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mf_newforms • Show schema
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{'Nk2': 2664, 'analytic_conductor': 5.318036774617274, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 37, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 3, 'char_parity': 1, 'char_values': [666, 3, [371, 631], [3, 2]], 'cm_discs': [], 'conrey_index': 343, 'conrey_indexes': [343, 433], 'dim': 6, 'field_disc': -4406832, 'field_disc_factorization': [[-1, 1], [2, 4], [3, 3], [101, 2]], 'field_poly': [1, 5, 24, 7, 6, -1, 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': [[5, [441, -357, 310, -25, 18, -1, 1]], [7, [16, -32, 64, -8, 8, 0, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532740277273242, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 37, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '666.2.f.j', 'level': 666, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 37], 'level_radical': 222, 'minimal_twist': '74.2.c.c', 'nf_label': '6.0.4406832.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(1+\\beta _{3})q^{2}+\\beta _{3}q^{4}-\\beta _{5}q^{5}+(-\\beta _{2}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '1.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '666.2.f', 'trace_display': [3, 0, 1, 0], 'trace_hash': 1258105889939252350, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.111', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.705', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.259', 'prec': 17}, {'__RealLiteral__': 0, 'data': '136.685', 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mf_hecke_nf • Show schema
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{'an': [[1, 0, 0, 0, 0, 0], [1, 0, 0, 1, 0, 0], [0, 0, 0, 0, 0, 0], [0, 0, 0, 1, 0, 0], [0, 0, 0, 0, 0, -1], [0, 0, 0, 0, 0, 0], [0, 0, -1, 0, -1, 0], [-1, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [-1, -1, -1, 0, 0, 0], [0, 0, 0, 0, 0, 0], [0, 0, 0, 2, 0, 0], [0, 0, -1, 0, 0, 0], [0, 0, 0, 0, 0, 0], [-1, 0, 0, -1, 0, 0], [-1, 0, 0, -1, -2, 0], [0, 0, 0, 0, 0, 0], [0, 0, -1, 3, -1, -1], [0, 1, 0, 0, 0, 1], [0, 0, 0, 0, 0, 0], [-1, -1, 0, -1, 1, -1], [-3, 1, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0], [-7, 1, 0, -7, -3, 1], [-2, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 1, 0], [1, 0, 1, 0, 0, 0], [0, 0, 0, 0, 0, 0], [1, 1, -1, 0, 0, 0], [0, 0, 0, -1, 0, 0], [0, 0, 0, 0, 0, 0], [0, 0, -2, -1, -2, 0], [-1, -1, 0, -1, -2, -1], [0, 0, 0, 0, 0, 0], [-3, 1, 1, -2, 2, 1], [-3, 1, -1, 0, 0, 0], [0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 1], [0, 0, 1, 2, 1, 1], [0, 0, 0, 0, 0, 0], [3, -1, -2, 0, 0, 0], [0, 0, 1, -1, 1, -1], [0, 0, 0, 0, 0, 0], [-3, 1, 0, -3, 0, 1], [5, 1, -1, 0, 0, 0], [0, 0, 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-6, 12], [0, 0, -2, -8, -2, 6], [-8, -4, 5, 0, 0, 0], [0, 0, 1, 5, 1, -7], [10, 6, -7, 0, 0, 0], [-11, 4, 0, -11, -3, 4], [9, -6, 0, 9, -12, -6], [3, -7, 1, 0, 0, 0], [0, 0, 9, -9, 9, 6], [-12, 8, 4, 0, 0, 0], [6, 8, 0, 6, -12, 8], [0, 0, -3, -3, -3, -5], [0, 0, 12, 8, 12, 0], [0, 0, 6, -12, 6, 2], [-9, -9, 0, -9, 4, -9], [0, 0, 10, -22, 10, 6], [-10, -8, 0, -10, 8, -8], [7, -9, 0, 7, -10, -9], [-21, 2, 0, -21, -11, 2], [-8, 3, 1, 0, 0, 0], [-19, 1, -6, 0, 0, 0], [-18, 6, 0, -18, 0, 6], [2, -5, -12, 0, 0, 0], [0, 0, 4, -7, 4, 0], [0, 0, 1, 10, 1, 10], [11, -5, 8, 0, 0, 0], [0, 0, 1, -5, 1, -5], [17, -7, -10, 0, 0, 0], [-11, 5, 14, 0, 0, 0], [0, 0, -7, -14, -7, -7], [-36, -5, 0, -36, 1, -5], [17, -6, 0, 17, 13, -6], [-18, 2, 0, -18, 0, 2], [-5, -3, 0, -5, -1, -3], [0, 0, -6, -4, -6, -4], [4, 0, 0, 4, -1, 0], [29, 3, 0, 29, 1, 3], [-35, 5, 0, -35, -7, 5], [-4, 8, -3, 0, 0, 0], [-6, 4, 0, -6, 16, 4]], 'char_orbit_index': 6, 'field_poly': [1, 5, 24, 7, 6, -1, 1], 'hecke_orbit_code': 40532740277273242, 'hecke_ring_character_values': [[371, [1, 0, 0, 0, 0, 0]], [631, [0, 0, 0, 1, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 149, 149, 149, 149, 149], 'hecke_ring_inverse_denominators': [1, 2, 1, 2, 1, 2], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 0, -1, -1, -1, 1], [-4, 1, 0, -4, 0, 1], [-15, 7, 5, 0, 0, 0], [0, 0, 3, 28, 3, -9], [139, -55, 0, 139, 31, -55]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [595, 25, 120, -31, 30, -5], [-386, -35, -168, 103, -42, 7], [6, 744, 174, 186, -31, 30], [405, 1944, 719, 486, -81, 88], [25, 2951, 725, 775, -154, 125]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '666.2.f.j', 'level': 666, 'maxp': 997, 'weight': 2}
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mf_newspaces • Show schema
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{'Nk2': 2664, 'analytic_conductor': 5.318036774617274, 'char_conductor': 37, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 3, 'char_parity': 1, 'char_values': [666, 3, [371, 631], [3, 2]], 'conrey_index': 343, 'cusp_dim': 212, 'dim': 30, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 343630938778, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 4, 4, 4, 6], 'label': '666.2.f', 'level': 666, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 37], 'level_radical': 222, 'mf_dim': 244, 'mf_new_dim': 30, 'num_forms': 10, 'prim_orbit_index': 3, 'relative_dim': 15, 'sturm_bound': 228, 'trace_bound': 5, 'trace_display': [-1, 0, 5, 0], 'traces': [30, -1, 0, -15, 5, 0, 0, 2, 0, 2, -8, 0, -2, 8, 0, -15, -3, 0, 12, 5, 0, 8, -24, 0, -24, -4, 0, 0, 6, 0, 40, -1, 0, -9, 4, 0, -23, -16, 0, -1, -11, 0, -16, 4, 0, 0, 16, 0, -27, 12, 0, -2, -2, 0, -4, -4, 0, 11, 16, 0, -21, 0, 0, 30, 2, 0, -8, 6, 0, -16, -12, 0, -4, -2, 0, 12, 52, 0, 4, -10, 0, -38, 40, 0, 54, 32, 0, -16, 5, 0, 28, 12, 0, -12, -68, 0, -46, -9, 0, 48, -26, 0, -8, 2, 0, -22, -12, 0, -37, -96, 0, 0, -30, 0, 64, -3, 0, -20, 8, 0, -10, -58, 0, -20, 18, 0, 4, -1, 0, 30, 60, 0, -4, 0, 0, -9, 78, 0, 4, -8, 0, 0, 0, 0, -19, 2, 0, 13, -90, 0, -16, 8, 0, 40, 48, 0, -5, 48, 0, -1, 8, 0, 28, -11, 0, -20, -56, 0, 27, 3, 0, 8, -7, 0, 112, 4, 0, 27, 16, 0, 7, 32, 0, 0, 97, 0, 72, -8, 0, 24, 24, 0, 130, 33, 0, 54, 5, 0, -72, 12, 0, 11, -44, 0, -51, 16, 0, 4, -24, 0, -104, 4, 0, -16, -8, 0, 24, 53, 0, -4, -60, 0, 96, -4, 0, -18, 24, 0, -73, 128, 0, -22, -58, 0, -16, -32, 0, -60, 0, 0, 10, 11, 0, -21, -226, 0, -32, 0, 0, -51, 48, 0, -72, -12, 0, -15, 117, 0, 16, -4, 0, 16, -56, 0, -196, 68, 0, -8, 28, 0, 4, -3, 0, 15, -56, 0, 131, -8, 0, -16, 5, 0, -100, -12, 0, 80, -4, 0, -12, 2, 0, 2, 1, 0, 40, 7, 0, -13, 132, 0, -40, -192, 0, -24, 51, 0, -104, 52, 0, 168, -48, 0, -37, 29, 0, 4, -3, 0, 104, 5, 0, -56, -160, 0, -104, -32, 0, 19, 36, 0, 28, -80, 0, 24, -76, 0, 27, -47, 0, -27, -32, 0, -144, -64, 0, -9, -80, 0, 59, -32, 0, 8, 61, 0, 156, -10, 0, 16, 168, 0, 13, -50, 0, -56, -38, 0, -32, 12, 0, -117, 8, 0, 3, 44, 0, 24, 62, 0, -36, 136, 0, -88, 112, 0, -4, -31, 0, 23, -31, 0, 48, -9, 0, 15, -16, 0, -30, 64, 0, -24, 12, 0, 52, 13, 0, 200, 80, 0, -29, -53, 0, 4, 88, 0, 64, 2, 0, 160, 40, 0, 74, 20, 0, -22, -168, 0, -148, -12, 0, -40, -72, 0, -166, 8, 0, 74, 44, 0, -56, 48, 0, 78, 8, 0, -106, -80, 0, 0, -10, 0, 16, 60, 0, -128, 160, 0, -57, -34, 0, 64, 22, 0, 156, -3, 0, -25, -224, 0, 96, 56, 0, -20, 120, 0, -80, -4, 0, 0, 76, 0, -42, -68, 0, 5, -49, 0, 176, 29, 0, 59, 112, 0, 129, 0, 0, -20, -40, 0, -28, -9, 0, -92, 36, 0, 209, 20, 0, -8, -19, 0, -64, 2, 0, -45, -36, 0, 0, 28, 0, 30, 146, 0, -20, -120, 0, -56, 40, 0, -2, 118, 0, 8, -102, 0, 16, 0, 0, -58, -28, 0, 298, 8, 0, 18, -78, 0, -184, -39, 0, 32, -12, 0, -96, -170, 0, -8, -95, 0, -44, 4, 0, 7, -136, 0, 68, -152, 0, 0, -154, 0, -84, 0, 0, -144, 112, 0, -70, 0, 0, -19, 88, 0, -40, -4, 0, 130, 48, 0, 160, -52, 0, 10, -90, 0, -120, 45, 0, 16, 0, 0, -113, 176, 0, -16, 57, 0, 128, 8, 0, -43, -80, 0, -57, -20, 0, -20, 22, 0, 136, 48, 0, 48, -136, 0, -213, 117, 0, 10, 114, 0, 128, -24, 0, -61, 128, 0, -20, 8, 0, 2, -87, 0, 176, 8, 0, 108, -120, 0, 40, 84, 0, -56, 49, 0, 168, 22, 0, 136, 12, 0, 59, 104, 0, -20, 88, 0, 24, -56, 0, -64, -8, 0, -106, 230, 0, -54, 126, 0, 44, -6, 0, 32, -20, 0, -83, 16, 0, 8, -344, 0, -64, 14, 0, -28, 328, 0, 126, -51, 0, -56, 202, 0, 8, -8, 0, -1, -128, 0, 140, 96, 0, 27, 96, 0, -72, -8, 0, -16, -88, 0, 104, 19, 0, 7, 52, 0, 132, 32, 0, -268, -28, 0, 14, 64, 0, 0, -112, 0, -56, 10, 0, 44, 84, 0, 85, -330, 0, -144, 28, 0, 8, -8, 0, -236, -188, 0, 27, 64, 0, 24, 1, 0, -176, -12, 0, 48, -88, 0, -132, -124, 0, -65, 49, 0, -132, -66, 0, 10, 40, 0, -12, -24, 0, -27, -30, 0, -192, -10, 0, -52, -296, 0, 158, -15, 0, 36, -50, 0, -108, -24, 0, 6, -80, 0, 152, -128, 0, -22, -30, 0, 56, -44, 0, -96, 64, 0, -28, 53, 0, 102, -2, 0, 72, -32, 0, -72, 144, 0, -178, -88, 0, -2, -55, 0, -68, -24, 0, 0, -36, 0, -176, 173, 0, 52, -22, 0, 184, -2, 0, 168, 120, 0, -17, -80, 0, 8, 78, 0, 112, -8, 0, 168, 8, 0, -306, 17, 0, 24, -144, 0, -28, 53, 0, 152, -72, 0, -286, 144, 0, 8, 93, 0, -136, 30, 0, 4, 40, 0, 544, -149, 0, -48, 0, 0, 152, 8, 0, -60, 216, 0, -42, -8, 0, -18, -57, 0, 52, 24, 0, 0, 136, 0, 52, -42, 0, -73, 392, 0, 16, -64, 0, -70, 24, 0, -60, -80, 0, 11, -15, 0, -584, 29, 0, 32, 304, 0, 43, 40, 0, -16, 117, 0, 260, 16, 0, 12, -32, 0, -80, 64, 0, 120, -74, 0, 32, 0, 0, -88, -32, 0, -74, -26, 0, 10, 43, 0, -12, -22, 0, -26, 64, 0, -136, 176, 0, 42, 2, 0, 0, 113, 0, 48, -152, 0, 494, -17, 0, 64, -232, 0, -192, 0, 0, 120, -152, 0, 122, -128, 0, 102], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 441012
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 6, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '666.2.f.j', 'source_level': 666, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '74.2.c.c', 'target_level': 74, 'twist_class_label': '74.2.c.c', 'twist_class_level': 74, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 441013
{'conductor': 111, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 6, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '666.2.f.j', 'source_level': 666, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '74.2.c.c', 'target_level': 74, 'twist_class_label': '74.2.c.c', 'twist_class_level': 74, 'twisting_char_label': '111.i', 'twisting_char_orbit': 9, 'weight': 2}
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id: 441014
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 6, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '666.2.f.j', 'source_level': 666, 'target_char_orbit': 9, 'target_dim': 6, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '592.2.i.e', 'target_level': 592, 'twist_class_label': '74.2.c.c', 'twist_class_level': 74, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 441015
{'conductor': 444, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 6, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '666.2.f.j', 'source_level': 666, 'target_char_orbit': 9, 'target_dim': 6, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '592.2.i.e', 'target_level': 592, 'twist_class_label': '74.2.c.c', 'twist_class_level': 74, 'twisting_char_label': '444.t', 'twisting_char_orbit': 20, 'weight': 2}
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id: 441016
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 6, 'source_dim': 6, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '666.2.f.j', 'source_level': 666, 'target_char_orbit': 6, 'target_dim': 6, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '666.2.f.j', 'target_level': 666, 'twist_class_label': '74.2.c.c', 'twist_class_level': 74, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 441017
{'conductor': 37, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 6, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '666.2.f.j', 'source_level': 666, 'target_char_orbit': 6, 'target_dim': 6, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '666.2.f.j', 'target_level': 666, 'twist_class_label': '74.2.c.c', 'twist_class_level': 74, 'twisting_char_label': '37.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 441018
{'conductor': 111, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 6, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '666.2.f.j', 'source_level': 666, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '2738.2.a.n', 'target_level': 2738, 'twist_class_label': '74.2.c.c', 'twist_class_level': 74, 'twisting_char_label': '111.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 441019
{'conductor': 111, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 6, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '666.2.f.j', 'source_level': 666, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '2738.2.a.o', 'target_level': 2738, 'twist_class_label': '74.2.c.c', 'twist_class_level': 74, 'twisting_char_label': '111.i', 'twisting_char_orbit': 9, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 1184625
{'charpoly_factorization': [[[1, -1, 1], 3]], 'hecke_orbit_code': 40532740277273242, 'p': 2}
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id: 1184626
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 40532740277273242, 'p': 3}
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id: 1184627
{'charpoly_factorization': [[[441, -357, 310, -25, 18, -1, 1], 1]], 'hecke_orbit_code': 40532740277273242, 'p': 5}
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id: 1184628
{'charpoly_factorization': [[[16, -32, 64, -8, 8, 0, 1], 1]], 'hecke_orbit_code': 40532740277273242, 'p': 7}
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id: 1184629
{'charpoly_factorization': [[[-48, -16, 4, 1], 2]], 'hecke_orbit_code': 40532740277273242, 'p': 11}
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id: 1184630
{'charpoly_factorization': [[[4, 2, 1], 3]], 'hecke_orbit_code': 40532740277273242, 'p': 13}
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id: 1184631
{'charpoly_factorization': [[[3969, 1827, 1030, 39, 38, 3, 1], 1]], 'hecke_orbit_code': 40532740277273242, 'p': 17}
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id: 1184632
{'charpoly_factorization': [[[12544, 896, 960, 160, 72, 8, 1], 1]], 'hecke_orbit_code': 40532740277273242, 'p': 19}
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id: 1184633
{'charpoly_factorization': [[[-12, 4, 8, 1], 2]], 'hecke_orbit_code': 40532740277273242, 'p': 23}
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id: 1184634
{'charpoly_factorization': [[[3, -5, -3, 1], 2]], 'hecke_orbit_code': 40532740277273242, 'p': 29}
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id: 1184635
{'charpoly_factorization': [[[-16, -24, -4, 1], 2]], 'hecke_orbit_code': 40532740277273242, 'p': 31}
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id: 1184636
{'charpoly_factorization': [[[50653, 15059, 4958, 815, 134, 11, 1], 1]], 'hecke_orbit_code': 40532740277273242, 'p': 37}
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id: 1184637
{'charpoly_factorization': [[[9, 39, 190, -85, 62, 7, 1], 1]], 'hecke_orbit_code': 40532740277273242, 'p': 41}
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id: 1184638
{'charpoly_factorization': [[[148, -20, -8, 1], 2]], 'hecke_orbit_code': 40532740277273242, 'p': 43}
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id: 1184639
{'charpoly_factorization': [[[-48, 56, -16, 1], 2]], 'hecke_orbit_code': 40532740277273242, 'p': 47}
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id: 1184640
{'charpoly_factorization': [[[46656, -30240, 14848, -2648, 344, -22, 1], 1]], 'hecke_orbit_code': 40532740277273242, 'p': 53}
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id: 1184641
{'charpoly_factorization': [[[451584, -107520, 28288, -704, 176, -4, 1], 1]], 'hecke_orbit_code': 40532740277273242, 'p': 59}
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id: 1184642
{'charpoly_factorization': [[[49, 133, 298, 157, 62, 9, 1], 1]], 'hecke_orbit_code': 40532740277273242, 'p': 61}
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id: 1184643
{'charpoly_factorization': [[[256, -1024, 3840, -992, 192, -16, 1], 1]], 'hecke_orbit_code': 40532740277273242, 'p': 67}
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id: 1184644
{'charpoly_factorization': [[[1296, 1440, 1168, 408, 104, 12, 1], 1]], 'hecke_orbit_code': 40532740277273242, 'p': 71}
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id: 1184645
{'charpoly_factorization': [[[-8, -20, -2, 1], 2]], 'hecke_orbit_code': 40532740277273242, 'p': 73}
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id: 1184646
{'charpoly_factorization': [[[20736, 10368, 4608, 576, 88, -4, 1], 1]], 'hecke_orbit_code': 40532740277273242, 'p': 79}
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id: 1184647
{'charpoly_factorization': [[[17424, 8448, 3568, 520, 80, -4, 1], 1]], 'hecke_orbit_code': 40532740277273242, 'p': 83}
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id: 1184648
{'charpoly_factorization': [[[301401, -81801, 27142, 243, 230, -9, 1], 1]], 'hecke_orbit_code': 40532740277273242, 'p': 89}
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id: 1184649
{'charpoly_factorization': [[[-7, 27, -13, 1], 2]], 'hecke_orbit_code': 40532740277273242, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 6, 'hecke_orbit': 10, 'label': '666.2.f.j', 'level': 666, 'portrait': 'data:image/png;base64,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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 208900000
{'hecke_orbit_code': 40532740277273242, 'n': 1, 'trace_an': 6}
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id: 208900001
{'hecke_orbit_code': 40532740277273242, 'n': 2, 'trace_an': 3}
-
id: 208900002
{'hecke_orbit_code': 40532740277273242, 'n': 3, 'trace_an': 0}
-
id: 208900003
{'hecke_orbit_code': 40532740277273242, 'n': 4, 'trace_an': -3}
-
id: 208900004
{'hecke_orbit_code': 40532740277273242, 'n': 5, 'trace_an': 1}
-
id: 208900005
{'hecke_orbit_code': 40532740277273242, 'n': 6, 'trace_an': 0}
-
id: 208900006
{'hecke_orbit_code': 40532740277273242, 'n': 7, 'trace_an': 0}
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id: 208900007
{'hecke_orbit_code': 40532740277273242, 'n': 8, 'trace_an': -6}
-
id: 208900008
{'hecke_orbit_code': 40532740277273242, 'n': 9, 'trace_an': 0}
-
id: 208900009
{'hecke_orbit_code': 40532740277273242, 'n': 10, 'trace_an': 2}
-
id: 208900010
{'hecke_orbit_code': 40532740277273242, 'n': 11, 'trace_an': -8}
-
id: 208900011
{'hecke_orbit_code': 40532740277273242, 'n': 12, 'trace_an': 0}
-
id: 208900012
{'hecke_orbit_code': 40532740277273242, 'n': 13, 'trace_an': -6}
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id: 208900013
{'hecke_orbit_code': 40532740277273242, 'n': 14, 'trace_an': 0}
-
id: 208900014
{'hecke_orbit_code': 40532740277273242, 'n': 15, 'trace_an': 0}
-
id: 208900015
{'hecke_orbit_code': 40532740277273242, 'n': 16, 'trace_an': -3}
-
id: 208900016
{'hecke_orbit_code': 40532740277273242, 'n': 17, 'trace_an': -3}
-
id: 208900017
{'hecke_orbit_code': 40532740277273242, 'n': 18, 'trace_an': 0}
-
id: 208900018
{'hecke_orbit_code': 40532740277273242, 'n': 19, 'trace_an': -8}
-
id: 208900019
{'hecke_orbit_code': 40532740277273242, 'n': 20, 'trace_an': 1}
-
id: 208900020
{'hecke_orbit_code': 40532740277273242, 'n': 21, 'trace_an': 0}
-
id: 208900021
{'hecke_orbit_code': 40532740277273242, 'n': 22, 'trace_an': -4}
-
id: 208900022
{'hecke_orbit_code': 40532740277273242, 'n': 23, 'trace_an': -16}
-
id: 208900023
{'hecke_orbit_code': 40532740277273242, 'n': 24, 'trace_an': 0}
-
id: 208900024
{'hecke_orbit_code': 40532740277273242, 'n': 25, 'trace_an': -20}
-
id: 208900025
{'hecke_orbit_code': 40532740277273242, 'n': 26, 'trace_an': -12}
-
id: 208900026
{'hecke_orbit_code': 40532740277273242, 'n': 27, 'trace_an': 0}
-
id: 208900027
{'hecke_orbit_code': 40532740277273242, 'n': 28, 'trace_an': 0}
-
id: 208900028
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