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{'Nk2': 14880, 'analytic_conductor': 54.87177630533877, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [5, 1], [31, 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': [930, 1, [311, 187, 871], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 4191656724, 'field_disc_factorization': [[2, 2], [3, 2], [61, 1], [1908769, 1]], 'field_poly': [24375, -420, -398, -2, 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, [42780, -3276, -512, 7, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396713444258, 'hecke_ring_generator_nbound': 11, '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': '930.4.a.j', 'level': 930, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 31], 'level_radical': 930, 'minimal_twist': '930.4.a.j', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}-3q^{3}+4q^{4}-5q^{5}+6q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '930.4.a', 'trace_display': [-8, -12, -20, -7], 'trace_hash': 916515393776236843, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.096', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.765', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.531', 'prec': 17}, {'__RealLiteral__': 0, 'data': '38.651', 'prec': 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mf_hecke_nf • Show schema
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5430], [18550, 2269, 2792, -7251], [-134068, 268, 1346, -5188], [21852, 2342, 10770, -1404], [20696, -4697, -4092, -559], [-243525, -280, -298, 613], [-34123, -3684, 1436, 23], [-78111, 3390, -4783, 229], [10722, 5622, -2150, -1590], [35640, -4844, 8112, 2888], [-155513, -443, 2943, -2968], [73956, -1056, -260, 2886], [7243, -7218, 3614, 213], [148070, 168, -6544, -202], [13180, 670, -4525, -1144], [-63658, -2291, -2497, -901], [-132959, 73, 1295, 3366], [-91274, 409, -4730, 865], [26915, -3082, 6081, -2321], [-15360, -677, 5847, 4289], [113048, 6809, 3806, -4391], [125398, -6242, -1586, -1366], [-40314, -631, 10829, -1757], [34274, 3339, 417, -8125], [125849, 4073, -84, -3558], [-20636, 4124, 8620, -2012], [-46314, -740, -4624, 6062]], 'char_orbit_index': 1, 'field_poly': [24375, -420, -398, -2, 1], 'hecke_orbit_code': 40532396713444258, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 86, 86, 430], 'hecke_ring_inverse_denominators': [1, 2, 1, 2], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [1, 1, -1, 0], [198, 2, -5, -5], [1765, 231, -433, -50]], 'hecke_ring_numerators': [[1, 0, 0, 0], [-299, 383, 5, -1], [-213, 211, 5, -1], [17495, -289, -101, 3]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '930.4.a.j', 'level': 930, 'maxp': 2999, 'weight': 4}
-
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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [31, -1]], 6, 1], [[[2, -1], [3, 1], [5, 1], [31, -1]], 4, 1], [[[2, 1], [3, 1], [5, -1], [31, -1]], 3, 2], [[[2, -1], [3, 1], [5, 1], [31, 1]], 3, 1], [[[2, 1], [3, 1], [5, 1], [31, 1]], 4, 1], [[[2, -1], [3, 1], [5, -1], [31, 1]], 5, 1], [[[2, -1], [3, 1], [5, -1], [31, -1]], 3, 1], [[[2, 1], [3, 1], [5, -1], [31, 1]], 4, 1], [[[2, -1], [3, -1], [5, 1], [31, 1]], 5, 1], [[[2, -1], [3, -1], [5, -1], [31, 1]], 2, 1], [[[2, 1], [3, -1], [5, -1], [31, -1]], 3, 1], [[[2, 1], [3, 1], [5, 1], [31, -1]], 4, 1], [[[2, 1], [3, -1], [5, 1], [31, -1]], 5, 1], [[[2, 1], [3, -1], [5, -1], [31, 1]], 4, 1], [[[2, 1], [3, -1], [5, 1], [31, 1]], 3, 1], [[[2, -1], [3, -1], [5, 1], [31, -1]], 2, 2]], 'ALdims': [4, 4, 4, 3, 3, 5, 4, 3, 3, 4, 5, 3, 5, 2, 2, 6], 'Nk2': 14880, 'analytic_conductor': 54.87177630533877, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 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mf_twists_nf • Show schema
Hide schema
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': True, 'source_label': '930.4.a.j', 'source_level': 930, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': True, 'target_label': '930.4.a.j', 'target_level': 930, 'twist_class_label': '930.4.a.j', 'twist_class_level': 930, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
-
id: 1503775
{'charpoly_factorization': [[[2, 1], 4]], 'hecke_orbit_code': 40532396713444258, 'p': 2}
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id: 1503776
{'charpoly_factorization': [[[3, 1], 4]], 'hecke_orbit_code': 40532396713444258, 'p': 3}
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id: 1503777
{'charpoly_factorization': [[[5, 1], 4]], 'hecke_orbit_code': 40532396713444258, 'p': 5}
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id: 1503778
{'charpoly_factorization': [[[42780, -3276, -512, 7, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 7}
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id: 1503779
{'charpoly_factorization': [[[-1498304, 195632, -3708, -43, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 11}
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id: 1503780
{'charpoly_factorization': [[[-2334120, -350292, -6896, 32, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 13}
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id: 1503781
{'charpoly_factorization': [[[-1263392, -178264, -5436, 26, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 17}
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id: 1503782
{'charpoly_factorization': [[[-9313952, -817920, -2612, 153, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 19}
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id: 1503783
{'charpoly_factorization': [[[-3479216, 456360, -1700, -135, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 23}
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id: 1503784
{'charpoly_factorization': [[[595550176, 5248212, -65768, -78, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 29}
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id: 1503785
{'charpoly_factorization': [[[31, 1], 4]], 'hecke_orbit_code': 40532396713444258, 'p': 31}
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id: 1503786
{'charpoly_factorization': [[[-2164624848, -15005388, 83788, 682, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 37}
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id: 1503787
{'charpoly_factorization': [[[-190775040, 13805832, -164948, -106, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 41}
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id: 1503788
{'charpoly_factorization': [[[-700655072, 1740544, 179184, 829, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 43}
-
id: 1503789
{'charpoly_factorization': [[[-496429152, -35457696, -125576, 454, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 47}
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id: 1503790
{'charpoly_factorization': [[[36245087400, -11446140, -404138, 103, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 53}
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id: 1503791
{'charpoly_factorization': [[[-588916280, 1190996, 207108, -1042, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 59}
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id: 1503792
{'charpoly_factorization': [[[108296418864, -143962800, -915200, 100, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 61}
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id: 1503793
{'charpoly_factorization': [[[-32187706200, -205091580, -192008, 742, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 67}
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id: 1503794
{'charpoly_factorization': [[[11721726900, 99131184, -18336, -969, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 71}
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id: 1503795
{'charpoly_factorization': [[[-12755221308, -153105048, -144146, 845, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 73}
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id: 1503796
{'charpoly_factorization': [[[-410223342800, 1719430920, -1099904, -1215, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 79}
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id: 1503797
{'charpoly_factorization': [[[9126540480, -35915856, -270680, 92, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 83}
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id: 1503798
{'charpoly_factorization': [[[-138286723500, 214583580, 1279398, -2349, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 89}
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id: 1503799
{'charpoly_factorization': [[[1181129156400, -1803448272, -2234624, 1228, 1], 1]], 'hecke_orbit_code': 40532396713444258, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '930.4.a.j', 'level': 930, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 207501000
{'hecke_orbit_code': 40532396713444258, 'n': 1, 'trace_an': 4}
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id: 207501001
{'hecke_orbit_code': 40532396713444258, 'n': 2, 'trace_an': -8}
-
id: 207501002
{'hecke_orbit_code': 40532396713444258, 'n': 3, 'trace_an': -12}
-
id: 207501003
{'hecke_orbit_code': 40532396713444258, 'n': 4, 'trace_an': 16}
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id: 207501004
{'hecke_orbit_code': 40532396713444258, 'n': 5, 'trace_an': -20}
-
id: 207501005
{'hecke_orbit_code': 40532396713444258, 'n': 6, 'trace_an': 24}
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id: 207501006
{'hecke_orbit_code': 40532396713444258, 'n': 7, 'trace_an': -7}
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id: 207501007
{'hecke_orbit_code': 40532396713444258, 'n': 8, 'trace_an': -32}
-
id: 207501008
{'hecke_orbit_code': 40532396713444258, 'n': 9, 'trace_an': 36}
-
id: 207501009
{'hecke_orbit_code': 40532396713444258, 'n': 10, 'trace_an': 40}
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id: 207501010
{'hecke_orbit_code': 40532396713444258, 'n': 11, 'trace_an': 43}
-
id: 207501011
{'hecke_orbit_code': 40532396713444258, 'n': 12, 'trace_an': -48}
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id: 207501012
{'hecke_orbit_code': 40532396713444258, 'n': 13, 'trace_an': -32}
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id: 207501013
{'hecke_orbit_code': 40532396713444258, 'n': 14, 'trace_an': 14}
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id: 207501014
{'hecke_orbit_code': 40532396713444258, 'n': 15, 'trace_an': 60}
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id: 207501015
{'hecke_orbit_code': 40532396713444258, 'n': 16, 'trace_an': 64}
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id: 207501016
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