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{'AL_dims': [[[[3, -1], [5, -1], [11, -1]], 35, 7], [[[3, 1], [5, -1], [11, -1]], 26, 2], [[[3, 1], [5, -1], [11, 1]], 26, 2], [[[3, -1], [5, 1], [11, -1]], 35, 13], [[[3, 1], [5, 1], [11, 1]], 22, 4], [[[3, -1], [5, -1], [11, 1]], 39, 8], [[[3, -1], [5, 1], [11, 1]], 33, 13], [[[3, 1], [5, 1], [11, -1]], 22, 4]], 'ALdims': [22, 22, 26, 26, 33, 35, 39, 35], 'Nk2': 39600, 'analytic_conductor': 146.02972726420802, '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': [2475, 1, [551, 2377, 2026], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1056, 'dim': 238, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7, 29], 'hecke_orbit_code': 67111339, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 6, 7, 7, 7, 7, 7, 7, 10, 10, 10, 10, 10, 16, 16], 'label': '2475.4.a', 'level': 2475, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'mf_dim': 1104, 'mf_new_dim': 238, 'num_forms': 53, 'plus_dim': 122, 'prim_orbit_index': 1, 'relative_dim': 238, 'sturm_bound': 1440, 'trace_bound': 11, 'trace_display': [-2, 0, 0, -44], 'traces': [238, -2, 0, 944, 0, 0, -44, 12, 0, 0, -22, 0, -20, 68, 0, 3920, -36, 0, 32, 0, 0, -22, 354, 0, 0, -1252, 0, -1500, -156, 0, 270, -956, 0, 500, 0, 0, -86, 824, 0, 0, -124, 0, 260, -528, 0, 1102, 524, 0, 12182, 0, 0, -484, 112, 0, 0, 408, 0, -1056, -1406, 0, -1848, -730, 0, 13372, 0, 0, -3162, -2068, 0, 0, 978, 0, -1052, 5982, 0, 2980, 396, 0, 3500, 0, 0, 5160, -1612, 0, 0, 1776, 0, 132, 258, 0, -840, 1028, 0, 6336, 0, 0, -3418, -2266, 0, 0, 760, 0, 624, -10008, 0, -4152, 532, 0, -9436, 0, 0, -13236, -4118, 0, 0, -5904, 0, -2882, -4336, 0, 28798, -5372, 0, -3152, 0, 0, 3440, -2848, 0, 0, 1476, 0, 4656, 5698, 0, 9132, 6506, 0, -1124, 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mf_subspaces • Show schema
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id: 671459
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.4.a', 'level': 2475, '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': 12, 'weight': 4}
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id: 671460
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.4.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '9.4.a', 'sub_level': 9, 'sub_mult': 6, 'weight': 4}
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id: 671445
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.4.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '11.4.a', 'sub_level': 11, 'sub_mult': 9, 'weight': 4}
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id: 671446
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.4.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '15.4.a', 'sub_level': 15, 'sub_mult': 8, 'weight': 4}
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id: 671450
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.4.a', 'level': 2475, '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': 6, 'weight': 4}
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id: 671452
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.4.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '33.4.a', 'sub_level': 33, 'sub_mult': 6, 'weight': 4}
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id: 671453
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.4.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '45.4.a', 'sub_level': 45, 'sub_mult': 4, 'weight': 4}
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id: 671455
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.4.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '55.4.a', 'sub_level': 55, 'sub_mult': 6, 'weight': 4}
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id: 671456
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.4.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '75.4.a', 'sub_level': 75, 'sub_mult': 4, 'weight': 4}
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id: 671458
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.4.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '99.4.a', 'sub_level': 99, 'sub_mult': 3, 'weight': 4}
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id: 671447
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.4.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 20, 'sub_label': '165.4.a', 'sub_level': 165, 'sub_mult': 4, 'weight': 4}
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id: 671448
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.4.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 22, 'sub_label': '225.4.a', 'sub_level': 225, 'sub_mult': 2, 'weight': 4}
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id: 671451
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.4.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 48, 'sub_label': '275.4.a', 'sub_level': 275, 'sub_mult': 3, 'weight': 4}
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id: 671454
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.4.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 50, 'sub_label': '495.4.a', 'sub_level': 495, 'sub_mult': 2, 'weight': 4}
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id: 671457
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.4.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 94, 'sub_label': '825.4.a', 'sub_level': 825, 'sub_mult': 2, 'weight': 4}
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id: 671449
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.4.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 238, 'sub_label': '2475.4.a', 'sub_level': 2475, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '2475.4.a', 'level': 2475, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 12452000
{'hecke_orbit_code': 67111339, 'n': 1, 'trace_an': 238}
-
id: 12452001
{'hecke_orbit_code': 67111339, 'n': 2, 'trace_an': -2}
-
id: 12452002
{'hecke_orbit_code': 67111339, 'n': 3, 'trace_an': 0}
-
id: 12452003
{'hecke_orbit_code': 67111339, 'n': 4, 'trace_an': 944}
-
id: 12452004
{'hecke_orbit_code': 67111339, 'n': 5, 'trace_an': 0}
-
id: 12452005
{'hecke_orbit_code': 67111339, 'n': 6, 'trace_an': 0}
-
id: 12452006
{'hecke_orbit_code': 67111339, 'n': 7, 'trace_an': -44}
-
id: 12452007
{'hecke_orbit_code': 67111339, 'n': 8, 'trace_an': 12}
-
id: 12452008
{'hecke_orbit_code': 67111339, 'n': 9, 'trace_an': 0}
-
id: 12452009
{'hecke_orbit_code': 67111339, 'n': 10, 'trace_an': 0}
-
id: 12452010
{'hecke_orbit_code': 67111339, 'n': 11, 'trace_an': -22}
-
id: 12452011
{'hecke_orbit_code': 67111339, 'n': 12, 'trace_an': 0}
-
id: 12452012
{'hecke_orbit_code': 67111339, 'n': 13, 'trace_an': -20}
-
id: 12452013
{'hecke_orbit_code': 67111339, 'n': 14, 'trace_an': 68}
-
id: 12452014
{'hecke_orbit_code': 67111339, 'n': 15, 'trace_an': 0}
-
id: 12452015
{'hecke_orbit_code': 67111339, 'n': 16, 'trace_an': 3920}
-
id: 12452016
{'hecke_orbit_code': 67111339, 'n': 17, 'trace_an': -36}
-
id: 12452017
{'hecke_orbit_code': 67111339, 'n': 18, 'trace_an': 0}
-
id: 12452018
{'hecke_orbit_code': 67111339, 'n': 19, 'trace_an': 32}
-
id: 12452019
{'hecke_orbit_code': 67111339, 'n': 20, 'trace_an': 0}
-
id: 12452020
{'hecke_orbit_code': 67111339, 'n': 21, 'trace_an': 0}
-
id: 12452021
{'hecke_orbit_code': 67111339, 'n': 22, 'trace_an': -22}
-
id: 12452022
{'hecke_orbit_code': 67111339, 'n': 23, 'trace_an': 354}
-
id: 12452023
{'hecke_orbit_code': 67111339, 'n': 24, 'trace_an': 0}
-
id: 12452024
{'hecke_orbit_code': 67111339, 'n': 25, 'trace_an': 0}
-
id: 12452025
{'hecke_orbit_code': 67111339, 'n': 26, 'trace_an': -1252}
-
id: 12452026
{'hecke_orbit_code': 67111339, 'n': 27, 'trace_an': 0}
-
id: 12452027
{'hecke_orbit_code': 67111339, 'n': 28, 'trace_an': -1500}
-
id: 12452028
{'hecke_orbit_code': 67111339, 'n': 29, 'trace_an': -156}
-
id: 12452029
{'hecke_orbit_code': 67111339, 'n': 30, 'trace_an': 0}
-
id: 12452030
{'hecke_orbit_code': 67111339, 'n': 31, 'trace_an': 270}
-
id: 12452031
{'hecke_orbit_code': 67111339, 'n': 32, 'trace_an': -956}
-
id: 12452032
{'hecke_orbit_code': 67111339, 'n': 33, 'trace_an': 0}
-
id: 12452033
{'hecke_orbit_code': 67111339, 'n': 34, 'trace_an': 500}
-
id: 12452034
{'hecke_orbit_code': 67111339, 'n': 35, 'trace_an': 0}
-
id: 12452035
{'hecke_orbit_code': 67111339, 'n': 36, 'trace_an': 0}
-
id: 12452036
{'hecke_orbit_code': 67111339, 'n': 37, 'trace_an': -86}
-
id: 12452037
{'hecke_orbit_code': 67111339, 'n': 38, 'trace_an': 824}
-
id: 12452038
{'hecke_orbit_code': 67111339, 'n': 39, 'trace_an': 0}
-
id: 12452039
{'hecke_orbit_code': 67111339, 'n': 40, 'trace_an': 0}
-
id: 12452040
{'hecke_orbit_code': 67111339, 'n': 41, 'trace_an': -124}
-
id: 12452041
{'hecke_orbit_code': 67111339, 'n': 42, 'trace_an': 0}
-
id: 12452042
{'hecke_orbit_code': 67111339, 'n': 43, 'trace_an': 260}
-
id: 12452043
{'hecke_orbit_code': 67111339, 'n': 44, 'trace_an': -528}
-
id: 12452044
{'hecke_orbit_code': 67111339, 'n': 45, 'trace_an': 0}
-
id: 12452045
{'hecke_orbit_code': 67111339, 'n': 46, 'trace_an': 1102}
-
id: 12452046
{'hecke_orbit_code': 67111339, 'n': 47, 'trace_an': 524}
-
id: 12452047
{'hecke_orbit_code': 67111339, 'n': 48, 'trace_an': 0}
-
id: 12452048
{'hecke_orbit_code': 67111339, 'n': 49, 'trace_an': 12182}
-
id: 12452049
{'hecke_orbit_code': 67111339, 'n': 50, 'trace_an': 0}
-
id: 12452050
{'hecke_orbit_code': 67111339, 'n': 51, 'trace_an': 0}
-
id: 12452051
{'hecke_orbit_code': 67111339, 'n': 52, 'trace_an': -484}
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id: 12452052
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