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{'Nk2': 9576, 'analytic_conductor': 19.116186243894525, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [7, -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': [2394, 1, [533, 1711, 1009], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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, [0, 1]], [11, [0, 1]], [13, [-2, 1]], [17, [6, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798915668314, 'hecke_ring_generator_nbound': 1, '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': True, 'label': '2394.2.a.d', '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, 'minimal_twist': '2394.2.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+q^{4}+q^{7}-q^{8}+2q^{13}-q^{14}+\\cdots', 'related_objects': ['EllipticCurve/Q/2394/d'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2394.2.a', 'trace_display': [-1, 0, 0, 1], 'trace_hash': 1449186269941438805, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.996', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.993', 'prec': 17}, 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mf_hecke_nf • Show schema
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{'an': [[1], [-1], [0], [1], [0], [0], [1], [-1], [0], [0], [0], [0], [2], [-1], [0], [1], [-6], [0], [1], [0], [0], [0], [-6], [0], [-5], [-2], [0], [1], [6], [0], [-10], [-1], [0], [6], [0], [0], [8], [-1], [0], [0], [-6], [0], [-4], [0], [0], [6], [0], [0], [1], [5], [0], [2], [-6], [0], [0], [-1], [0], [-6], [0], [0], [2], [10], [0], [1], [0], [0], [14], [-6], [0], [0], [-12], [0], [2], [-8], [0], [1], [0], [0], [-4], [0], [0], [6], [-6], [0], [0], [4], [0], [0], [-6], [0], [2], [-6], [0], [0], [0], [0], [-4], [-1], [0], [-5]], 'ap': [[-1], [0], [0], [1], [0], [2], [-6], [1], [-6], [6], [-10], [8], [-6], [-4], [0], [-6], [0], [2], [14], [-12], [2], [-4], [-6], [-6], [-4], [-12], [14], [12], [-16], [-6], [-16], [18], [12], [-4], [18], [-4], [14], [-4], [-24], [-18], [-12], [2], [6], [14], [6], [-16], [-22], [-10], [-12], [-10], [-12], [-6], [8], [30], [-30], [6], [-18], [-28], [-10], [30], [-4], [30], [-16], [-12], [26], [30], [-10], [-22], [-12], [2], [6], [18], [-28], [-4], [-34], [0], [30], [14], [18], [-28], [30], [8], [-24], [8], [26], [24], [6], [38], [0], [32], [-30], [12], [20], [-24], [8], [24], [-18], [-18], [-28], [2], [2], [18], [36], [-18], [32], [-22], [6], [6], [36], [20], [14], [26], [48], [-4], [-40], [-6], [-28], [-24], [6], [12], [50], [26], [18], [-12], [-28], [-6], [-10], [12], [-40], [50], [8], [36], [32], [50], [-18], [50], [-42], [8], [30], [-36], [-16], [30], [-16], [12], [-34], [0], [-10], [-6], [-28], [12], [8], [6], [-16], [-48], [2], [-12], [-40], [6], [-10], [6], [24], [-42], [-40], [-12], [-30], [0], [-28], [14], [-22], [-48], [-12], [14], [-6], [26], [14], [6], [-16], [-42], [50], [-34], [8], [0], [8], [54], [-30], [0], [44], [-28], [-10], [-60], [20], [24], [-22], [-30], [-12], [6], [14], [-46], [-30], [-36], [18], [-34], [-10], [-52], [-30], [36], [8], [36], [36], [-28], [-46], [0], [8], [12], [24], [-28], [32], [-42], [-48], [6], [32], [-34], [-54], [-16], [24], [62], [6], [-36], [26], [12], [50], [20], [68], [-30], [20], [-60], [-22], [66], [60], [48], [36], [20], [-4], [56], [30], [0], [-4], [-48], [-22], [54], [74], [-42], [-18], [20], [48], [-24], [38], [-4], [-6], [-34], [44], [60], [-22], [2], [-78], [-76], [-78], [-66], [14], [54], [14], [-10], [-46], [-64], [-40], [56], [-72], [-40], [50], [6], [0], [32], [-24], [-46], [20], [30], [2], [-42], [-4], [-30], [-54], [18], [-42], [-60], [-16], [60], [38], [12], [-36], [44], [38], [-18], [56], [60], [32], [-10], [12], [14], [-18], [38], [72], [90], [66], [-58], [30], [56], [78], [-72], [-58], [72], [-64], [-58], [66], [8], [-24], [56], [-10], [56], [-60], [30], [-22], [-18], [44], [6], [56], [-30], [-88], [54], [38], [-40], [20], [36], [18], [8], [-30], [-84], [-70], [-82], [-24], [-36], [8], [2], [78], [26], [-28], [-90], [12], [30], [72], [-36], [50], [-6], [-24], [36], [-76], [14], [-96], [-16], [14], [48], [56], [6], [54], [-4], [-10], [84], [-54], [-46], [90], [80], [-54], [-36], [8], [48], [-76], [-72], [56], [2], [-88], [-48], [-22], [-30], [48], [-4], [-72], [38], [-58], [-42], [74], [6], [-94], [36], [-40], [-42], [-18], [-64], [-34], [30], [-100], [6], [-100], [-18], [-84], [-16], [-82], [-72], [0], [62], [18], [48], [-18], [98], [-78], [48], [-16], [54], [-60], [-60], [92], [36]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 13510798915668314, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '2394.2.a.d', 'level': 2394, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1], [19, -1]], 2, 2], [[[2, 1], [3, 1], [7, -1], [19, -1]], 3, 3], [[[2, 1], [3, -1], [7, -1], [19, 1]], 2, 1], [[[2, 1], [3, 1], [7, -1], [19, 1]], 2, 1], [[[2, -1], [3, 1], [7, -1], [19, 1]], 2, 1], [[[2, 1], [3, -1], [7, 1], [19, 1]], 4, 2], [[[2, -1], [3, 1], [7, -1], [19, -1]], 3, 3], [[[2, 1], [3, 1], [7, 1], [19, 1]], 3, 1], [[[2, 1], [3, -1], [7, -1], [19, -1]], 4, 2], [[[2, -1], [3, -1], [7, 1], [19, -1]], 5, 3], [[[2, 1], [3, -1], [7, 1], [19, -1]], 2, 2], [[[2, -1], [3, -1], [7, 1], [19, 1]], 2, 2], [[[2, -1], [3, 1], [7, 1], [19, -1]], 2, 1], [[[2, 1], [3, 1], [7, 1], [19, -1]], 2, 1], [[[2, -1], [3, 1], [7, 1], [19, 1]], 3, 1], [[[2, -1], [3, -1], [7, -1], [19, 1]], 5, 3]], 'ALdims': [3, 2, 2, 3, 4, 2, 2, 4, 3, 2, 2, 3, 2, 5, 5, 2], 'Nk2': 9576, 'analytic_conductor': 19.116186243894525, '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': [2394, 1, [533, 1711, 1009], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 465, 'dim': 46, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13, 17], 'hecke_orbit_code': 33556826, 'hecke_orbit_dims': [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, 3, 3, 3], 'label': '2394.2.a', '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': 46, 'num_forms': 29, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 46, 'sturm_bound': 960, 'trace_bound': 11, 'trace_display': [2, 0, -4, 0], 'traces': [46, 2, 0, 46, -4, 0, 0, 2, 0, 4, -4, 0, 12, 0, 0, 46, 12, 0, 0, -4, 0, 0, 0, 0, 78, 12, 0, 0, 4, 0, 0, 2, 0, -4, -4, 0, 12, 0, 0, 4, 28, 0, -12, -4, 0, -24, 8, 0, 46, 14, 0, 12, 12, 0, 8, 0, 0, -8, 24, 0, 12, 8, 0, 46, 16, 0, 16, 12, 0, 0, -24, 0, -68, 0, 0, 0, -8, 0, -16, -4, 0, 20, -32, 0, 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240, 0, 0, -80, 0, 208, -16, 0, -432, 96, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 932226
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '2394.2.a.d', 'source_level': 2394, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '2394.2.a.d', 'target_level': 2394, 'twist_class_label': '2394.2.a.d', 'twist_class_level': 2394, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 932227
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '2394.2.a.d', 'source_level': 2394, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': True, 'target_label': '2394.2.a.k', 'target_level': 2394, 'twist_class_label': '2394.2.a.d', 'twist_class_level': 2394, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 2625250
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 2}
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id: 2625251
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 3}
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id: 2625252
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 5}
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id: 2625253
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 7}
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id: 2625254
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 11}
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id: 2625255
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 13}
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id: 2625256
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 17}
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id: 2625257
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 19}
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id: 2625258
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 23}
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id: 2625259
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 29}
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id: 2625260
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 31}
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id: 2625261
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 37}
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id: 2625262
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 41}
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id: 2625263
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 43}
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id: 2625264
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 47}
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id: 2625265
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 53}
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id: 2625266
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 59}
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id: 2625267
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 61}
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id: 2625268
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 67}
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id: 2625269
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 71}
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id: 2625270
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 73}
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id: 2625271
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 79}
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id: 2625272
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 83}
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id: 2625273
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 89}
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id: 2625274
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798915668314, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '2394.2.a.d', 'level': 2394, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 127518000
{'hecke_orbit_code': 13510798915668314, 'n': 1, 'trace_an': 1}
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id: 127518001
{'hecke_orbit_code': 13510798915668314, 'n': 2, 'trace_an': -1}
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id: 127518002
{'hecke_orbit_code': 13510798915668314, 'n': 3, 'trace_an': 0}
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id: 127518003
{'hecke_orbit_code': 13510798915668314, 'n': 4, 'trace_an': 1}
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id: 127518004
{'hecke_orbit_code': 13510798915668314, 'n': 5, 'trace_an': 0}
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id: 127518005
{'hecke_orbit_code': 13510798915668314, 'n': 6, 'trace_an': 0}
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id: 127518006
{'hecke_orbit_code': 13510798915668314, 'n': 7, 'trace_an': 1}
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id: 127518007
{'hecke_orbit_code': 13510798915668314, 'n': 8, 'trace_an': -1}
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id: 127518008
{'hecke_orbit_code': 13510798915668314, 'n': 9, 'trace_an': 0}
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id: 127518009
{'hecke_orbit_code': 13510798915668314, 'n': 10, 'trace_an': 0}
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id: 127518992
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id: 127518993
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id: 127518994
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id: 127518995
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id: 127518996
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id: 127518997
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id: 127518998
{'hecke_orbit_code': 13510798915668314, 'n': 999, 'trace_an': 0}
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id: 127518999
{'hecke_orbit_code': 13510798915668314, 'n': 1000, 'trace_an': 0}