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mf_newspaces • Show schema
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{'Nk2': 4200, 'analytic_conductor': 8.38429221223444, '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': [1050, 2, [701, 127, 451], [2, 1, 2]], 'conrey_index': 799, 'cusp_dim': 216, 'dim': 20, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [11, 13, 17, 19], 'hecke_orbit_code': 412350415898, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '1050.2.g', 'level': 1050, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 264, 'mf_new_dim': 20, 'num_forms': 10, 'prim_orbit_index': 2, 'relative_dim': 20, 'sturm_bound': 480, 'trace_bound': 14, 'trace_display': [0, 0, 0, 0], 'traces': [20, 0, 0, -20, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 0, 20, 0, 0, -16, 0, 4, 0, 0, 0, 0, 24, 0, 0, -40, 0, -16, 0, 0, -8, 0, 20, 0, 0, 16, 0, 24, 0, 0, 0, 0, 8, 0, 0, -20, 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mf_subspaces • Show schema
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id: 362650
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '1050.2.g', 'level': 1050, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 2, 'sub_label': '30.2.c', 'sub_level': 30, 'sub_mult': 4, 'weight': 2}
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id: 362652
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '1050.2.g', 'level': 1050, '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': 8, 'weight': 2}
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id: 362653
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '1050.2.g', 'level': 1050, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '50.2.b', 'sub_level': 50, 'sub_mult': 4, 'weight': 2}
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id: 362655
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '1050.2.g', 'level': 1050, '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: 362656
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '1050.2.g', 'level': 1050, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 4, 'sub_label': '75.2.b', 'sub_level': 75, 'sub_mult': 4, 'weight': 2}
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id: 362646
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '1050.2.g', 'level': 1050, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 64, 'sub_conrey_indexes': [64], 'sub_dim': 8, 'sub_label': '105.2.d', 'sub_level': 105, 'sub_mult': 4, 'weight': 2}
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id: 362647
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '1050.2.g', 'level': 1050, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '150.2.c', 'sub_level': 150, 'sub_mult': 2, 'weight': 2}
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id: 362648
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '1050.2.g', 'level': 1050, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 99, 'sub_conrey_indexes': [99], 'sub_dim': 10, 'sub_label': '175.2.b', 'sub_level': 175, 'sub_mult': 4, 'weight': 2}
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id: 362649
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '1050.2.g', 'level': 1050, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 169, 'sub_conrey_indexes': [169], 'sub_dim': 4, 'sub_label': '210.2.g', 'sub_level': 210, 'sub_mult': 2, 'weight': 2}
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id: 362651
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '1050.2.g', 'level': 1050, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 99, 'sub_conrey_indexes': [99], 'sub_dim': 8, 'sub_label': '350.2.c', 'sub_level': 350, 'sub_mult': 2, 'weight': 2}
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id: 362654
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '1050.2.g', 'level': 1050, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 274, 'sub_conrey_indexes': [274], 'sub_dim': 16, 'sub_label': '525.2.d', 'sub_level': 525, 'sub_mult': 2, 'weight': 2}
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id: 362645
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '1050.2.g', 'level': 1050, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 799, 'sub_conrey_indexes': [799], 'sub_dim': 20, 'sub_label': '1050.2.g', 'sub_level': 1050, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 7, 'label': '1050.2.g', 'level': 1050, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 63276000
{'hecke_orbit_code': 412350415898, 'n': 1, 'trace_an': 20}
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id: 63276001
{'hecke_orbit_code': 412350415898, 'n': 2, 'trace_an': 0}
-
id: 63276002
{'hecke_orbit_code': 412350415898, 'n': 3, 'trace_an': 0}
-
id: 63276003
{'hecke_orbit_code': 412350415898, 'n': 4, 'trace_an': -20}
-
id: 63276004
{'hecke_orbit_code': 412350415898, 'n': 5, 'trace_an': 0}
-
id: 63276005
{'hecke_orbit_code': 412350415898, 'n': 6, 'trace_an': 0}
-
id: 63276006
{'hecke_orbit_code': 412350415898, 'n': 7, 'trace_an': 0}
-
id: 63276007
{'hecke_orbit_code': 412350415898, 'n': 8, 'trace_an': 0}
-
id: 63276008
{'hecke_orbit_code': 412350415898, 'n': 9, 'trace_an': -20}
-
id: 63276009
{'hecke_orbit_code': 412350415898, 'n': 10, 'trace_an': 0}
-
id: 63276010
{'hecke_orbit_code': 412350415898, 'n': 11, 'trace_an': 0}
-
id: 63276011
{'hecke_orbit_code': 412350415898, 'n': 12, 'trace_an': 0}
-
id: 63276012
{'hecke_orbit_code': 412350415898, 'n': 13, 'trace_an': 0}
-
id: 63276013
{'hecke_orbit_code': 412350415898, 'n': 14, 'trace_an': 0}
-
id: 63276014
{'hecke_orbit_code': 412350415898, 'n': 15, 'trace_an': 0}
-
id: 63276015
{'hecke_orbit_code': 412350415898, 'n': 16, 'trace_an': 20}
-
id: 63276016
{'hecke_orbit_code': 412350415898, 'n': 17, 'trace_an': 0}
-
id: 63276017
{'hecke_orbit_code': 412350415898, 'n': 18, 'trace_an': 0}
-
id: 63276018
{'hecke_orbit_code': 412350415898, 'n': 19, 'trace_an': -16}
-
id: 63276019
{'hecke_orbit_code': 412350415898, 'n': 20, 'trace_an': 0}
-
id: 63276020
{'hecke_orbit_code': 412350415898, 'n': 21, 'trace_an': 4}
-
id: 63276021
{'hecke_orbit_code': 412350415898, 'n': 22, 'trace_an': 0}
-
id: 63276022
{'hecke_orbit_code': 412350415898, 'n': 23, 'trace_an': 0}
-
id: 63276023
{'hecke_orbit_code': 412350415898, 'n': 24, 'trace_an': 0}
-
id: 63276024
{'hecke_orbit_code': 412350415898, 'n': 25, 'trace_an': 0}
-
id: 63276025
{'hecke_orbit_code': 412350415898, 'n': 26, 'trace_an': 24}
-
id: 63276026
{'hecke_orbit_code': 412350415898, 'n': 27, 'trace_an': 0}
-
id: 63276027
{'hecke_orbit_code': 412350415898, 'n': 28, 'trace_an': 0}
-
id: 63276028
{'hecke_orbit_code': 412350415898, 'n': 29, 'trace_an': -40}
-
id: 63276029
{'hecke_orbit_code': 412350415898, 'n': 30, 'trace_an': 0}
-
id: 63276030
{'hecke_orbit_code': 412350415898, 'n': 31, 'trace_an': -16}
-
id: 63276031
{'hecke_orbit_code': 412350415898, 'n': 32, 'trace_an': 0}
-
id: 63276032
{'hecke_orbit_code': 412350415898, 'n': 33, 'trace_an': 0}
-
id: 63276033
{'hecke_orbit_code': 412350415898, 'n': 34, 'trace_an': -8}
-
id: 63276034
{'hecke_orbit_code': 412350415898, 'n': 35, 'trace_an': 0}
-
id: 63276035
{'hecke_orbit_code': 412350415898, 'n': 36, 'trace_an': 20}
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