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mf_newspaces • Show schema
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{'Nk2': 2700, 'analytic_conductor': 11.163956013055188, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [108, 2, [55, 29], [1, 2]], 'conrey_index': 55, 'cusp_dim': 66, 'dim': 32, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 206242316396, 'hecke_orbit_dims': [16, 16], 'label': '108.5.d', 'level': 108, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 78, 'mf_new_dim': 32, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 32, 'sturm_bound': 90, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [32, 0, 0, 14, 0, 0, 0, 0, 0, -26, 0, 0, -176, 0, 0, -118, 0, 0, 0, 0, 0, 1122, 0, 0, 4368, 0, 0, 2154, 0, 0, 0, 0, 0, -1016, 0, 0, 3280, 0, 0, -3542, 0, 0, 0, 0, 0, -1788, 0, 0, -8800, 0, 0, -2948, 0, 0, 0, 0, 0, -9092, 0, 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0, 0, -7416688, 0, 0, -2350200, 0, 0, 0, 0, 0, -2491072, 0, 0, 1590544, 0, 0, 1472580, 0, 0, 0, 0, 0, 6319560, 0, 0, 6167200, 0, 0, 3441406, 0, 0, 0, 0, 0, -1693706, 0, 0, 6892704, 0, 0, -5830780, 0, 0, 0, 0, 0, 4394208, 0, 0, 1309040, 0, 0, 8454366, 0, 0, 0, 0, 0, 1858024, 0, 0, -9106944, 0, 0, 1838086, 0, 0, 0, 0, 0, -3488892, 0, 0, -3240000, 0, 0, -8634772, 0, 0, 0, 0, 0, -4790136, 0, 0, 2491408, 0, 0, 1775632, 0, 0, 0, 0, 0, 5930616, 0, 0, 5743776, 0, 0, -5799576, 0, 0, 0, 0, 0, -10584912, 0, 0, 8258992, 0, 0, 1822878, 0, 0, 0, 0, 0, -3720852, 0, 0, -6798160, 0, 0, 1505742, 0, 0, 0, 0, 0, 8114904, 0, 0, -9799376, 0, 0, 2687142, 0, 0, 0, 0, 0, 1289256, 0, 0, -7423344, 0, 0, -5460576, 0, 0, 0, 0, 0, 2897692, 0, 0, -500320, 0, 0, 7025836, 0, 0, 0, 0, 0, -3217440, 0, 0, 8737680, 0, 0, 4878220, 0, 0, 0, 0, 0, 1587118, 0, 0, 4803504, 0, 0, -7372412, 0, 0, 0, 0, 0, -2930886, 0, 0, 1321888, 0, 0, -5579076, 0, 0, 0, 0, 0, 1148052, 0, 0, -8531824, 0, 0, -8814888, 0, 0, 0, 0, 0, -7839948, 0, 0, -6257200, 0, 0, 4530808, 0, 0, 0, 0, 0, -4912726, 0, 0, 7928880, 0, 0, 1472056, 0, 0, 0, 0, 0, 7716918, 0, 0, 17065616, 0, 0, 4617324, 0, 0, 0, 0, 0, 6182712, 0, 0, 9092800, 0, 0, 1303982], 'weight': 5, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 127941
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 55, 'conrey_indexes': [55], 'label': '108.5.d', 'level': 108, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3], 'sub_dim': 1, 'sub_label': '4.5.b', 'sub_level': 4, 'sub_mult': 4, 'weight': 5}
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id: 127939
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 55, 'conrey_indexes': [55], 'label': '108.5.d', 'level': 108, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7], 'sub_dim': 4, 'sub_label': '12.5.d', 'sub_level': 12, 'sub_mult': 3, 'weight': 5}
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id: 127940
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 55, 'conrey_indexes': [55], 'label': '108.5.d', 'level': 108, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 9, 'sub_label': '36.5.d', 'sub_level': 36, 'sub_mult': 2, 'weight': 5}
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id: 127938
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 55, 'conrey_indexes': [55], 'label': '108.5.d', 'level': 108, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 55, 'sub_conrey_indexes': [55], 'sub_dim': 32, 'sub_label': '108.5.d', 'sub_level': 108, 'sub_mult': 1, 'weight': 5}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '108.5.d', 'level': 108, 'portrait': 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', 'weight': 5}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 41223000
{'hecke_orbit_code': 206242316396, 'n': 1, 'trace_an': 32}
-
id: 41223001
{'hecke_orbit_code': 206242316396, 'n': 2, 'trace_an': 0}
-
id: 41223002
{'hecke_orbit_code': 206242316396, 'n': 3, 'trace_an': 0}
-
id: 41223003
{'hecke_orbit_code': 206242316396, 'n': 4, 'trace_an': 14}
-
id: 41223004
{'hecke_orbit_code': 206242316396, 'n': 5, 'trace_an': 0}
-
id: 41223005
{'hecke_orbit_code': 206242316396, 'n': 6, 'trace_an': 0}
-
id: 41223006
{'hecke_orbit_code': 206242316396, 'n': 7, 'trace_an': 0}
-
id: 41223007
{'hecke_orbit_code': 206242316396, 'n': 8, 'trace_an': 0}
-
id: 41223008
{'hecke_orbit_code': 206242316396, 'n': 9, 'trace_an': 0}
-
id: 41223009
{'hecke_orbit_code': 206242316396, 'n': 10, 'trace_an': -26}
-
id: 41223010
{'hecke_orbit_code': 206242316396, 'n': 11, 'trace_an': 0}
-
id: 41223011
{'hecke_orbit_code': 206242316396, 'n': 12, 'trace_an': 0}
-
id: 41223012
{'hecke_orbit_code': 206242316396, 'n': 13, 'trace_an': -176}
-
id: 41223013
{'hecke_orbit_code': 206242316396, 'n': 14, 'trace_an': 0}
-
id: 41223014
{'hecke_orbit_code': 206242316396, 'n': 15, 'trace_an': 0}
-
id: 41223015
{'hecke_orbit_code': 206242316396, 'n': 16, 'trace_an': -118}
-
id: 41223016
{'hecke_orbit_code': 206242316396, 'n': 17, 'trace_an': 0}
-
id: 41223017
{'hecke_orbit_code': 206242316396, 'n': 18, 'trace_an': 0}
-
id: 41223018
{'hecke_orbit_code': 206242316396, 'n': 19, 'trace_an': 0}
-
id: 41223019
{'hecke_orbit_code': 206242316396, 'n': 20, 'trace_an': 0}
-
id: 41223020
{'hecke_orbit_code': 206242316396, 'n': 21, 'trace_an': 0}
-
id: 41223021
{'hecke_orbit_code': 206242316396, 'n': 22, 'trace_an': 1122}
-
id: 41223022
{'hecke_orbit_code': 206242316396, 'n': 23, 'trace_an': 0}
-
id: 41223023
{'hecke_orbit_code': 206242316396, 'n': 24, 'trace_an': 0}
-
id: 41223024
{'hecke_orbit_code': 206242316396, 'n': 25, 'trace_an': 4368}
-
id: 41223025
{'hecke_orbit_code': 206242316396, 'n': 26, 'trace_an': 0}
-
id: 41223026
{'hecke_orbit_code': 206242316396, 'n': 27, 'trace_an': 0}
-
id: 41223027
{'hecke_orbit_code': 206242316396, 'n': 28, 'trace_an': 2154}
-
id: 41223028
{'hecke_orbit_code': 206242316396, 'n': 29, 'trace_an': 0}
-
id: 41223029
{'hecke_orbit_code': 206242316396, 'n': 30, 'trace_an': 0}
-
id: 41223030
{'hecke_orbit_code': 206242316396, 'n': 31, 'trace_an': 0}
-
id: 41223031
{'hecke_orbit_code': 206242316396, 'n': 32, 'trace_an': 0}
-
id: 41223032
{'hecke_orbit_code': 206242316396, 'n': 33, 'trace_an': 0}
-
id: 41223033
{'hecke_orbit_code': 206242316396, 'n': 34, 'trace_an': -1016}
-
id: 41223034
{'hecke_orbit_code': 206242316396, 'n': 35, 'trace_an': 0}
-
id: 41223035
{'hecke_orbit_code': 206242316396, 'n': 36, 'trace_an': 0}
-
id: 41223036
{'hecke_orbit_code': 206242316396, 'n': 37, 'trace_an': 3280}
-
id: 41223037
{'hecke_orbit_code': 206242316396, 'n': 38, 'trace_an': 0}
-
id: 41223038
{'hecke_orbit_code': 206242316396, 'n': 39, 'trace_an': 0}
-
id: 41223039
{'hecke_orbit_code': 206242316396, 'n': 40, 'trace_an': -3542}
-
id: 41223040
{'hecke_orbit_code': 206242316396, 'n': 41, 'trace_an': 0}
-
id: 41223041
{'hecke_orbit_code': 206242316396, 'n': 42, 'trace_an': 0}
-
id: 41223042
{'hecke_orbit_code': 206242316396, 'n': 43, 'trace_an': 0}
-
id: 41223043
{'hecke_orbit_code': 206242316396, 'n': 44, 'trace_an': 0}
-
id: 41223044
{'hecke_orbit_code': 206242316396, 'n': 45, 'trace_an': 0}
-
id: 41223045
{'hecke_orbit_code': 206242316396, 'n': 46, 'trace_an': -1788}
-
id: 41223046
{'hecke_orbit_code': 206242316396, 'n': 47, 'trace_an': 0}
-
id: 41223047
{'hecke_orbit_code': 206242316396, 'n': 48, 'trace_an': 0}
-
id: 41223048
{'hecke_orbit_code': 206242316396, 'n': 49, 'trace_an': -8800}
-
id: 41223049
{'hecke_orbit_code': 206242316396, 'n': 50, 'trace_an': 0}
-
id: 41223050
{'hecke_orbit_code': 206242316396, 'n': 51, 'trace_an': 0}
-
id: 41223051
{'hecke_orbit_code': 206242316396, 'n': 52, 'trace_an': -2948}
-
id: 41223052
{'hecke_orbit_code': 206242316396, 'n': 53, 'trace_an': 0}
-
id: 41223053
{'hecke_orbit_code': 206242316396, 'n': 54, 'trace_an': 0}
-
id: 41223054
{'hecke_orbit_code': 206242316396, 'n': 55, 'trace_an': 0}
-
id: 41223055
{'hecke_orbit_code': 206242316396, 'n': 56, 'trace_an': 0}
-
id: 41223056
{'hecke_orbit_code': 206242316396, 'n': 57, 'trace_an': 0}
-
id: 41223057
{'hecke_orbit_code': 206242316396, 'n': 58, 'trace_an': -9092}
-
id: 41223058
{'hecke_orbit_code': 206242316396, 'n': 59, 'trace_an': 0}
-
id: 41223059
{'hecke_orbit_code': 206242316396, 'n': 60, 'trace_an': 0}
-
id: 41223060
{'hecke_orbit_code': 206242316396, 'n': 61, 'trace_an': -4400}
-
id: 41223061
{'hecke_orbit_code': 206242316396, 'n': 62, 'trace_an': 0}
-
id: 41223062
{'hecke_orbit_code': 206242316396, 'n': 63, 'trace_an': 0}
-
id: 41223063
{'hecke_orbit_code': 206242316396, 'n': 64, 'trace_an': 5738}
-
id: 41223064
{'hecke_orbit_code': 206242316396, 'n': 65, 'trace_an': 0}
-
id: 41223065
{'hecke_orbit_code': 206242316396, 'n': 66, 'trace_an': 0}
-
id: 41223066
{'hecke_orbit_code': 206242316396, 'n': 67, 'trace_an': 0}
-
id: 41223067
{'hecke_orbit_code': 206242316396, 'n': 68, 'trace_an': 0}
-
id: 41223068
{'hecke_orbit_code': 206242316396, 'n': 69, 'trace_an': 0}
-
id: 41223069
{'hecke_orbit_code': 206242316396, 'n': 70, 'trace_an': 12522}
-
id: 41223070
{'hecke_orbit_code': 206242316396, 'n': 71, 'trace_an': 0}
-
id: 41223071
{'hecke_orbit_code': 206242316396, 'n': 72, 'trace_an': 0}
-
id: 41223072
{'hecke_orbit_code': 206242316396, 'n': 73, 'trace_an': 8320}
-
id: 41223073
{'hecke_orbit_code': 206242316396, 'n': 74, 'trace_an': 0}
-
id: 41223074
{'hecke_orbit_code': 206242316396, 'n': 75, 'trace_an': 0}
-
id: 41223075
{'hecke_orbit_code': 206242316396, 'n': 76, 'trace_an': -41472}
-
id: 41223076
{'hecke_orbit_code': 206242316396, 'n': 77, 'trace_an': 0}
-
id: 41223077
{'hecke_orbit_code': 206242316396, 'n': 78, 'trace_an': 0}
-
id: 41223078
{'hecke_orbit_code': 206242316396, 'n': 79, 'trace_an': 0}
-
id: 41223079
{'hecke_orbit_code': 206242316396, 'n': 80, 'trace_an': 0}
-
id: 41223080
{'hecke_orbit_code': 206242316396, 'n': 81, 'trace_an': 0}
-
id: 41223081
{'hecke_orbit_code': 206242316396, 'n': 82, 'trace_an': -38396}
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