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{'Nk2': 15456, 'analytic_conductor': 56.99584506554543, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [7, -1], [23, -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': [966, 1, [323, 829, 925], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 5332990397, 'field_disc_factorization': [[7, 1], [1187, 1], [641833, 1]], 'field_poly': [3708, -1037, -264, -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': [[5, [4758, -37, -228, -10, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797086073798, 'hecke_ring_generator_nbound': 11, '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': '966.4.a.i', 'level': 966, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'minimal_twist': '966.4.a.i', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}-3q^{3}+4q^{4}+(2+\\beta _{1})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '966.4.a', 'trace_display': [-8, -12, 10, 28], 'trace_hash': 1829817774482074861, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.053', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.765', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '42.117', 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mf_hecke_nf • Show schema
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-1037, -264, -2, 1], 'hecke_orbit_code': 36028797086073798, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 53, 53], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [129, 10, 4, 3], [1053, 271, 51, 25]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [66, -563, -25, 3], [-2367, 574, 51, -4]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '966.4.a.i', 'level': 966, 'maxp': 2999, 'weight': 4}
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{'AL_dims': [[[[2, 1], [3, 1], [7, 1], [23, 1]], 5, 1], [[[2, -1], [3, -1], [7, -1], [23, -1]], 6, 1], [[[2, 1], [3, 1], [7, -1], [23, -1]], 4, 1], [[[2, 1], [3, 1], [7, -1], [23, 1]], 5, 1], [[[2, -1], [3, -1], [7, -1], [23, 1]], 2, 1], [[[2, -1], [3, 1], [7, -1], [23, -1]], 4, 1], [[[2, 1], [3, -1], [7, -1], [23, -1]], 3, 1], [[[2, -1], [3, -1], [7, 1], [23, -1]], 3, 1], [[[2, 1], [3, -1], [7, 1], [23, -1]], 5, 1], [[[2, 1], [3, -1], [7, -1], [23, 1]], 6, 2], [[[2, -1], [3, 1], [7, -1], [23, 1]], 4, 2], [[[2, 1], [3, -1], [7, 1], [23, 1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [23, -1]], 5, 1], [[[2, -1], [3, -1], [7, 1], [23, 1]], 5, 1], [[[2, 1], [3, 1], [7, 1], [23, -1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [23, 1]], 3, 1]], 'ALdims': [5, 4, 5, 4, 4, 5, 6, 3, 3, 5, 4, 4, 5, 3, 2, 6], 'Nk2': 15456, 'analytic_conductor': 56.99584506554543, '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': [966, 1, [323, 829, 925], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 568, 'dim': 68, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 67109830, 'hecke_orbit_dims': [1, 1, 2, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 6], 'label': '966.4.a', 'level': 966, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'mf_dim': 584, 'mf_new_dim': 68, 'num_forms': 18, 'plus_dim': 40, 'prim_orbit_index': 1, 'relative_dim': 68, 'sturm_bound': 768, 'trace_bound': 5, 'trace_display': [-8, 0, -40, 0], 'traces': [68, -8, 0, 272, -40, 0, 0, -32, 612, -80, 0, 0, -104, 0, 0, 1088, -136, -72, 0, -160, 0, 0, 0, 0, 1700, 144, 0, 0, -24, 0, 480, -128, 384, -304, 0, 2448, -104, 0, 0, -320, -56, 0, 448, 0, -360, 368, 1040, 0, 3332, -856, -480, -416, 2136, 0, 4240, 0, 1536, 0, 2512, 0, -1944, 704, 0, 4352, 1776, 0, 2928, -544, 0, 560, 1280, -288, -2504, -1456, 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4, 'weight_parity': 1}
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mf_twists_nf • Show schema
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{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '966.4.a.i', 'source_level': 966, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': True, 'target_label': '966.4.a.i', 'target_level': 966, 'twist_class_label': '966.4.a.i', 'twist_class_level': 966, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1546300
{'charpoly_factorization': [[[2, 1], 4]], 'hecke_orbit_code': 36028797086073798, 'p': 2}
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id: 1546301
{'charpoly_factorization': [[[3, 1], 4]], 'hecke_orbit_code': 36028797086073798, 'p': 3}
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id: 1546302
{'charpoly_factorization': [[[4758, -37, -228, -10, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 5}
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id: 1546303
{'charpoly_factorization': [[[-7, 1], 4]], 'hecke_orbit_code': 36028797086073798, 'p': 7}
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id: 1546304
{'charpoly_factorization': [[[-212832, 109508, -3249, -24, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 11}
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id: 1546305
{'charpoly_factorization': [[[3764782, -152593, -4538, 46, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 13}
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id: 1546306
{'charpoly_factorization': [[[-13121592, 598546, -5019, -84, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 17}
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id: 1546307
{'charpoly_factorization': [[[-10790864, 665504, -7211, -74, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 19}
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id: 1546308
{'charpoly_factorization': [[[-23, 1], 4]], 'hecke_orbit_code': 36028797086073798, 'p': 23}
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id: 1546309
{'charpoly_factorization': [[[-1589154186, 14089657, 19933, -453, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 29}
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id: 1546310
{'charpoly_factorization': [[[-252612336, 18711082, -73015, -244, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 31}
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id: 1546311
{'charpoly_factorization': [[[16592278, -2821807, -18835, 179, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 37}
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id: 1546312
{'charpoly_factorization': [[[-53519922, 15547431, -78379, -259, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 41}
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id: 1546313
{'charpoly_factorization': [[[93284468, 13921803, 177096, 750, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 43}
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id: 1546314
{'charpoly_factorization': [[[-94654656, 14366268, -187650, -291, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 47}
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id: 1546315
{'charpoly_factorization': [[[248176368, -3387322, -127727, -193, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 53}
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id: 1546316
{'charpoly_factorization': [[[-3616212024, -63680058, -199843, 235, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 59}
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id: 1546317
{'charpoly_factorization': [[[22161880364, -68805028, -627951, 133, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 61}
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id: 1546318
{'charpoly_factorization': [[[14109282416, 6244560, -267911, -113, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 67}
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id: 1546319
{'charpoly_factorization': [[[4881628944, -2043510, -140575, 31, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 71}
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id: 1546320
{'charpoly_factorization': [[[2976713544, -65374666, -566361, 614, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 73}
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id: 1546321
{'charpoly_factorization': [[[238252459968, -365084, -1030227, 30, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 79}
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id: 1546322
{'charpoly_factorization': [[[-13321543632, -202674248, 1673391, -2468, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 83}
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id: 1546323
{'charpoly_factorization': [[[-69999776532, 780629808, -1917229, -565, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 89}
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id: 1546324
{'charpoly_factorization': [[[688298945778, -959012887, -2145935, 459, 1], 1]], 'hecke_orbit_code': 36028797086073798, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '966.4.a.i', 'level': 966, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 200103000
{'hecke_orbit_code': 36028797086073798, 'n': 1, 'trace_an': 4}
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id: 200103001
{'hecke_orbit_code': 36028797086073798, 'n': 2, 'trace_an': -8}
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id: 200103002
{'hecke_orbit_code': 36028797086073798, 'n': 3, 'trace_an': -12}
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id: 200103003
{'hecke_orbit_code': 36028797086073798, 'n': 4, 'trace_an': 16}
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id: 200103004
{'hecke_orbit_code': 36028797086073798, 'n': 5, 'trace_an': 10}
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id: 200103005
{'hecke_orbit_code': 36028797086073798, 'n': 6, 'trace_an': 24}
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id: 200103006
{'hecke_orbit_code': 36028797086073798, 'n': 7, 'trace_an': 28}
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id: 200103007
{'hecke_orbit_code': 36028797086073798, 'n': 8, 'trace_an': -32}
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id: 200103008
{'hecke_orbit_code': 36028797086073798, 'n': 9, 'trace_an': 36}
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id: 200103009
{'hecke_orbit_code': 36028797086073798, 'n': 10, 'trace_an': -20}
-
id: 200103010
{'hecke_orbit_code': 36028797086073798, 'n': 11, 'trace_an': 24}
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id: 200103011
{'hecke_orbit_code': 36028797086073798, 'n': 12, 'trace_an': -48}
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id: 200103012
{'hecke_orbit_code': 36028797086073798, 'n': 13, 'trace_an': -46}
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id: 200103013
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