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mf_newforms • Show schema
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{'Nk2': 3192, 'analytic_conductor': 6.372062081298175, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 3, 'char_parity': 1, 'char_values': [798, 3, [533, 115, 211], [3, 1, 3]], 'cm_discs': [], 'conrey_index': 457, 'conrey_indexes': [457, 571], 'dim': 4, 'field_disc': 576, 'field_disc_factorization': [[2, 6], [3, 2]], 'field_poly': [4, 0, 2, 0, 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, [49, -42, 29, -6, 1]], [11, [1, -1, 1]], [13, [-8, 0, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525815900439326, 'hecke_ring_generator_nbound': 5, '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, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '798.2.j.h', 'level': 798, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 19], 'level_radical': 798, 'minimal_twist': '798.2.j.h', 'nf_label': '4.0.576.2', 'prim_orbit_index': 3, 'qexp_display': 'q+\\beta _{2}q^{2}+(1+\\beta _{2})q^{3}+(-1-\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '798.2.j', 'trace_display': [-2, 2, 6, -2], 'trace_hash': 109564256846892448, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.902', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.028', 'prec': 17}, {'__RealLiteral__': 0, 'data': '56.377', 'prec': 20}, {'__RealLiteral__': 0, 'data': '67.790', 'prec': 20}, 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mf_hecke_cc • Show schema
Hide schema
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mf_newspaces • Show schema
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{'Nk2': 3192, 'analytic_conductor': 6.372062081298175, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 3, 'char_parity': 1, 'char_values': [798, 3, [533, 115, 211], [3, 1, 3]], 'conrey_index': 457, 'cusp_dim': 304, 'dim': 48, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13], 'hecke_orbit_code': 618508845854, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 4, 4, 6, 6, 8, 8], 'label': '798.2.j', 'level': 798, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 19], 'level_radical': 798, 'mf_dim': 336, 'mf_new_dim': 48, 'num_forms': 12, 'prim_orbit_index': 3, 'relative_dim': 24, 'sturm_bound': 320, 'trace_bound': 7, 'trace_display': [0, 0, 4, -8], 'traces': [48, 0, 0, -24, 4, 8, -8, 0, -24, 4, 4, 0, 0, 0, -8, -24, -8, 0, -4, -8, 0, -8, 4, -4, -16, 0, 0, 4, -32, 0, 20, 0, 4, 0, 36, 48, 24, 0, 0, 4, 16, -4, 8, 4, 4, -8, 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mf_twists_cc • Show schema
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id: 46338405
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 457, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525815900439326, 'source_is_minimal': True, 'source_label': '798.2.j.h.457.2', 'source_level': 798, 'target_conrey_index': 457, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525815900439326, 'target_is_minimal': True, 'target_label': '798.2.j.h.457.2', 'target_level': 798, 'twist_class_label': '798.2.j.h.457.2', 'twist_class_level': 798, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 46338406
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 457, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525815900439326, 'source_is_minimal': True, 'source_label': '798.2.j.h.457.2', 'source_level': 798, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 144115188109415890, 'target_is_minimal': False, 'target_label': '5586.2.a.bg.1.1', 'target_level': 5586, 'twist_class_label': '798.2.j.h.457.2', 'twist_class_level': 798, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 46338407
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 457, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525815900439326, 'source_is_minimal': True, 'source_label': '798.2.j.h.457.2', 'source_level': 798, 'target_conrey_index': 571, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525815900439326, 'target_is_minimal': True, 'target_label': '798.2.j.h.571.2', 'target_level': 798, 'twist_class_label': '798.2.j.h.457.2', 'twist_class_level': 798, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 46338408
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 457, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525815900439326, 'source_is_minimal': True, 'source_label': '798.2.j.h.457.2', 'source_level': 798, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 193654784010491346, 'target_is_minimal': False, 'target_label': '5586.2.a.br.1.2', 'target_level': 5586, 'twist_class_label': '798.2.j.h.457.2', 'twist_class_level': 798, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1340175
{'charpoly_factorization': [[[1, 1, 1], 2]], 'hecke_orbit_code': 31525815900439326, 'p': 2}
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id: 1340176
{'charpoly_factorization': [[[1, -1, 1], 2]], 'hecke_orbit_code': 31525815900439326, 'p': 3}
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id: 1340177
{'charpoly_factorization': [[[49, -42, 29, -6, 1], 1]], 'hecke_orbit_code': 31525815900439326, 'p': 5}
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id: 1340178
{'charpoly_factorization': [[[49, 14, -3, 2, 1], 1]], 'hecke_orbit_code': 31525815900439326, 'p': 7}
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id: 1340179
{'charpoly_factorization': [[[1, -1, 1], 2]], 'hecke_orbit_code': 31525815900439326, 'p': 11}
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id: 1340180
{'charpoly_factorization': [[[-8, 0, 1], 2]], 'hecke_orbit_code': 31525815900439326, 'p': 13}
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id: 1340181
{'charpoly_factorization': [[[324, 0, 18, 0, 1], 1]], 'hecke_orbit_code': 31525815900439326, 'p': 17}
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id: 1340182
{'charpoly_factorization': [[[1, 1, 1], 2]], 'hecke_orbit_code': 31525815900439326, 'p': 19}
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id: 1340183
{'charpoly_factorization': [[[4, 8, 14, 4, 1], 1]], 'hecke_orbit_code': 31525815900439326, 'p': 23}
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id: 1340184
{'charpoly_factorization': [[[17, -10, 1], 2]], 'hecke_orbit_code': 31525815900439326, 'p': 29}
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id: 1340185
{'charpoly_factorization': [[[49, 70, 107, -10, 1], 1]], 'hecke_orbit_code': 31525815900439326, 'p': 31}
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id: 1340186
{'charpoly_factorization': [[[4, 16, 66, -8, 1], 1]], 'hecke_orbit_code': 31525815900439326, 'p': 37}
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id: 1340187
{'charpoly_factorization': [[[2, 4, 1], 2]], 'hecke_orbit_code': 31525815900439326, 'p': 41}
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id: 1340188
{'charpoly_factorization': [[[-14, -4, 1], 2]], 'hecke_orbit_code': 31525815900439326, 'p': 43}
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id: 1340189
{'charpoly_factorization': [[[784, 336, 116, 12, 1], 1]], 'hecke_orbit_code': 31525815900439326, 'p': 47}
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id: 1340190
{'charpoly_factorization': [[[49, 14, 11, -2, 1], 1]], 'hecke_orbit_code': 31525815900439326, 'p': 53}
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id: 1340191
{'charpoly_factorization': [[[2401, 98, 53, -2, 1], 1]], 'hecke_orbit_code': 31525815900439326, 'p': 59}
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id: 1340192
{'charpoly_factorization': [[[16, 16, 20, -4, 1], 1]], 'hecke_orbit_code': 31525815900439326, 'p': 61}
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id: 1340193
{'charpoly_factorization': [[[4, -2, 1], 2]], 'hecke_orbit_code': 31525815900439326, 'p': 67}
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id: 1340194
{'charpoly_factorization': [[[-94, -4, 1], 2]], 'hecke_orbit_code': 31525815900439326, 'p': 71}
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id: 1340195
{'charpoly_factorization': [[[18496, -3264, 440, -24, 1], 1]], 'hecke_orbit_code': 31525815900439326, 'p': 73}
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id: 1340196
{'charpoly_factorization': [[[1, -6, 35, -6, 1], 1]], 'hecke_orbit_code': 31525815900439326, 'p': 79}
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id: 1340197
{'charpoly_factorization': [[[-191, 6, 1], 2]], 'hecke_orbit_code': 31525815900439326, 'p': 83}
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id: 1340198
{'charpoly_factorization': [[[2116, 736, 210, 16, 1], 1]], 'hecke_orbit_code': 31525815900439326, 'p': 89}
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id: 1340199
{'charpoly_factorization': [[[47, 14, 1], 2]], 'hecke_orbit_code': 31525815900439326, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 10, 'hecke_orbit': 8, 'label': '798.2.j.h', 'level': 798, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 194163000
{'hecke_orbit_code': 31525815900439326, 'n': 1, 'trace_an': 4}
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id: 194163001
{'hecke_orbit_code': 31525815900439326, 'n': 2, 'trace_an': -2}
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id: 194163002
{'hecke_orbit_code': 31525815900439326, 'n': 3, 'trace_an': 2}
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id: 194163003
{'hecke_orbit_code': 31525815900439326, 'n': 4, 'trace_an': -2}
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id: 194163004
{'hecke_orbit_code': 31525815900439326, 'n': 5, 'trace_an': 6}
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id: 194163005
{'hecke_orbit_code': 31525815900439326, 'n': 6, 'trace_an': -4}
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id: 194163006
{'hecke_orbit_code': 31525815900439326, 'n': 7, 'trace_an': -2}
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id: 194163007
{'hecke_orbit_code': 31525815900439326, 'n': 8, 'trace_an': 4}
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id: 194163008
{'hecke_orbit_code': 31525815900439326, 'n': 9, 'trace_an': -2}
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id: 194163009
{'hecke_orbit_code': 31525815900439326, 'n': 10, 'trace_an': 6}
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id: 194163010
{'hecke_orbit_code': 31525815900439326, 'n': 11, 'trace_an': 2}
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id: 194163011
{'hecke_orbit_code': 31525815900439326, 'n': 12, 'trace_an': 2}
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id: 194163012
{'hecke_orbit_code': 31525815900439326, 'n': 13, 'trace_an': 0}
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id: 194163013
{'hecke_orbit_code': 31525815900439326, 'n': 14, 'trace_an': 4}
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id: 194163014
{'hecke_orbit_code': 31525815900439326, 'n': 15, 'trace_an': 12}
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id: 194163015
{'hecke_orbit_code': 31525815900439326, 'n': 16, 'trace_an': -2}
-
id: 194163016
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