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{'Nk2': 5340, 'analytic_conductor': 10.660028669840932, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 1], [89, -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': [1335, 1, [446, 802, 181], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 9, 'field_disc': 25751961222080, 'field_disc_factorization': [[2, 6], [5, 1], [163, 1], [241, 1], [2048593, 1]], 'field_poly': [-1, 11, 52, -17, -75, 13, 31, -6, -4, 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': [[2, [-5, -50, 56, 83, -91, -25, 39, -2, -5, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197425149239, 'hecke_ring_generator_nbound': 2, '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': '1335.2.a.h', 'level': 1335, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5, 89], 'level_radical': 1335, 'minimal_twist': '1335.2.a.h', 'prim_orbit_index': 1, 'qexp_display': 'q+(1-\\beta _{1})q^{2}-q^{3}+(2-\\beta _{1}+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 9, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1335.2.a', 'trace_display': [5, -9, -9, -3], 'trace_hash': 1149060774651716964, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.106', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.712', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.838', 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-
mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [89, 1]], 3, 1], [[[3, 1], [5, -1], [89, 1]], 10, 1], [[[3, -1], [5, -1], [89, -1]], 13, 3], [[[3, -1], [5, 1], [89, 1]], 11, 2], [[[3, 1], [5, 1], [89, -1]], 9, 1], [[[3, 1], [5, -1], [89, -1]], 3, 1], [[[3, 1], [5, 1], [89, 1]], 6, 1], [[[3, -1], [5, 1], [89, -1]], 4, 1]], 'ALdims': [6, 9, 10, 3, 11, 4, 3, 13], 'Nk2': 5340, 'analytic_conductor': 10.660028669840932, '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': [1335, 1, [446, 802, 181], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 177, 'dim': 59, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33555767, 'hecke_orbit_dims': [1, 1, 2, 3, 3, 4, 6, 9, 10, 10, 10], 'label': '1335.2.a', 'level': 1335, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5, 89], 'level_radical': 1335, 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id: 46047970
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 3, 'source_hecke_orbit_code': 31525197425149239, 'source_is_minimal': True, 'source_label': '1335.2.a.h.1.3', 'source_level': 1335, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 3, 'target_hecke_orbit_code': 31525197425149239, 'target_is_minimal': True, 'target_label': '1335.2.a.h.1.3', 'target_level': 1335, 'twist_class_label': '1335.2.a.h.1.3', 'twist_class_level': 1335, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 46047971
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 3, 'source_hecke_orbit_code': 31525197425149239, 'source_is_minimal': True, 'source_label': '1335.2.a.h.1.3', 'source_level': 1335, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 7, 'target_hecke_orbit_code': 72057594071486373, 'target_is_minimal': False, 'target_label': '4005.2.a.q.1.7', 'target_level': 4005, 'twist_class_label': '1335.2.a.h.1.3', 'twist_class_level': 1335, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 46047972
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 3, 'source_hecke_orbit_code': 31525197425149239, 'source_is_minimal': True, 'source_label': '1335.2.a.h.1.3', 'source_level': 1335, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 7, 'target_hecke_orbit_code': 103582791463082515, 'target_is_minimal': False, 'target_label': '6675.2.a.x.1.7', 'target_level': 6675, 'twist_class_label': '1335.2.a.h.1.3', 'twist_class_level': 1335, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1874075
{'charpoly_factorization': [[[-5, -50, 56, 83, -91, -25, 39, -2, -5, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 2}
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id: 1874076
{'charpoly_factorization': [[[1, 1], 9]], 'hecke_orbit_code': 31525197425149239, 'p': 3}
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id: 1874077
{'charpoly_factorization': [[[1, 1], 9]], 'hecke_orbit_code': 31525197425149239, 'p': 5}
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id: 1874078
{'charpoly_factorization': [[[-251, -1448, -2675, -1301, 795, 468, -90, -39, 3, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 7}
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id: 1874079
{'charpoly_factorization': [[[8768, -37824, 25968, 3064, -6072, 820, 300, -60, -4, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 11}
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id: 1874080
{'charpoly_factorization': [[[14159, 13190, -5459, -8081, -861, 958, 150, -47, -5, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 13}
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id: 1874081
{'charpoly_factorization': [[[-347777, 526796, -273955, 35641, 16819, -6302, 420, 115, -21, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 17}
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id: 1874082
{'charpoly_factorization': [[[-425536, -2944, 246288, 87528, -7064, -7920, -1104, 38, 18, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 19}
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id: 1874083
{'charpoly_factorization': [[[10623808, -6724896, 542848, 419832, -81496, -5460, 2192, -64, -16, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 23}
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id: 1874084
{'charpoly_factorization': [[[-669871, -1773016, -1479185, -395763, 20071, 16558, 234, -223, -3, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 29}
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id: 1874085
{'charpoly_factorization': [[[-10432, -226752, -420272, -40600, 37376, 5252, -872, -136, 6, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 31}
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id: 1874086
{'charpoly_factorization': [[[44729, -108578, 71745, 6963, -18063, 2200, 976, -93, -11, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 37}
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id: 1874087
{'charpoly_factorization': [[[276811, -1370760, 1845103, -427015, -46915, 17758, 208, -231, 1, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 41}
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id: 1874088
{'charpoly_factorization': [[[4443017, 756252, -1361477, -253501, 84581, 16966, -998, -243, 3, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 43}
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id: 1874089
{'charpoly_factorization': [[[-8178979, 12214454, -6527267, 1364361, -11981, -34478, 3672, 77, -27, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 47}
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id: 1874090
{'charpoly_factorization': [[[1590223, -1778692, 562985, 115009, -135991, 44456, -7770, 783, -43, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 53}
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id: 1874091
{'charpoly_factorization': [[[8076287, -12823848, 6204507, -752399, -151911, 31234, 1104, -327, -3, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 59}
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id: 1874092
{'charpoly_factorization': [[[-242590144, -111577824, 1249440, 5499736, 454680, -59732, -8260, -24, 30, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 61}
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id: 1874093
{'charpoly_factorization': [[[-1216, -6592, -5584, 2952, 3128, -284, -460, -16, 12, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 67}
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id: 1874094
{'charpoly_factorization': [[[1069760, -1023040, -2287792, -332568, 134864, 24336, -1564, -334, 4, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 71}
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id: 1874095
{'charpoly_factorization': [[[58649152, -20226848, -7635648, 4057640, -423264, -33048, 7048, -102, -26, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 73}
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id: 1874096
{'charpoly_factorization': [[[43158037, 30571736, -3580173, -2478513, 59551, 51838, -100, -393, -1, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 79}
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id: 1874097
{'charpoly_factorization': [[[22784576, -14568352, -1344464, 2118152, -297088, -19584, 5444, -98, -24, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 83}
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id: 1874098
{'charpoly_factorization': [[[-1, 1], 9]], 'hecke_orbit_code': 31525197425149239, 'p': 89}
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id: 1874099
{'charpoly_factorization': [[[-514310656, 87380864, 30995200, -5780808, -461016, 108788, 416, -576, 4, 1], 1]], 'hecke_orbit_code': 31525197425149239, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '1335.2.a.h', 'level': 1335, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 185658000
{'hecke_orbit_code': 31525197425149239, 'n': 1, 'trace_an': 9}
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id: 185658001
{'hecke_orbit_code': 31525197425149239, 'n': 2, 'trace_an': 5}
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id: 185658002
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