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mf_newforms • Show schema
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{'Nk2': 10200, 'analytic_conductor': 20.3618525154265, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [2550, 2, [851, 1327, 751], [2, 1, 2]], 'cm_discs': [], 'conrey_index': 2449, 'conrey_indexes': [2449], 'dim': 4, 'field_disc': 17424, 'field_disc_factorization': [[2, 4], [3, 2], [11, 2]], 'field_poly': [64, 0, 17, 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': [[7, [64, 0, 17, 0, 1]], [11, [-6, -3, 1]], [13, [4, 0, 1]], [19, [-8, 1, 1]]], 'hecke_orbit': 22, 'hecke_orbit_code': 94575798366767606, 'hecke_ring_generator_nbound': 7, '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, 5, 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mf_hecke_nf • Show schema
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0], [2, 0, 0, -5], [2, 0, 0, 8], [-44, 0, 0, 4], [0, -4, -20, 0], [0, -2, -64, 0], [-15, 0, 0, -9], [0, -21, 2, 0], [-60, 0, 0, -6], [26, 0, 0, -3], [0, 7, 41, 0], [-5, 0, 0, 19], [0, -25, -4, 0], [0, -12, -25, 0], [0, 17, 10, 0], [-13, 0, 0, -11]], 'char_orbit_index': 4, 'field_poly': [64, 0, 17, 0, 1], 'hecke_orbit_code': 94575798366767606, 'hecke_ring_character_values': [[851, [1, 0, 0, 0]], [1327, [-1, 0, 0, 0]], [751, [1, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 8, 1], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [-9, 0, 0, 1], [0, -9, 8, 0]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [0, 9, 0, 1], [9, 0, 1, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '2550.2.d.v', 'level': 2550, 'maxp': 1999, 'weight': 2}
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mf_newspaces • Show schema
Hide schema
{'Nk2': 10200, 'analytic_conductor': 20.3618525154265, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [2550, 2, [851, 1327, 751], [2, 1, 2]], 'conrey_index': 2449, 'cusp_dim': 516, 'dim': 48, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 13, 19], 'hecke_orbit_code': 206191987190, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4], 'label': '2550.2.d', 'level': 2550, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 17], 'level_radical': 510, 'mf_dim': 564, 'mf_new_dim': 48, 'num_forms': 22, 'prim_orbit_index': 2, 'relative_dim': 48, 'sturm_bound': 1080, 'trace_bound': 19, 'trace_display': [0, 0, 0, 0], 'traces': [48, 0, 0, -48, 0, 4, 0, 0, -48, 0, -16, 0, 0, 16, 0, 48, 0, 0, 0, 0, 8, 0, 0, -4, 0, -16, 0, 0, -32, 0, 16, 0, 0, -8, 0, 48, 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mf_twists_nf • Show schema
Hide schema
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id: 963408
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2550.2.d.v', 'source_level': 2550, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 33, 'target_is_minimal': True, 'target_label': '2550.2.a.bg', 'target_level': 2550, 'twist_class_label': '2550.2.a.bg', 'twist_class_level': 2550, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 963409
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2550.2.d.v', 'source_level': 2550, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 39, 'target_is_minimal': True, 'target_label': '2550.2.a.bm', 'target_level': 2550, 'twist_class_label': '2550.2.a.bg', 'twist_class_level': 2550, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 963410
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2550.2.d.v', 'source_level': 2550, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '2550.2.d.v', 'target_level': 2550, 'twist_class_label': '2550.2.a.bg', 'twist_class_level': 2550, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 963411
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2550.2.d.v', 'source_level': 2550, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '2550.2.d.v', 'target_level': 2550, 'twist_class_label': '2550.2.a.bg', 'twist_class_level': 2550, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 963412
{'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2550.2.d.v', 'source_level': 2550, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 74, 'target_is_minimal': False, 'target_label': '7650.2.a.cv', 'target_level': 7650, 'twist_class_label': '2550.2.a.bg', 'twist_class_level': 2550, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 963413
{'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2550.2.d.v', 'source_level': 2550, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 84, 'target_is_minimal': False, 'target_label': '7650.2.a.df', 'target_level': 7650, 'twist_class_label': '2550.2.a.bg', 'twist_class_level': 2550, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 2725250
{'charpoly_factorization': [[[1, 0, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 2}
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id: 2725251
{'charpoly_factorization': [[[1, 0, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 3}
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id: 2725252
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 94575798366767606, 'p': 5}
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id: 2725253
{'charpoly_factorization': [[[64, 0, 17, 0, 1], 1]], 'hecke_orbit_code': 94575798366767606, 'p': 7}
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id: 2725254
{'charpoly_factorization': [[[-6, -3, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 11}
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id: 2725255
{'charpoly_factorization': [[[4, 0, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 13}
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id: 2725256
{'charpoly_factorization': [[[1, 0, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 17}
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id: 2725257
{'charpoly_factorization': [[[-8, 1, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 19}
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id: 2725258
{'charpoly_factorization': [[[36, 0, 21, 0, 1], 1]], 'hecke_orbit_code': 94575798366767606, 'p': 23}
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id: 2725259
{'charpoly_factorization': [[[-24, 6, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 29}
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id: 2725260
{'charpoly_factorization': [[[-74, -1, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 31}
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id: 2725261
{'charpoly_factorization': [[[1, 0, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 37}
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id: 2725262
{'charpoly_factorization': [[[-6, -3, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 41}
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id: 2725263
{'charpoly_factorization': [[[1156, 0, 101, 0, 1], 1]], 'hecke_orbit_code': 94575798366767606, 'p': 43}
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id: 2725264
{'charpoly_factorization': [[[144, 0, 57, 0, 1], 1]], 'hecke_orbit_code': 94575798366767606, 'p': 47}
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id: 2725265
{'charpoly_factorization': [[[33, 0, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 53}
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id: 2725266
{'charpoly_factorization': [[[-72, 3, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 59}
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id: 2725267
{'charpoly_factorization': [[[-74, -1, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 61}
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id: 2725268
{'charpoly_factorization': [[[4, 0, 29, 0, 1], 1]], 'hecke_orbit_code': 94575798366767606, 'p': 67}
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id: 2725269
{'charpoly_factorization': [[[-6, -3, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 71}
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id: 2725270
{'charpoly_factorization': [[[64, 0, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 73}
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id: 2725271
{'charpoly_factorization': [[[-68, -5, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 79}
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id: 2725272
{'charpoly_factorization': [[[36, 0, 21, 0, 1], 1]], 'hecke_orbit_code': 94575798366767606, 'p': 83}
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id: 2725273
{'charpoly_factorization': [[[-24, 6, 1], 2]], 'hecke_orbit_code': 94575798366767606, 'p': 89}
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id: 2725274
{'charpoly_factorization': [[[256, 0, 164, 0, 1], 1]], 'hecke_orbit_code': 94575798366767606, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 4, 'hecke_orbit': 22, 'label': '2550.2.d.v', 'level': 2550, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 253094000
{'hecke_orbit_code': 94575798366767606, 'n': 1, 'trace_an': 4}
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id: 253094001
{'hecke_orbit_code': 94575798366767606, 'n': 2, 'trace_an': 0}
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id: 253094002
{'hecke_orbit_code': 94575798366767606, 'n': 3, 'trace_an': 0}
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id: 253094003
{'hecke_orbit_code': 94575798366767606, 'n': 4, 'trace_an': -4}
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id: 253094004
{'hecke_orbit_code': 94575798366767606, 'n': 5, 'trace_an': 0}
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id: 253094005
{'hecke_orbit_code': 94575798366767606, 'n': 6, 'trace_an': 4}
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id: 253094006
{'hecke_orbit_code': 94575798366767606, 'n': 7, 'trace_an': 0}
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id: 253094007
{'hecke_orbit_code': 94575798366767606, 'n': 8, 'trace_an': 0}
-
id: 253094008
{'hecke_orbit_code': 94575798366767606, 'n': 9, 'trace_an': -4}
-
id: 253094009
{'hecke_orbit_code': 94575798366767606, 'n': 10, 'trace_an': 0}
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id: 253094010
{'hecke_orbit_code': 94575798366767606, 'n': 11, 'trace_an': 6}
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id: 253094011
{'hecke_orbit_code': 94575798366767606, 'n': 12, 'trace_an': 0}
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id: 253094012
{'hecke_orbit_code': 94575798366767606, 'n': 13, 'trace_an': 0}
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id: 253094013
{'hecke_orbit_code': 94575798366767606, 'n': 14, 'trace_an': -2}
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id: 253094014
{'hecke_orbit_code': 94575798366767606, 'n': 15, 'trace_an': 0}
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id: 253094015
{'hecke_orbit_code': 94575798366767606, 'n': 16, 'trace_an': 4}
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id: 253094016
{'hecke_orbit_code': 94575798366767606, 'n': 17, 'trace_an': 0}
-
id: 253094017
{'hecke_orbit_code': 94575798366767606, 'n': 18, 'trace_an': 0}
-
id: 253094018
{'hecke_orbit_code': 94575798366767606, 'n': 19, 'trace_an': -2}
-
id: 253094019
{'hecke_orbit_code': 94575798366767606, 'n': 20, 'trace_an': 0}
-
id: 253094020
{'hecke_orbit_code': 94575798366767606, 'n': 21, 'trace_an': 2}
-
id: 253094021
{'hecke_orbit_code': 94575798366767606, 'n': 22, 'trace_an': 0}
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id: 253094022
{'hecke_orbit_code': 94575798366767606, 'n': 23, 'trace_an': 0}
-
id: 253094023
{'hecke_orbit_code': 94575798366767606, 'n': 24, 'trace_an': -4}
-
id: 253094024
{'hecke_orbit_code': 94575798366767606, 'n': 25, 'trace_an': 0}
-
id: 253094025
{'hecke_orbit_code': 94575798366767606, 'n': 26, 'trace_an': 8}
-
id: 253094026
{'hecke_orbit_code': 94575798366767606, 'n': 27, 'trace_an': 0}
-
id: 253094027
{'hecke_orbit_code': 94575798366767606, 'n': 28, 'trace_an': 0}
-
id: 253094028
{'hecke_orbit_code': 94575798366767606, 'n': 29, 'trace_an': -12}
-
id: 253094029
{'hecke_orbit_code': 94575798366767606, 'n': 30, 'trace_an': 0}
-
id: 253094030
{'hecke_orbit_code': 94575798366767606, 'n': 31, 'trace_an': 2}
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