: 2625957
{'charpoly_factorization': [[[130321, -82308, 15884, 1292, -986, 68, 44, -12, 1], 1]], 'hecke_orbit_code': 36028865771997530, 'p': 19}
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id: 2625958
{'charpoly_factorization': [[[144, 0, 992, 0, 1496, 0, 80, 0, 1], 1]], 'hecke_orbit_code': 36028865771997530, 'p': 23}
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id: 2625959
{'charpoly_factorization': [[[-192, 160, -16, -8, 1], 2]], 'hecke_orbit_code': 36028865771997530, 'p': 29}
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id: 2625960
{'charpoly_factorization': [[[32400, 0, 14048, 0, 1912, 0, 88, 0, 1], 1]], 'hecke_orbit_code': 36028865771997530, 'p': 31}
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id: 2625961
{'charpoly_factorization': [[[138384, 0, 60128, 0, 6008, 0, 152, 0, 1], 1]], 'hecke_orbit_code': 36028865771997530, 'p': 37}
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id: 2625962
{'charpoly_factorization': [[[2592, -944, -96, 12, 1], 2]], 'hecke_orbit_code': 36028865771997530, 'p': 41}
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id: 2625963
{'charpoly_factorization': [[[-864, -432, 24, 16, 1], 2]], 'hecke_orbit_code': 36028865771997530, 'p': 43}
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id: 2625964
{'charpoly_factorization': [[[3686400, 0, 653312, 0, 24576, 0, 288, 0, 1], 1]], 'hecke_orbit_code': 36028865771997530, 'p': 47}
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id: 2625965
{'charpoly_factorization': [[[-2544, -128, 152, 24, 1], 2]], 'hecke_orbit_code': 36028865771997530, 'p': 53}
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id: 2625966
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 36028865771997530, 'p': 59}
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id: 2625967
{'charpoly_factorization': [[[2144, 176, -112, -4, 1], 2]], 'hecke_orbit_code': 36028865771997530, 'p': 61}
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id: 2625968
{'charpoly_factorization': [[[10419984, 0, 1036640, 0, 29688, 0, 304, 0, 1], 1]], 'hecke_orbit_code': 36028865771997530, 'p': 67}
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id: 2625969
{'charpoly_factorization': [[[768, 256, -64, -8, 1], 2]], 'hecke_orbit_code': 36028865771997530, 'p': 71}
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id: 2625970
{'charpoly_factorization': [[[2480, -592, -128, 8, 1], 2]], 'hecke_orbit_code': 36028865771997530, 'p': 73}
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id: 2625971
{'charpoly_factorization': [[[18455616, 0, 1894112, 0, 43328, 0, 360, 0, 1], 1]], 'hecke_orbit_code': 36028865771997530, 'p': 79}
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id: 2625972
{'charpoly_factorization': [[[68757264, 0, 3420320, 0, 59608, 0, 424, 0, 1], 1]], 'hecke_orbit_code': 36028865771997530, 'p': 83}
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id: 2625973
{'charpoly_factorization': [[[9312, 208, -272, -4, 1], 2]], 'hecke_orbit_code': 36028865771997530, 'p': 89}
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id: 2625974
{'charpoly_factorization': [[[2322576, 0, 429920, 0, 22328, 0, 288, 0, 1], 1]], 'hecke_orbit_code': 36028865771997530, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 2, 'hecke_orbit': 9, 'label': '2394.2.b.i', 'level': 2394, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 201186000
{'hecke_orbit_code': 36028865771997530, 'n': 1, 'trace_an': 8}
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id: 201186001
{'hecke_orbit_code': 36028865771997530, 'n': 2, 'trace_an': -8}
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id: 201186002
{'hecke_orbit_code': 36028865771997530, 'n': 3, 'trace_an': 0}
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id: 201186003
{'hecke_orbit_code': 36028865771997530, 'n': 4, 'trace_an': 8}
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id: 201186004
{'hecke_orbit_code': 36028865771997530, 'n': 5, 'trace_an': 0}
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id: 201186005
{'hecke_orbit_code': 36028865771997530, 'n': 6, 'trace_an': 0}
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id: 201186006
{'hecke_orbit_code': 36028865771997530, 'n': 7, 'trace_an': -8}
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id: 201186007
{'hecke_orbit_code': 36028865771997530, 'n': 8, 'trace_an': -8}
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id: 201186008
{'hecke_orbit_code': 36028865771997530, 'n': 9, 'trace_an': 0}
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id: 201186009
{'hecke_orbit_code': 36028865771997530, 'n': 10, 'trace_an': 0}
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id: 201186010
{'hecke_orbit_code': 36028865771997530, 'n': 11, 'trace_an': 0}
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id: 201186011
{'hecke_orbit_code': 36028865771997530, 'n': 12, 'trace_an': 0}
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id: 201186012
{'hecke_orbit_code': 36028865771997530, 'n': 13, 'trace_an': 0}
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id: 201186013
{'hecke_orbit_code': 36028865771997530, 'n': 14, 'trace_an': 8}
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