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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [13, -1]], 5, 3], [[[3, -1], [13, 1]], 4, 2], [[[3, 1], [13, -1]], 2, 1], [[[3, 1], [13, 1]], 4, 1]], 'ALdims': [4, 2, 4, 5], 'Nk2': 1872, 'analytic_conductor': 6.9032234706716515, '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': [117, 1, [92, 28], [1, 1]], 'conrey_index': 1, 'cusp_dim': 38, 'dim': 15, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67108981, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 3, 4], 'label': '117.4.a', 'level': 117, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'mf_dim': 46, 'mf_new_dim': 15, 'num_forms': 7, 'plus_dim': 9, 'prim_orbit_index': 1, 'relative_dim': 15, 'sturm_bound': 56, 'trace_bound': 2, 'trace_display': [0, 0, -6, 2], 'traces': [15, 0, 0, 82, -6, 0, 2, 0, 0, -54, 42, 0, -13, 78, 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0, -19380, 103104, 0, -81720, 57432, 0, -203544, 62790, 0, -76024, 58116, 0, -55400, 52224, 0, 253744, 34008, 0, -22450, 4236, 0, 95862, -115092, 0, 116244, -28140, 0, -58988, -84, 0, 55364, 94284, 0, -88694, 21996, 0, -58, -89832, 0, 236836, -84018, 0, -114546, -60258, 0, 24928, -39240, 0, -77202, -87276, 0, 12986, -9582, 0, -5440, -63012, 0, 186336, -68718, 0, -4654, 54312, 0, -42518, 52284, 0, 155604, 4308, 0, -123206, -127656, 0, -44741, -20124, 0, 118864, 47424, 0, -24026, 47208, 0, 168308, -109134, 0, 25604, 96072, 0, 295808, 140322, 0, 75172, -16140, 0, -444588, -5538, 0, -68526, -74748, 0, 19292, 14748, 0, -251784, 90600, 0, -265904, 44268, 0, 28270, 125208, 0, -27626], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 130337
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '117.4.a', 'level': 117, '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': 2, 'weight': 4}
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id: 130335
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '117.4.a', 'level': 117, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '13.4.a', 'sub_level': 13, 'sub_mult': 3, 'weight': 4}
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id: 130336
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '117.4.a', 'level': 117, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '39.4.a', 'sub_level': 39, 'sub_mult': 2, 'weight': 4}
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id: 130334
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '117.4.a', 'level': 117, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '117.4.a', 'sub_level': 117, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '117.4.a', 'level': 117, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 10094000
{'hecke_orbit_code': 67108981, 'n': 1, 'trace_an': 15}
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id: 10094001
{'hecke_orbit_code': 67108981, 'n': 2, 'trace_an': 0}
-
id: 10094002
{'hecke_orbit_code': 67108981, 'n': 3, 'trace_an': 0}
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id: 10094003
{'hecke_orbit_code': 67108981, 'n': 4, 'trace_an': 82}
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id: 10094004
{'hecke_orbit_code': 67108981, 'n': 5, 'trace_an': -6}
-
id: 10094005
{'hecke_orbit_code': 67108981, 'n': 6, 'trace_an': 0}
-
id: 10094006
{'hecke_orbit_code': 67108981, 'n': 7, 'trace_an': 2}
-
id: 10094007
{'hecke_orbit_code': 67108981, 'n': 8, 'trace_an': 0}
-
id: 10094008
{'hecke_orbit_code': 67108981, 'n': 9, 'trace_an': 0}
-
id: 10094009
{'hecke_orbit_code': 67108981, 'n': 10, 'trace_an': -54}
-
id: 10094010
{'hecke_orbit_code': 67108981, 'n': 11, 'trace_an': 42}
-
id: 10094011
{'hecke_orbit_code': 67108981, 'n': 12, 'trace_an': 0}
-
id: 10094012
{'hecke_orbit_code': 67108981, 'n': 13, 'trace_an': -13}
-
id: 10094013
{'hecke_orbit_code': 67108981, 'n': 14, 'trace_an': 78}
-
id: 10094014
{'hecke_orbit_code': 67108981, 'n': 15, 'trace_an': 0}
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id: 10094015
{'hecke_orbit_code': 67108981, 'n': 16, 'trace_an': 218}
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id: 10094016
{'hecke_orbit_code': 67108981, 'n': 17, 'trace_an': -36}
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id: 10094017
{'hecke_orbit_code': 67108981, 'n': 18, 'trace_an': 0}
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id: 10094018
{'hecke_orbit_code': 67108981, 'n': 19, 'trace_an': -162}
-
id: 10094019
{'hecke_orbit_code': 67108981, 'n': 20, 'trace_an': 192}
-
id: 10094020
{'hecke_orbit_code': 67108981, 'n': 21, 'trace_an': 0}
-
id: 10094021
{'hecke_orbit_code': 67108981, 'n': 22, 'trace_an': -16}
-
id: 10094022
{'hecke_orbit_code': 67108981, 'n': 23, 'trace_an': 36}
-
id: 10094023
{'hecke_orbit_code': 67108981, 'n': 24, 'trace_an': 0}
-
id: 10094024
{'hecke_orbit_code': 67108981, 'n': 25, 'trace_an': 635}
-
id: 10094025
{'hecke_orbit_code': 67108981, 'n': 26, 'trace_an': 78}
-
id: 10094026
{'hecke_orbit_code': 67108981, 'n': 27, 'trace_an': 0}
-
id: 10094027
{'hecke_orbit_code': 67108981, 'n': 28, 'trace_an': 888}
-
id: 10094028
{'hecke_orbit_code': 67108981, 'n': 29, 'trace_an': -294}
-
id: 10094029
{'hecke_orbit_code': 67108981, 'n': 30, 'trace_an': 0}
-
id: 10094030
{'hecke_orbit_code': 67108981, 'n': 31, 'trace_an': -730}
-
id: 10094031
{'hecke_orbit_code': 67108981, 'n': 32, 'trace_an': 180}
-
id: 10094032
{'hecke_orbit_code': 67108981, 'n': 33, 'trace_an': 0}
-
id: 10094033
{'hecke_orbit_code': 67108981, 'n': 34, 'trace_an': -184}
-
id: 10094034
{'hecke_orbit_code': 67108981, 'n': 35, 'trace_an': -366}
-
id: 10094035
{'hecke_orbit_code': 67108981, 'n': 36, 'trace_an': 0}
-
id: 10094036
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