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mf_newforms • Show schema
Hide schema
{'Nk2': 380, 'analytic_conductor': 0.7585788192021636, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, 'char_degree': 6, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 9, 'char_parity': 1, 'char_values': [95, 9, [77, 21], [9, 7]], 'cm_discs': [], 'conrey_index': 6, 'conrey_indexes': [6, 16, 36, 61, 66, 81], 'dim': 18, 'field_disc': -2489053622129078421979467, 'field_disc_factorization': [[-1, 1], [3, 27], [571321, 2]], 'field_poly': [1, 0, 15, -16, 198, -132, 437, -138, 582, -156, 438, -93, 231, -51, 72, -14, 15, -3, 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': [[2, [1, -6, 30, -84, 0, 270, 397, -591, 18, 1130, 804, 354, 268, 66, 33, 19, 6, 3, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 687228321887, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 19, 5, 1, 9, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '95.2.k.a', 'level': 95, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 19], 'level_radical': 95, 'minimal_twist': '95.2.k.a', 'prim_orbit_index': 5, 'qexp_display': 'q+(-\\beta _{4}+\\beta _{15})q^{2}+(\\beta _{5}+\\beta _{6}+\\beta _{8}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '1.2.3.c9', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '95.2.k', 'trace_display': [-3, -3, 0, 0], 'trace_hash': 678599946500360487, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '16.604', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3.530', 'prec': 17}, {'__RealLiteral__': 0, 'data': '858.510', 'prec': 24}, {'__RealLiteral__': 0, 'data': '794.773', 'prec': 24}, {'__RealLiteral__': 0, 'data': '74524.501', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.011', 'prec': 17}, 'traces': [18, -3, -3, -3, 0, -6, 0, -6, 3, -3, 0, -18, -3, -12, -3, -3, 24, 48, 0, 12, -21, 9, -9, -15, 0, 3, -24, -12, 15, -12, -18, 15, -33, -12, 0, 75, 36, -33, 36, -6, -30, -9, -36, 42, -6, 9, 21, 33, 9, -6, -45, -39, -12, -66, 3, 0, 72, 12, 18, -3, -30, -24, 54, 36, -9, 39, 0, 51, 15, 33, -12, -66, 24, -15, 18, -33, -60, -48, -51, 15, 27, -15, 0, 48, 24, 63, -15, -27, -54, -9, 30, -42, 72, 30, 15, -66, 27, -3, -93, -3, 12, 39, -42, -15, -21, 15, -45, -135, 6, 0, 93, 30, 30, -42, -24, -69, 33, 48, 12, -33, -21, 42, -12, 87, -9, 21, 18, 9, -60, -15, -12, 54, 51, 6, -9, -42, -12, 48, 18, 15, -30, 24, 9, 60, -9, -93, 87, -9, 36, 3, 90, 108, -30, 57, 21, -48, -90, 9, 9, -3, 0, 45, 27, 27, 39, -36, -48, 27, -27, -48, -21, -126, 78, -60, 9, 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mf_hecke_nf • Show schema
Hide schema
{'an': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, -1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0], [0, 0, 0, 0, 0, 1, 1, 0, 1, 0, 0, -1, 0, 0, 0, -1, 0, 0], [0, 0, 0, 0, 0, 1, 0, 1, 0, 1, 1, 0, -1, 0, 1, 0, 0, 0], [0, 0, 0, 0, 0, 0, -1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 1, 0, 0, 0, -1, -1, 1, -1, 0, 0, -2, 0, 0, 0, 1], [0, -1, 0, 0, -1, 0, 1, 0, 0, 0, 1, -1, 0, 1, 0, 0, 0, 0], [0, -1, 0, 0, 0, 2, 0, 1, 2, -1, -1, -1, 1, 0, 0, 0, 0, -1], [0, 0, 1, 0, 1, -2, 0, 0, 0, -1, 0, 0, -1, 0, 0, 1, 1, 0], [0, 0, 0, -1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0], [0, -2, 0, 1, -1, -2, 1, 1, 0, 0, -1, 1, 2, 1, -2, -1, -1, -1], [0, 1, 2, 1, 2, 0, -1, 0, -1, -1, -2, 0, 0, -1, 0, 0, 0, 0], [-2, -1, -2, -1, 1, -1, -2, -2, -1, -1, 1, 0, 1, 0, 0, 0, 0, 0], [-1, 0, -2, 0, -1, 1, 0, 1, 0, 1, 0, 1, 0, 1, 0, 0, -2, 0], [0, 0, 0, 0, 0, 1, 0, 1, 1, 0, 0, 0, 0, 1, 0, 0, -1, -1], [0, 1, 0, -1, 0, 0, 1, 0, -2, 1, 1, 1, -1, 0, 1, -1, 0, 1], [1, 1, 0, 1, 1, 0, 0, 1, 1, 0, -1, 1, 0, 1, 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[6, 1, -10, -9, 9, 1, -6, 0, 3, -10, 0, -6, -10, 0, 6, -10, -1, 3]], 'char_orbit_index': 11, 'field_poly': [1, 0, 15, -16, 198, -132, 437, -138, 582, -156, 438, -93, 231, -51, 72, -14, 15, -3, 1], 'hecke_orbit_code': 687228321887, 'hecke_ring_character_values': [[77, [1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]], [21, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, -1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 2269131592089, 6807394776267, 6807394776267, 6807394776267, 6807394776267, 358283935593, 2269131592089, 6807394776267, 6807394776267, 2269131592089, 2269131592089, 6807394776267, 6807394776267, 6807394776267, 6807394776267, 6807394776267], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-1, 1, -1, 1, -1, 1, 0, 1, 1, 0, -1, 0, -1, 0, 0, 0, 0, 0], 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-
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{'Nk2': 380, 'analytic_conductor': 0.7585788192021636, 'char_conductor': 19, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 9, 'char_parity': 1, 'char_values': [95, 9, [77, 21], [9, 7]], 'conrey_index': 6, 'cusp_dim': 48, 'dim': 36, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 687228321887, 'hecke_orbit_dims': [18, 18], 'label': '95.2.k', 'level': 95, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 19], 'level_radical': 95, 'mf_dim': 72, 'mf_new_dim': 36, 'num_forms': 2, 'prim_orbit_index': 5, 'relative_dim': 6, 'sturm_bound': 20, 'trace_bound': 2, 'trace_display': [0, -6, 0, 0], 'traces': [36, 0, -6, -6, 0, -12, 0, -18, -18, -6, 0, -12, -6, 12, 0, 18, 0, 36, -12, 0, -18, 24, 12, 6, 0, -18, -18, -36, 6, -24, 12, 60, -36, 12, -6, 54, -24, -48, 48, -12, -36, 30, -42, 12, 0, 30, 54, -30, 6, -6, -18, -30, 12, -36, 0, 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mf_twists_nf • Show schema
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id: 82417
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 11, 'source_dim': 18, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '95.2.k.a', 'source_level': 95, 'target_char_orbit': 11, 'target_dim': 18, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '95.2.k.a', 'target_level': 95, 'twist_class_label': '95.2.k.a', 'twist_class_level': 95, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 82418
{'conductor': 19, 'degree': 6, 'multiplicity': 1, 'order': 9, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 18, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '95.2.k.a', 'source_level': 95, 'target_char_orbit': 11, 'target_dim': 18, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '95.2.k.a', 'target_level': 95, 'twist_class_label': '95.2.k.a', 'twist_class_level': 95, 'twisting_char_label': '19.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 82419
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 18, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '95.2.k.a', 'source_level': 95, 'target_char_orbit': 12, 'target_dim': 18, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '475.2.l.c', 'target_level': 475, 'twist_class_label': '95.2.k.a', 'twist_class_level': 95, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 82420
{'conductor': 95, 'degree': 6, 'multiplicity': 1, 'order': 18, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 18, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '95.2.k.a', 'source_level': 95, 'target_char_orbit': 12, 'target_dim': 18, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '475.2.l.c', 'target_level': 475, 'twist_class_label': '95.2.k.a', 'twist_class_level': 95, 'twisting_char_label': '95.p', 'twisting_char_orbit': 16, 'weight': 2}
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id: 82421
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 18, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '95.2.k.a', 'source_level': 95, 'target_char_orbit': 21, 'target_dim': 36, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '475.2.u.b', 'target_level': 475, 'twist_class_label': '95.2.k.a', 'twist_class_level': 95, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 82422
{'conductor': 95, 'degree': 12, 'multiplicity': 2, 'order': 36, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 18, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '95.2.k.a', 'source_level': 95, 'target_char_orbit': 21, 'target_dim': 36, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '475.2.u.b', 'target_level': 475, 'twist_class_label': '95.2.k.a', 'twist_class_level': 95, 'twisting_char_label': '95.q', 'twisting_char_orbit': 17, 'weight': 2}
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id: 82423
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 18, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '95.2.k.a', 'source_level': 95, 'target_char_orbit': 45, 'target_dim': 18, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '855.2.bs.c', 'target_level': 855, 'twist_class_label': '95.2.k.a', 'twist_class_level': 95, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 82424
{'conductor': 57, 'degree': 6, 'multiplicity': 1, 'order': 18, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 18, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '95.2.k.a', 'source_level': 95, 'target_char_orbit': 45, 'target_dim': 18, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '855.2.bs.c', 'target_level': 855, 'twist_class_label': '95.2.k.a', 'twist_class_level': 95, 'twisting_char_label': '57.l', 'twisting_char_orbit': 12, 'weight': 2}
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id: 82425
{'conductor': 19, 'degree': 6, 'multiplicity': 1, 'order': 18, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 18, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '95.2.k.a', 'source_level': 95, 'target_char_orbit': 1, 'target_dim': 9, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '1805.2.a.s', 'target_level': 1805, 'twist_class_label': '95.2.k.a', 'twist_class_level': 95, 'twisting_char_label': '19.f', 'twisting_char_orbit': 6, 'weight': 2}
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id: 82426
{'conductor': 19, 'degree': 6, 'multiplicity': 1, 'order': 9, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 18, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '95.2.k.a', 'source_level': 95, 'target_char_orbit': 1, 'target_dim': 9, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '1805.2.a.v', 'target_level': 1805, 'twist_class_label': '95.2.k.a', 'twist_class_level': 95, 'twisting_char_label': '19.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 82427
{'conductor': 95, 'degree': 6, 'multiplicity': 1, 'order': 18, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 18, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '95.2.k.a', 'source_level': 95, 'target_char_orbit': 1, 'target_dim': 9, 'target_hecke_orbit': 55, 'target_is_minimal': False, 'target_label': '9025.2.a.cc', 'target_level': 9025, 'twist_class_label': '95.2.k.a', 'twist_class_level': 95, 'twisting_char_label': '95.p', 'twisting_char_orbit': 16, 'weight': 2}
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id: 82428
{'conductor': 95, 'degree': 6, 'multiplicity': 1, 'order': 18, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 18, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '95.2.k.a', 'source_level': 95, 'target_char_orbit': 1, 'target_dim': 9, 'target_hecke_orbit': 58, 'target_is_minimal': False, 'target_label': '9025.2.a.cf', 'target_level': 9025, 'twist_class_label': '95.2.k.a', 'twist_class_level': 95, 'twisting_char_label': '95.o', 'twisting_char_orbit': 15, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 282500
{'charpoly_factorization': [[[1, -6, 30, -84, 0, 270, 397, -591, 18, 1130, 804, 354, 268, 66, 33, 19, 6, 3, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 2}
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id: 282501
{'charpoly_factorization': [[[1, -21, 207, -629, 3396, -8718, 9207, -2655, -1098, 831, -141, 576, 371, -105, 42, 26, 3, 3, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 3}
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id: 282502
{'charpoly_factorization': [[[1, 0, 0, 1, 0, 0, 1], 3]], 'hecke_orbit_code': 687228321887, 'p': 5}
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id: 282503
{'charpoly_factorization': [[[361, 2907, 35778, -110129, 374922, -289026, 331048, -185751, 168603, -77089, 46251, -12705, 5773, -990, 516, -48, 27, 0, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 7}
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id: 282504
{'charpoly_factorization': [[[597529, 5683869, 69603909, -160133926, 343751106, -191315736, 113515623, -33042279, 13707387, -2855496, 1117941, -161004, 59822, -5157, 2382, -104, 60, 0, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 11}
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id: 282505
{'charpoly_factorization': [[[2809, 6360, 55119, 188739, 256356, -666120, -925688, 645645, 1557750, 906001, 293502, 116694, 33331, 1134, 1302, 65, 18, 3, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 13}
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id: 282506
{'charpoly_factorization': [[[2859481, 13250676, 25551021, -1862136, -18635286, -8598084, 31397977, -31383276, 21413613, -11273852, 4711464, -1599729, 443368, -98823, 17721, -2593, 300, -24, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 17}
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id: 282507
{'charpoly_factorization': [[[322687697779, 0, 40224228255, 7480295079, 1626797043, 930100977, 119614101, 47513376, 12845007, 2072495, 676053, 131616, 17439, 7137, 657, 159, 45, 0, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 19}
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id: 282508
{'charpoly_factorization': [[[2085474889, -14438261388, 33399057753, -24003654614, 10804483290, -3171255645, 1190663276, -198578685, 40845360, -4173576, 1719306, 243417, 67065, -4728, -1284, -229, 6, 9, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 23}
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id: 282509
{'charpoly_factorization': [[[44269422409, -32549554503, 65664230568, -61752839685, 35472073803, -13426732056, 3330120535, -421997046, 4300119, -5952353, 5999655, -1324812, 54046, 22482, -3630, -16, 87, -15, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 29}
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id: 282510
{'charpoly_factorization': [[[47085094081, 165291809295, 563671907850, 110627499801, 102358812162, 23603956107, 12923623972, 2658850815, 913462053, 167966162, 44629974, 7079073, 1372033, 174075, 26700, 2746, 303, 18, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 31}
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id: 282511
{'charpoly_factorization': [[[-11125, 88800, -171945, 122083, -23907, -5517, 1624, -15, -18, 1], 2]], 'hecke_orbit_code': 687228321887, 'p': 37}
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id: 282512
{'charpoly_factorization': [[[130321, 9547728, 200209878, 122680017, 1154741655, 1331837127, 876831130, 439414968, 173250606, 53207192, 13293417, 2579616, 389782, 59034, 13047, 2773, 387, 30, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 41}
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id: 282513
{'charpoly_factorization': [[[2531341458361, 9362766561459, 12737105286036, 7423393018752, 2495058874806, 496039623858, 80608693804, 4633113510, -1295369637, -327646928, -5700123, 13231119, 4161550, 743499, 93546, 9038, 696, 36, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 43}
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id: 282514
{'charpoly_factorization': [[[2033313439249, 2706612353103, 2004475286151, 1054599687835, 552226883214, 122874634710, -23719831247, -5354614359, 2735894904, -326085625, 5524881, 6315672, -1006103, 3993, 16812, -2346, 267, -21, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 47}
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id: 282515
{'charpoly_factorization': [[[44884235881, -213479509491, 401990061072, 544835831678, 451379878755, 261124949298, 72923834963, 5620278834, 1663512543, -544996851, 15812070, -1980957, 343152, 129351, 29175, -404, -105, 12, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 53}
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id: 282516
{'charpoly_factorization': [[[538419880441, -2401914251064, 4958645853570, -5446228954768, 3567887119455, -1545148164114, 490432688273, -114929216988, 19512992850, -2319706938, 175378443, -3718779, -946605, 121671, -1833, -929, 189, -18, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 59}
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id: 282517
{'charpoly_factorization': [[[3789756721, 927847392, 1261205235, 3010750713, 6515614254, 5101866828, 8037883063, 6706855317, 2583172947, 509284064, 67079811, 1901295, -733733, -140640, -3765, 1558, 342, 30, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 61}
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id: 282518
{'charpoly_factorization': [[[42166698100921, -91012273270368, 49225079381382, 3612965661481, 8799382341021, 4024790037285, 1421927012604, 68032964796, 17157655479, 2736653202, 18322515, 16854306, 3467702, -10326, 14172, 2309, -63, 0, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 67}
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id: 282519
{'charpoly_factorization': [[[2834480882664649, -1478872028245749, 386608415825586, 73550953337053, 13677463355220, 9479792874693, 1723910224454, 60217118727, 8934581688, 5193668055, 999819414, 96691116, 5070534, -160575, -40080, -1558, 69, 12, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 71}
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id: 282520
{'charpoly_factorization': [[[585504633023209, -856924997835051, 578750680499619, -154609539956732, 17010917228757, 2989089033948, -500929987135, 192930124575, 30879347706, -2251995606, 59476194, 10897053, -1546737, 358785, -846, -3646, 381, -24, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 73}
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id: 282521
{'charpoly_factorization': [[[14691889, -168115380, 780334149, 1551306657, 2022479112, 1771201848, 853411065, 253204869, 145353153, 100070890, 48173469, 16841202, 5475309, 1272408, 184965, 17445, 1185, 51, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 79}
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id: 282522
{'charpoly_factorization': [[[36030515128141249, -11487212177062017, 6189090104803176, -705729322317319, 366261422525022, -34913765518053, 14271733039817, -848417232372, 312225018681, -18799307889, 4465349472, -173135181, 33374259, -854691, 178113, -2294, 507, 0, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 83}
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id: 282523
{'charpoly_factorization': [[[916651141561, -3243174524466, 4995676066575, -5405628999657, 3027366261861, 3787422486660, 1527322760305, 236291037885, 10493386530, -3228152354, -678526578, -31704114, 10139938, 2531178, 315477, 25940, 1473, 54, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 89}
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id: 282524
{'charpoly_factorization': [[[3665788890625, 670166615625, 67553902498125, -93594162257625, 63954401652225, -27827377963620, 8603893981111, -1985120791083, 347831665503, -45858679496, 4443909177, -305514906, 12687004, 175404, -79563, 4658, 129, -27, 1], 1]], 'hecke_orbit_code': 687228321887, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 11, 'hecke_orbit': 1, 'label': '95.2.k.a', 'level': 95, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 40743000
{'hecke_orbit_code': 687228321887, 'n': 1, 'trace_an': 18}
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id: 40743001
{'hecke_orbit_code': 687228321887, 'n': 2, 'trace_an': -3}
-
id: 40743002
{'hecke_orbit_code': 687228321887, 'n': 3, 'trace_an': -3}
-
id: 40743003
{'hecke_orbit_code': 687228321887, 'n': 4, 'trace_an': -3}
-
id: 40743004
{'hecke_orbit_code': 687228321887, 'n': 5, 'trace_an': 0}
-
id: 40743005
{'hecke_orbit_code': 687228321887, 'n': 6, 'trace_an': -6}
-
id: 40743006
{'hecke_orbit_code': 687228321887, 'n': 7, 'trace_an': 0}
-
id: 40743007
{'hecke_orbit_code': 687228321887, 'n': 8, 'trace_an': -6}
-
id: 40743008
{'hecke_orbit_code': 687228321887, 'n': 9, 'trace_an': 3}
-
id: 40743009
{'hecke_orbit_code': 687228321887, 'n': 10, 'trace_an': -3}
-
id: 40743010
{'hecke_orbit_code': 687228321887, 'n': 11, 'trace_an': 0}
-
id: 40743011
{'hecke_orbit_code': 687228321887, 'n': 12, 'trace_an': -18}
-
id: 40743012
{'hecke_orbit_code': 687228321887, 'n': 13, 'trace_an': -3}
-
id: 40743013
{'hecke_orbit_code': 687228321887, 'n': 14, 'trace_an': -12}
-
id: 40743014
{'hecke_orbit_code': 687228321887, 'n': 15, 'trace_an': -3}
-
id: 40743015
{'hecke_orbit_code': 687228321887, 'n': 16, 'trace_an': -3}
-
id: 40743016
{'hecke_orbit_code': 687228321887, 'n': 17, 'trace_an': 24}
-
id: 40743017
{'hecke_orbit_code': 687228321887, 'n': 18, 'trace_an': 48}
-
id: 40743018
{'hecke_orbit_code': 687228321887, 'n': 19, 'trace_an': 0}
-
id: 40743019
{'hecke_orbit_code': 687228321887, 'n': 20, 'trace_an': 12}
-
id: 40743020
{'hecke_orbit_code': 687228321887, 'n': 21, 'trace_an': -21}
-
id: 40743021
{'hecke_orbit_code': 687228321887, 'n': 22, 'trace_an': 9}
-
id: 40743022
{'hecke_orbit_code': 687228321887, 'n': 23, 'trace_an': -9}
-
id: 40743023
{'hecke_orbit_code': 687228321887, 'n': 24, 'trace_an': -15}
-
id: 40743024
{'hecke_orbit_code': 687228321887, 'n': 25, 'trace_an': 0}
-
id: 40743025
{'hecke_orbit_code': 687228321887, 'n': 26, 'trace_an': 3}
-
id: 40743026
{'hecke_orbit_code': 687228321887, 'n': 27, 'trace_an': -24}
-
id: 40743027
{'hecke_orbit_code': 687228321887, 'n': 28, 'trace_an': -12}
-
id: 40743028
{'hecke_orbit_code': 687228321887, 'n': 29, 'trace_an': 15}
-
id: 40743029
{'hecke_orbit_code': 687228321887, 'n': 30, 'trace_an': -12}
-
id: 40743030
{'hecke_orbit_code': 687228321887, 'n': 31, 'trace_an': -18}
-
id: 40743031
{'hecke_orbit_code': 687228321887, 'n': 32, 'trace_an': 15}
-
id: 40743032
{'hecke_orbit_code': 687228321887, 'n': 33, 'trace_an': -33}
-
id: 40743033
{'hecke_orbit_code': 687228321887, 'n': 34, 'trace_an': -12}
-
id: 40743034
{'hecke_orbit_code': 687228321887, 'n': 35, 'trace_an': 0}
-
id: 40743035
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