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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [5, 1]], 27, 21], [[[2, -1], [5, -1]], 30, 18], [[[2, 1], [5, -1]], 28, 17], [[[2, -1], [5, 1]], 26, 20]], 'ALdims': [27, 28, 26, 30], 'Nk2': 25600, 'analytic_conductor': 94.40305600918498, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1600, 1, [1151, 901, 577], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 684, 'dim': 111, 'eis_dim': 72, 'eis_new_dim': 6, 'hecke_cutter_primes': [3, 7, 11, 13], 'hecke_orbit_code': 67110464, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4], 'label': '1600.4.a', 'level': 1600, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 756, 'mf_new_dim': 117, 'num_forms': 76, 'plus_dim': 57, 'prim_orbit_index': 1, 'relative_dim': 111, 'sturm_bound': 960, 'trace_bound': 13, 'trace_display': [0, 0, 0, 0], 'traces': [111, 0, 0, 0, 0, 0, 0, 0, 947, 0, 0, 0, 70, 0, 0, 0, 54, 0, 0, 0, -168, 0, 0, 0, 0, 0, 0, 0, -202, 0, 0, 0, -176, 0, 0, 0, -514, 0, 0, 0, -282, 0, 0, 0, 0, 0, 0, 0, 4559, 0, 0, 0, -34, 0, 0, 0, 400, 0, 0, 0, -162, 0, 0, 0, 0, 0, 0, 0, 1432, 0, 0, 0, -146, 0, 0, 0, -1488, 0, 0, 0, 9247, 0, 0, 0, 0, 0, 0, 0, 894, 0, 0, 0, -1568, 0, 0, 0, 582, 0, 0, 0, -1578, 0, 0, 0, 0, 0, 0, 0, 3686, 0, 0, 0, 3766, 0, 0, 0, 670, 0, 0, 0, 11491, 0, 0, 0, 0, 0, 0, 0, -232, 0, 0, 0, -112, 0, 0, 0, 14, 0, 0, 0, -8232, 0, 0, 0, 0, 0, 0, 0, -1570, 0, 0, 0, 6926, 0, 0, 0, 7654, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 16185, 0, 0, 0, 7126, 0, 0, 0, -2448, 0, 0, 0, -2730, 0, 0, 0, 0, 0, 0, 0, -10624, 0, 0, 0, 870, 0, 0, 0, 6606, 0, 0, 0, 1960, 0, 0, 0, 0, 0, 0, 0, -1328, 0, 0, 0, 4544, 0, 0, 0, -4608, 0, 0, 0, 8100, 0, 0, 0, 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0, 0, 0, -898456, 0, 0, 0, -140498, 0, 0, 0, -436938, 0, 0, 0, 442760, 0, 0, 0, 0, 0, 0, 0, -341970, 0, 0, 0, -1727072, 0, 0, 0, 512796, 0, 0, 0, -3459136, 0, 0, 0, 0, 0, 0, 0, 1465374, 0, 0, 0, -414676, 0, 0, 0, 1747342, 0, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 488364
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '5.4.a', 'sub_level': 5, 'sub_mult': 14, 'weight': 4}
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id: 488365
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.4.a', 'sub_level': 8, 'sub_mult': 12, 'weight': 4}
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id: 488349
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '10.4.a', 'sub_level': 10, 'sub_mult': 12, 'weight': 4}
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id: 488352
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '16.4.a', 'sub_level': 16, 'sub_mult': 9, 'weight': 4}
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id: 488354
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.4.a', 'sub_level': 20, 'sub_mult': 10, 'weight': 4}
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id: 488355
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '25.4.a', 'sub_level': 25, 'sub_mult': 7, 'weight': 4}
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id: 488357
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '32.4.a', 'sub_level': 32, 'sub_mult': 6, 'weight': 4}
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id: 488359
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '40.4.a', 'sub_level': 40, 'sub_mult': 8, 'weight': 4}
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id: 488360
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '50.4.a', 'sub_level': 50, 'sub_mult': 6, 'weight': 4}
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id: 488361
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '64.4.a', 'sub_level': 64, 'sub_mult': 3, 'weight': 4}
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id: 488363
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '80.4.a', 'sub_level': 80, 'sub_mult': 6, 'weight': 4}
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id: 488348
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '100.4.a', 'sub_level': 100, 'sub_mult': 5, 'weight': 4}
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id: 488351
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '160.4.a', 'sub_level': 160, 'sub_mult': 4, 'weight': 4}
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id: 488353
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 14, 'sub_label': '200.4.a', 'sub_level': 200, 'sub_mult': 4, 'weight': 4}
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id: 488356
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 24, 'sub_label': '320.4.a', 'sub_level': 320, 'sub_mult': 2, 'weight': 4}
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id: 488358
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 27, 'sub_label': '400.4.a', 'sub_level': 400, 'sub_mult': 3, 'weight': 4}
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id: 488362
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 57, 'sub_label': '800.4.a', 'sub_level': 800, 'sub_mult': 2, 'weight': 4}
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id: 488350
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1600.4.a', 'level': 1600, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 111, 'sub_label': '1600.4.a', 'sub_level': 1600, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1600.4.a', 'level': 1600, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 11577000
{'hecke_orbit_code': 67110464, 'n': 1, 'trace_an': 111}
-
id: 11577001
{'hecke_orbit_code': 67110464, 'n': 2, 'trace_an': 0}
-
id: 11577002
{'hecke_orbit_code': 67110464, 'n': 3, 'trace_an': 0}
-
id: 11577003
{'hecke_orbit_code': 67110464, 'n': 4, 'trace_an': 0}
-
id: 11577004
{'hecke_orbit_code': 67110464, 'n': 5, 'trace_an': 0}
-
id: 11577005
{'hecke_orbit_code': 67110464, 'n': 6, 'trace_an': 0}
-
id: 11577006
{'hecke_orbit_code': 67110464, 'n': 7, 'trace_an': 0}
-
id: 11577007
{'hecke_orbit_code': 67110464, 'n': 8, 'trace_an': 0}
-
id: 11577008
{'hecke_orbit_code': 67110464, 'n': 9, 'trace_an': 947}
-
id: 11577009
{'hecke_orbit_code': 67110464, 'n': 10, 'trace_an': 0}
-
id: 11577010
{'hecke_orbit_code': 67110464, 'n': 11, 'trace_an': 0}
-
id: 11577011
{'hecke_orbit_code': 67110464, 'n': 12, 'trace_an': 0}
-
id: 11577012
{'hecke_orbit_code': 67110464, 'n': 13, 'trace_an': 70}
-
id: 11577013
{'hecke_orbit_code': 67110464, 'n': 14, 'trace_an': 0}
-
id: 11577014
{'hecke_orbit_code': 67110464, 'n': 15, 'trace_an': 0}
-
id: 11577015
{'hecke_orbit_code': 67110464, 'n': 16, 'trace_an': 0}
-
id: 11577016
{'hecke_orbit_code': 67110464, 'n': 17, 'trace_an': 54}
-
id: 11577017
{'hecke_orbit_code': 67110464, 'n': 18, 'trace_an': 0}
-
id: 11577018
{'hecke_orbit_code': 67110464, 'n': 19, 'trace_an': 0}
-
id: 11577019
{'hecke_orbit_code': 67110464, 'n': 20, 'trace_an': 0}
-
id: 11577020
{'hecke_orbit_code': 67110464, 'n': 21, 'trace_an': -168}
-
id: 11577021
{'hecke_orbit_code': 67110464, 'n': 22, 'trace_an': 0}
-
id: 11577022
{'hecke_orbit_code': 67110464, 'n': 23, 'trace_an': 0}
-
id: 11577023
{'hecke_orbit_code': 67110464, 'n': 24, 'trace_an': 0}
-
id: 11577024
{'hecke_orbit_code': 67110464, 'n': 25, 'trace_an': 0}
-
id: 11577025
{'hecke_orbit_code': 67110464, 'n': 26, 'trace_an': 0}
-
id: 11577026
{'hecke_orbit_code': 67110464, 'n': 27, 'trace_an': 0}
-
id: 11577027
{'hecke_orbit_code': 67110464, 'n': 28, 'trace_an': 0}
-
id: 11577028
{'hecke_orbit_code': 67110464, 'n': 29, 'trace_an': -202}
-
id: 11577029
{'hecke_orbit_code': 67110464, 'n': 30, 'trace_an': 0}
-
id: 11577030
{'hecke_orbit_code': 67110464, 'n': 31, 'trace_an': 0}
-
id: 11577031
{'hecke_orbit_code': 67110464, 'n': 32, 'trace_an': 0}
-
id: 11577032
{'hecke_orbit_code': 67110464, 'n': 33, 'trace_an': -176}
-
id: 11577033
{'hecke_orbit_code': 67110464, 'n': 34, 'trace_an': 0}
-
id: 11577034
{'hecke_orbit_code': 67110464, 'n': 35, 'trace_an': 0}
-
id: 11577035
{'hecke_orbit_code': 67110464, 'n': 36, 'trace_an': 0}
-
id: 11577036
{'hecke_orbit_code': 67110464, 'n': 37, 'trace_an': -514}
-
id: 11577037
{'hecke_orbit_code': 67110464, 'n': 38, 'trace_an': 0}
-
id: 11577038
{'hecke_orbit_code': 67110464, 'n': 39, 'trace_an': 0}
-
id: 11577039
{'hecke_orbit_code': 67110464, 'n': 40, 'trace_an': 0}
-
id: 11577040
{'hecke_orbit_code': 67110464, 'n': 41, 'trace_an': -282}
-
id: 11577041
{'hecke_orbit_code': 67110464, 'n': 42, 'trace_an': 0}
-
id: 11577042
{'hecke_orbit_code': 67110464, 'n': 43, 'trace_an': 0}
-
id: 11577043
{'hecke_orbit_code': 67110464, 'n': 44, 'trace_an': 0}
-
id: 11577044
{'hecke_orbit_code': 67110464, 'n': 45, 'trace_an': 0}
-
id: 11577045
{'hecke_orbit_code': 67110464, 'n': 46, 'trace_an': 0}
-
id: 11577046
{'hecke_orbit_code': 67110464, 'n': 47, 'trace_an': 0}
-
id: 11577047
{'hecke_orbit_code': 67110464, 'n': 48, 'trace_an': 0}
-
id: 11577048
{'hecke_orbit_code': 67110464, 'n': 49, 'trace_an': 4559}
-
id: 11577049
{'hecke_orbit_code': 67110464, 'n': 50, 'trace_an': 0}
-
id: 11577050
{'hecke_orbit_code': 67110464, 'n': 51, 'trace_an': 0}
-
id: 11577051
{'hecke_orbit_code': 67110464, 'n': 52, 'trace_an': 0}
-
id: 11577052
{'hecke_orbit_code': 67110464, 'n': 53, 'trace_an': -34}
-
id: 11577053
{'hecke_orbit_code': 67110464, 'n': 54, 'trace_an': 0}
-
id: 11577054
{'hecke_orbit_code': 67110464, 'n': 55, 'trace_an': 0}
-
id: 11577055
{'hecke_orbit_code': 67110464, 'n': 56, 'trace_an': 0}
-
id: 11577056
{'hecke_orbit_code': 67110464, 'n': 57, 'trace_an': 400}
-
id: 11577057
{'hecke_orbit_code': 67110464, 'n': 58, 'trace_an': 0}
-
id: 11577058
{'hecke_orbit_code': 67110464, 'n': 59, 'trace_an': 0}
-
id: 11577059
{'hecke_orbit_code': 67110464, 'n': 60, 'trace_an': 0}
-
id: 11577060
{'hecke_orbit_code': 67110464, 'n': 61, 'trace_an': -162}
-
id: 11577061
{'hecke_orbit_code': 67110464, 'n': 62, 'trace_an': 0}
-
id: 11577062
{'hecke_orbit_code': 67110464, 'n': 63, 'trace_an': 0}
-
id: 11577063
{'hecke_orbit_code': 67110464, 'n': 64, 'trace_an': 0}
-
id: 11577064
{'hecke_orbit_code': 67110464, 'n': 65, 'trace_an': 0}
-
id: 11577065
{'hecke_orbit_code': 67110464, 'n': 66, 'trace_an': 0}
-
id: 11577066
{'hecke_orbit_code': 67110464, 'n': 67, 'trace_an': 0}
-
id: 11577067
{'hecke_orbit_code': 67110464, 'n': 68, 'trace_an': 0}
-
id: 11577068
{'hecke_orbit_code': 67110464, 'n': 69, 'trace_an': 1432}
-
id: 11577069
{'hecke_orbit_code': 67110464, 'n': 70, 'trace_an': 0}
-
id: 11577070
{'hecke_orbit_code': 67110464, 'n': 71, 'trace_an': 0}
-
id: 11577071
{'hecke_orbit_code': 67110464, 'n': 72, 'trace_an': 0}
-
id: 11577072
{'hecke_orbit_code': 67110464, 'n': 73, 'trace_an': -146}
-
id: 11577073
{'hecke_orbit_code': 67110464, 'n': 74, 'trace_an': 0}
-
id: 11577074
{'hecke_orbit_code': 67110464, 'n': 75, 'trace_an': 0}
-
id: 11577075
{'hecke_orbit_code': 67110464, 'n': 76, 'trace_an': 0}
-
id: 11577076
{'hecke_orbit_code': 67110464, 'n': 77, 'trace_an': -1488}
-
id: 11577077
{'hecke_orbit_code': 67110464, 'n': 78, 'trace_an': 0}
-
id: 11577078
{'hecke_orbit_code': 67110464, 'n': 79, 'trace_an': 0}
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