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mf_newspaces • Show schema
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{'Nk2': 2240, 'analytic_conductor': 4.471622513191702, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 2, 'char_parity': 1, 'char_values': [560, 2, [351, 421, 337, 241], [2, 2, 1, 2]], 'conrey_index': 449, 'cusp_dim': 84, 'dim': 18, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 11], 'hecke_orbit_code': 412350415408, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 6], 'label': '560.2.g', 'level': 560, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 108, 'mf_new_dim': 18, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 18, 'sturm_bound': 192, 'trace_bound': 9, 'trace_display': [0, 0, 2, 0], 'traces': [18, 0, 0, 0, 2, 0, 0, 0, -18, 0, -12, 0, 0, 0, 12, 0, 0, 0, 8, 0, 0, 0, 0, 0, 2, 0, 0, 0, -4, 0, -8, 0, 0, 0, 0, 0, 0, 0, -28, 0, -4, 0, 0, 0, -10, 0, 0, 0, -18, 0, -20, 0, 0, 0, 40, 0, 0, 0, 0, 0, 36, 0, 0, 0, -16, 0, 0, 0, -16, 0, 40, 0, 0, 0, 0, 0, 0, 0, -12, 0, 34, 0, 0, 0, 0, 0, 0, 0, 20, 0, -12, 0, 0, 0, 32, 0, 0, 0, 56, 0, -20, 0, 0, 0, -8, 0, 0, 0, -12, 0, -56, 0, 0, 0, 8, 0, 0, 0, -20, 0, 2, 0, 0, 0, -22, 0, 0, 0, 16, 0, -32, 0, 0, 0, -44, 0, 0, 0, 0, 0, 64, 0, 0, 0, -20, 0, 0, 0, 20, 0, -52, 0, 0, 0, 16, 0, 0, 0, -8, 0, 0, 0, 0, 0, 16, 0, 0, 0, 18, 0, 72, 0, 0, 0, 0, 0, 0, 0, 32, 0, -68, 0, 0, 0, 32, 0, 0, 0, 0, 0, 52, 0, 0, 0, -88, 0, 0, 0, 104, 0, -112, 0, 0, 0, 28, 0, 0, 0, 16, 0, -68, 0, 0, 0, -80, 0, 0, 0, -40, 0, -16, 0, 0, 0, -2, 0, 0, 0, -20, 0, 36, 0, 0, 0, -44, 0, 0, 0, -28, 0, 12, 0, 0, 0, -2, 0, 0, 0, 32, 0, 80, 0, 0, 0, -40, 0, 0, 0, 24, 0, -12, 0, 0, 0, 32, 0, 0, 0, 52, 0, 16, 0, 0, 0, 92, 0, 0, 0, 32, 0, -92, 0, 0, 0, -80, 0, 0, 0, -6, 0, 156, 0, 0, 0, -48, 0, 0, 0, -40, 0, 0, 0, 0, 0, -4, 0, 0, 0, 128, 0, 16, 0, 0, 0, 20, 0, 0, 0, 44, 0, 64, 0, 0, 0, 96, 0, 0, 0, 8, 0, -16, 0, 0, 0, 56, 0, 0, 0, -232, 0, -80, 0, 0, 0, 16, 0, 0, 0, -68, 0, 116, 0, 0, 0, 24, 0, 0, 0, -8, 0, 26, 0, 0, 0, -16, 0, 0, 0, -12, 0, -72, 0, 0, 0, 84, 0, 0, 0, 64, 0, -32, 0, 0, 0, 8, 0, 0, 0, -28, 0, -216, 0, 0, 0, 48, 0, 0, 0, -32, 0, -36, 0, 0, 0, -46, 0, 0, 0, -68, 0, -64, 0, 0, 0, -104, 0, 0, 0, -128, 0, -12, 0, 0, 0, 80, 0, 0, 0, -16, 0, -28, 0, 0, 0, 44, 0, 0, 0, 40, 0, 18, 0, 0, 0, 52, 0, 0, 0, -44, 0, 88, 0, 0, 0, -24, 0, 0, 0, -20, 0, 76, 0, 0, 0, -32, 0, 0, 0, 16, 0, 152, 0, 0, 0, -200, 0, 0, 0, 24, 0, 32, 0, 0, 0, 80, 0, 0, 0, 80, 0, -180, 0, 0, 0, -64, 0, 0, 0, 28, 0, -16, 0, 0, 0, 4, 0, 0, 0, 76, 0, 64, 0, 0, 0, -52, 0, 0, 0, -68, 0, 84, 0, 0, 0, 48, 0, 0, 0, -98, 0, 360, 0, 0, 0, 32, 0, 0, 0, 12, 0, -52, 0, 0, 0, -12, 0, 0, 0, -164, 0, 96, 0, 0, 0, 192, 0, 0, 0, 160, 0, 72, 0, 0, 0, 48, 0, 0, 0, -100, 0, 64, 0, 0, 0, -48, 0, 0, 0, 176, 0, 0, 0, 0, 0, -72, 0, 0, 0, -128, 0, -216, 0, 0, 0, 32, 0, 0, 0, -132, 0, -68, 0, 0, 0, -70, 0, 0, 0, -24, 0, -284, 0, 0, 0, 296, 0, 0, 0, -32, 0, 144, 0, 0, 0, -14, 0, 0, 0, 144, 0, 84, 0, 0, 0, 152, 0, 0, 0, -120, 0, -20, 0, 0, 0, -32, 0, 0, 0, 80, 0, -88, 0, 0, 0, 96, 0, 0, 0, 156, 0, 100, 0, 0, 0, -24, 0, 0, 0, -96, 0, -240, 0, 0, 0, -80, 0, 0, 0, -36, 0, 88, 0, 0, 0, 16, 0, 0, 0, 112, 0, -104, 0, 0, 0, -80, 0, 0, 0, -64, 0, -28, 0, 0, 0, -128, 0, 0, 0, -132, 0, -224, 0, 0, 0, 12, 0, 0, 0, 40, 0, -8, 0, 0, 0, -132, 0, 0, 0, 150, 0, 32, 0, 0, 0, -12, 0, 0, 0, -84, 0, 80, 0, 0, 0, 20, 0, 0, 0, -48, 0, 156, 0, 0, 0, -160, 0, 0, 0, 40, 0, 36, 0, 0, 0, -96, 0, 0, 0, -108, 0, -280, 0, 0, 0, -56, 0, 0, 0, 144, 0, -16, 0, 0, 0, 8, 0, 0, 0, 160, 0, 88, 0, 0, 0, -128, 0, 0, 0, -148, 0, -148, 0, 0, 0, -32, 0, 0, 0, -36, 0, 288, 0, 0, 0, 88, 0, 0, 0, 48, 0, 196, 0, 0, 0, -96, 0, 0, 0, 132, 0, 120, 0, 0, 0, 68, 0, 0, 0, 72, 0, -42, 0, 0, 0, -86, 0, 0, 0, 152, 0, 144, 0, 0, 0, -176, 0, 0, 0, 280, 0, -16, 0, 0, 0, 176, 0, 0, 0, -64, 0, -72, 0, 0, 0, 48, 0, 0, 0, 12, 0, 12, 0, 0, 0, -64, 0, 0, 0, 16, 0, -220, 0, 0, 0, 272, 0, 0, 0, 56, 0, 0, 0, 0, 0, 36, 0, 0, 0, 20, 0, 312, 0, 0, 0, 0, 0, 0, 0, -44, 0, 72, 0, 0, 0, -16, 0, 0, 0, 124, 0, -8, 0, 0, 0, 132, 0, 0, 0, 12, 0, -132, 0, 0, 0, 64, 0, 0, 0, 176, 0, -464, 0, 0, 0, -64, 0, 0, 0, -48, 0, -14, 0, 0, 0, 80, 0, 0, 0, -272, 0, -160, 0, 0, 0, -132, 0, 0, 0, -80, 0, -212, 0, 0, 0, 48, 0, 0, 0, 224, 0, -296, 0, 0, 0, 176, 0, 0, 0, -88, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 244946
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '560.2.g', 'level': 560, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 29, 'sub_conrey_indexes': [29], 'sub_dim': 2, 'sub_label': '35.2.b', 'sub_level': 35, 'sub_mult': 5, 'weight': 2}
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id: 244947
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '560.2.g', 'level': 560, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 2, 'sub_label': '40.2.c', 'sub_level': 40, 'sub_mult': 4, 'weight': 2}
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id: 244949
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '560.2.g', 'level': 560, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 29, 'sub_conrey_indexes': [29], 'sub_dim': 4, 'sub_label': '70.2.c', 'sub_level': 70, 'sub_mult': 4, 'weight': 2}
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id: 244950
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '560.2.g', 'level': 560, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '80.2.c', 'sub_level': 80, 'sub_mult': 2, 'weight': 2}
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id: 244944
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '560.2.g', 'level': 560, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 29, 'sub_conrey_indexes': [29], 'sub_dim': 4, 'sub_label': '140.2.e', 'sub_level': 140, 'sub_mult': 3, 'weight': 2}
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id: 244945
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '560.2.g', 'level': 560, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 169, 'sub_conrey_indexes': [169], 'sub_dim': 8, 'sub_label': '280.2.g', 'sub_level': 280, 'sub_mult': 2, 'weight': 2}
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id: 244948
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '560.2.g', 'level': 560, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 449, 'sub_conrey_indexes': [449], 'sub_dim': 18, 'sub_label': '560.2.g', 'sub_level': 560, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 7, 'label': '560.2.g', 'level': 560, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 63034000
{'hecke_orbit_code': 412350415408, 'n': 1, 'trace_an': 18}
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id: 63034001
{'hecke_orbit_code': 412350415408, 'n': 2, 'trace_an': 0}
-
id: 63034002
{'hecke_orbit_code': 412350415408, 'n': 3, 'trace_an': 0}
-
id: 63034003
{'hecke_orbit_code': 412350415408, 'n': 4, 'trace_an': 0}
-
id: 63034004
{'hecke_orbit_code': 412350415408, 'n': 5, 'trace_an': 2}
-
id: 63034005
{'hecke_orbit_code': 412350415408, 'n': 6, 'trace_an': 0}
-
id: 63034006
{'hecke_orbit_code': 412350415408, 'n': 7, 'trace_an': 0}
-
id: 63034007
{'hecke_orbit_code': 412350415408, 'n': 8, 'trace_an': 0}
-
id: 63034008
{'hecke_orbit_code': 412350415408, 'n': 9, 'trace_an': -18}
-
id: 63034009
{'hecke_orbit_code': 412350415408, 'n': 10, 'trace_an': 0}
-
id: 63034010
{'hecke_orbit_code': 412350415408, 'n': 11, 'trace_an': -12}
-
id: 63034011
{'hecke_orbit_code': 412350415408, 'n': 12, 'trace_an': 0}
-
id: 63034012
{'hecke_orbit_code': 412350415408, 'n': 13, 'trace_an': 0}
-
id: 63034013
{'hecke_orbit_code': 412350415408, 'n': 14, 'trace_an': 0}
-
id: 63034014
{'hecke_orbit_code': 412350415408, 'n': 15, 'trace_an': 12}
-
id: 63034015
{'hecke_orbit_code': 412350415408, 'n': 16, 'trace_an': 0}
-
id: 63034016
{'hecke_orbit_code': 412350415408, 'n': 17, 'trace_an': 0}
-
id: 63034017
{'hecke_orbit_code': 412350415408, 'n': 18, 'trace_an': 0}
-
id: 63034018
{'hecke_orbit_code': 412350415408, 'n': 19, 'trace_an': 8}
-
id: 63034019
{'hecke_orbit_code': 412350415408, 'n': 20, 'trace_an': 0}
-
id: 63034020
{'hecke_orbit_code': 412350415408, 'n': 21, 'trace_an': 0}
-
id: 63034021
{'hecke_orbit_code': 412350415408, 'n': 22, 'trace_an': 0}
-
id: 63034022
{'hecke_orbit_code': 412350415408, 'n': 23, 'trace_an': 0}
-
id: 63034023
{'hecke_orbit_code': 412350415408, 'n': 24, 'trace_an': 0}
-
id: 63034024
{'hecke_orbit_code': 412350415408, 'n': 25, 'trace_an': 2}
-
id: 63034025
{'hecke_orbit_code': 412350415408, 'n': 26, 'trace_an': 0}
-
id: 63034026
{'hecke_orbit_code': 412350415408, 'n': 27, 'trace_an': 0}
-
id: 63034027
{'hecke_orbit_code': 412350415408, 'n': 28, 'trace_an': 0}
-
id: 63034028
{'hecke_orbit_code': 412350415408, 'n': 29, 'trace_an': -4}
-
id: 63034029
{'hecke_orbit_code': 412350415408, 'n': 30, 'trace_an': 0}
-
id: 63034030
{'hecke_orbit_code': 412350415408, 'n': 31, 'trace_an': -8}
-
id: 63034031
{'hecke_orbit_code': 412350415408, 'n': 32, 'trace_an': 0}
-
id: 63034032
{'hecke_orbit_code': 412350415408, 'n': 33, 'trace_an': 0}
-
id: 63034033
{'hecke_orbit_code': 412350415408, 'n': 34, 'trace_an': 0}
-
id: 63034034
{'hecke_orbit_code': 412350415408, 'n': 35, 'trace_an': 0}
-
id: 63034035
{'hecke_orbit_code': 412350415408, 'n': 36, 'trace_an': 0}
-
id: 63034036
{'hecke_orbit_code': 412350415408, 'n': 37, 'trace_an': 0}
-
id: 63034037
{'hecke_orbit_code': 412350415408, 'n': 38, 'trace_an': 0}
-
id: 63034038
{'hecke_orbit_code': 412350415408, 'n': 39, 'trace_an': -28}
-
id: 63034039
{'hecke_orbit_code': 412350415408, 'n': 40, 'trace_an': 0}
-
id: 63034040
{'hecke_orbit_code': 412350415408, 'n': 41, 'trace_an': -4}
-
id: 63034041
{'hecke_orbit_code': 412350415408, 'n': 42, 'trace_an': 0}
-
id: 63034042
{'hecke_orbit_code': 412350415408, 'n': 43, 'trace_an': 0}
-
id: 63034043
{'hecke_orbit_code': 412350415408, 'n': 44, 'trace_an': 0}
-
id: 63034044
{'hecke_orbit_code': 412350415408, 'n': 45, 'trace_an': -10}
-
id: 63034045
{'hecke_orbit_code': 412350415408, 'n': 46, 'trace_an': 0}
-
id: 63034046
{'hecke_orbit_code': 412350415408, 'n': 47, 'trace_an': 0}
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id: 63034047
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