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mf_newspaces • Show schema
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{'Nk2': 2880, 'analytic_conductor': 10.62034380103331, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [180, 3, [91, 101, 37], [3, 2, 3]], 'conrey_index': 61, 'cusp_dim': 204, 'dim': 24, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 549822922932, 'hecke_orbit_dims': [2, 8, 14], 'label': '180.4.i', 'level': 180, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 228, 'mf_new_dim': 24, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 12, 'sturm_bound': 144, 'trace_bound': 1, 'trace_display': [0, 2, -10, 12], 'traces': [24, 0, 2, 0, -10, 0, 12, 0, -28, 0, -54, 0, -24, 0, -20, 0, 348, 0, -60, 0, 196, 0, -84, 0, -300, 0, -592, 0, -342, 0, -60, 0, 738, 0, 280, 0, 336, 0, -308, 0, -804, 0, -258, 0, -140, 0, -276, 0, -630, 0, 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-40272, 0, 62590, 0, 177204, 0, -38976, 0, 118100, 0, -23016, 0, -46698, 0, -135846, 0, 271968, 0, -17280, 0, 53420, 0, 41688, 0, -27264, 0, 345712, 0, -3500, 0, 10668, 0, -8940, 0, -341604, 0, -125484, 0, -109320, 0, 149760, 0, 48858, 0, -160146, 0, -133836, 0, -1620, 0, -31008, 0, 32520, 0, 576, 0, -394336, 0, -76490, 0, 82974, 0, 145260, 0, 256704, 0, 16452, 0, -9100, 0, -130344, 0, -17592, 0, 300208, 0, -221400, 0, -4200, 0, -77612, 0, 88992, 0, -33462, 0, 11424, 0, 117240, 0, 150024, 0, -71018, 0, 160050, 0, 82836, 0, 122960, 0, 101850, 0, 26772, 0, -39876, 0, 326532, 0, 0, 0, 218220, 0, 124956, 0, -50868, 0, 313146, 0, -91100, 0, -75300, 0, -221418, 0, -375480, 0, -76872, 0, -26000, 0, 75558, 0, -30672, 0, -220382, 0, -205464, 0, -3240, 0, -70812, 0, -143784, 0, 54192, 0, -370184, 0, -53000, 0, 4044, 0, -136880, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 146730
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 61, 'conrey_indexes': [61, 121], 'label': '180.4.i', 'level': 180, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 7], 'sub_dim': 4, 'sub_label': '9.4.c', 'sub_level': 9, 'sub_mult': 6, 'weight': 4}
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id: 146726
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 61, 'conrey_indexes': [61, 121], 'label': '180.4.i', 'level': 180, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 13], 'sub_dim': 6, 'sub_label': '18.4.c', 'sub_level': 18, 'sub_mult': 4, 'weight': 4}
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id: 146727
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 61, 'conrey_indexes': [61, 121], 'label': '180.4.i', 'level': 180, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 13, 'sub_conrey_indexes': [13, 25], 'sub_dim': 6, 'sub_label': '36.4.e', 'sub_level': 36, 'sub_mult': 2, 'weight': 4}
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id: 146728
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 61, 'conrey_indexes': [61, 121], 'label': '180.4.i', 'level': 180, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 16, 'sub_conrey_indexes': [16, 31], 'sub_dim': 24, 'sub_label': '45.4.e', 'sub_level': 45, 'sub_mult': 3, 'weight': 4}
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id: 146729
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 61, 'conrey_indexes': [61, 121], 'label': '180.4.i', 'level': 180, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 31, 'sub_conrey_indexes': [31, 61], 'sub_dim': 24, 'sub_label': '90.4.e', 'sub_level': 90, 'sub_mult': 2, 'weight': 4}
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id: 146725
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 61, 'conrey_indexes': [61, 121], 'label': '180.4.i', 'level': 180, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 61, 'sub_conrey_indexes': [61, 121], 'sub_dim': 24, 'sub_label': '180.4.i', 'sub_level': 180, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 9, 'label': '180.4.i', 'level': 180, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 82659000
{'hecke_orbit_code': 549822922932, 'n': 1, 'trace_an': 24}
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id: 82659001
{'hecke_orbit_code': 549822922932, 'n': 2, 'trace_an': 0}
-
id: 82659002
{'hecke_orbit_code': 549822922932, 'n': 3, 'trace_an': 2}
-
id: 82659003
{'hecke_orbit_code': 549822922932, 'n': 4, 'trace_an': 0}
-
id: 82659004
{'hecke_orbit_code': 549822922932, 'n': 5, 'trace_an': -10}
-
id: 82659005
{'hecke_orbit_code': 549822922932, 'n': 6, 'trace_an': 0}
-
id: 82659006
{'hecke_orbit_code': 549822922932, 'n': 7, 'trace_an': 12}
-
id: 82659007
{'hecke_orbit_code': 549822922932, 'n': 8, 'trace_an': 0}
-
id: 82659008
{'hecke_orbit_code': 549822922932, 'n': 9, 'trace_an': -28}
-
id: 82659009
{'hecke_orbit_code': 549822922932, 'n': 10, 'trace_an': 0}
-
id: 82659010
{'hecke_orbit_code': 549822922932, 'n': 11, 'trace_an': -54}
-
id: 82659011
{'hecke_orbit_code': 549822922932, 'n': 12, 'trace_an': 0}
-
id: 82659012
{'hecke_orbit_code': 549822922932, 'n': 13, 'trace_an': -24}
-
id: 82659013
{'hecke_orbit_code': 549822922932, 'n': 14, 'trace_an': 0}
-
id: 82659014
{'hecke_orbit_code': 549822922932, 'n': 15, 'trace_an': -20}
-
id: 82659015
{'hecke_orbit_code': 549822922932, 'n': 16, 'trace_an': 0}
-
id: 82659016
{'hecke_orbit_code': 549822922932, 'n': 17, 'trace_an': 348}
-
id: 82659017
{'hecke_orbit_code': 549822922932, 'n': 18, 'trace_an': 0}
-
id: 82659018
{'hecke_orbit_code': 549822922932, 'n': 19, 'trace_an': -60}
-
id: 82659019
{'hecke_orbit_code': 549822922932, 'n': 20, 'trace_an': 0}
-
id: 82659020
{'hecke_orbit_code': 549822922932, 'n': 21, 'trace_an': 196}
-
id: 82659021
{'hecke_orbit_code': 549822922932, 'n': 22, 'trace_an': 0}
-
id: 82659022
{'hecke_orbit_code': 549822922932, 'n': 23, 'trace_an': -84}
-
id: 82659023
{'hecke_orbit_code': 549822922932, 'n': 24, 'trace_an': 0}
-
id: 82659024
{'hecke_orbit_code': 549822922932, 'n': 25, 'trace_an': -300}
-
id: 82659025
{'hecke_orbit_code': 549822922932, 'n': 26, 'trace_an': 0}
-
id: 82659026
{'hecke_orbit_code': 549822922932, 'n': 27, 'trace_an': -592}
-
id: 82659027
{'hecke_orbit_code': 549822922932, 'n': 28, 'trace_an': 0}
-
id: 82659028
{'hecke_orbit_code': 549822922932, 'n': 29, 'trace_an': -342}
-
id: 82659029
{'hecke_orbit_code': 549822922932, 'n': 30, 'trace_an': 0}
-
id: 82659030
{'hecke_orbit_code': 549822922932, 'n': 31, 'trace_an': -60}
-
id: 82659031
{'hecke_orbit_code': 549822922932, 'n': 32, 'trace_an': 0}
-
id: 82659032
{'hecke_orbit_code': 549822922932, 'n': 33, 'trace_an': 738}
-
id: 82659033
{'hecke_orbit_code': 549822922932, 'n': 34, 'trace_an': 0}
-
id: 82659034
{'hecke_orbit_code': 549822922932, 'n': 35, 'trace_an': 280}
-
id: 82659035
{'hecke_orbit_code': 549822922932, 'n': 36, 'trace_an': 0}
-
id: 82659036
{'hecke_orbit_code': 549822922932, 'n': 37, 'trace_an': 336}
-
id: 82659037
{'hecke_orbit_code': 549822922932, 'n': 38, 'trace_an': 0}
-
id: 82659038
{'hecke_orbit_code': 549822922932, 'n': 39, 'trace_an': -308}
-
id: 82659039
{'hecke_orbit_code': 549822922932, 'n': 40, 'trace_an': 0}
-
id: 82659040
{'hecke_orbit_code': 549822922932, 'n': 41, 'trace_an': -804}
-
id: 82659041
{'hecke_orbit_code': 549822922932, 'n': 42, 'trace_an': 0}
-
id: 82659042
{'hecke_orbit_code': 549822922932, 'n': 43, 'trace_an': -258}
-
id: 82659043
{'hecke_orbit_code': 549822922932, 'n': 44, 'trace_an': 0}
-
id: 82659044
{'hecke_orbit_code': 549822922932, 'n': 45, 'trace_an': -140}
-
id: 82659045
{'hecke_orbit_code': 549822922932, 'n': 46, 'trace_an': 0}
-
id: 82659046
{'hecke_orbit_code': 549822922932, 'n': 47, 'trace_an': -276}
-
id: 82659047
{'hecke_orbit_code': 549822922932, 'n': 48, 'trace_an': 0}
-
id: 82659048
{'hecke_orbit_code': 549822922932, 'n': 49, 'trace_an': -630}
-
id: 82659049
{'hecke_orbit_code': 549822922932, 'n': 50, 'trace_an': 0}
-
id: 82659050
{'hecke_orbit_code': 549822922932, 'n': 51, 'trace_an': 1518}
-
id: 82659051
{'hecke_orbit_code': 549822922932, 'n': 52, 'trace_an': 0}
-
id: 82659052
{'hecke_orbit_code': 549822922932, 'n': 53, 'trace_an': 3432}
-
id: 82659053
{'hecke_orbit_code': 549822922932, 'n': 54, 'trace_an': 0}
-
id: 82659054
{'hecke_orbit_code': 549822922932, 'n': 55, 'trace_an': 0}
-
id: 82659055
{'hecke_orbit_code': 549822922932, 'n': 56, 'trace_an': 0}
-
id: 82659056
{'hecke_orbit_code': 549822922932, 'n': 57, 'trace_an': 178}
-
id: 82659057
{'hecke_orbit_code': 549822922932, 'n': 58, 'trace_an': 0}
-
id: 82659058
{'hecke_orbit_code': 549822922932, 'n': 59, 'trace_an': -630}
-
id: 82659059
{'hecke_orbit_code': 549822922932, 'n': 60, 'trace_an': 0}
-
id: 82659060
{'hecke_orbit_code': 549822922932, 'n': 61, 'trace_an': 822}
-
id: 82659061
{'hecke_orbit_code': 549822922932, 'n': 62, 'trace_an': 0}
-
id: 82659062
{'hecke_orbit_code': 549822922932, 'n': 63, 'trace_an': -1976}
-
id: 82659063
{'hecke_orbit_code': 549822922932, 'n': 64, 'trace_an': 0}
-
id: 82659064
{'hecke_orbit_code': 549822922932, 'n': 65, 'trace_an': -200}
-
id: 82659065
{'hecke_orbit_code': 549822922932, 'n': 66, 'trace_an': 0}
-
id: 82659066
{'hecke_orbit_code': 549822922932, 'n': 67, 'trace_an': -186}
-
id: 82659067
{'hecke_orbit_code': 549822922932, 'n': 68, 'trace_an': 0}
-
id: 82659068
{'hecke_orbit_code': 549822922932, 'n': 69, 'trace_an': -522}
-
id: 82659069
{'hecke_orbit_code': 549822922932, 'n': 70, 'trace_an': 0}
-
id: 82659070
{'hecke_orbit_code': 549822922932, 'n': 71, 'trace_an': -216}
-
id: 82659071
{'hecke_orbit_code': 549822922932, 'n': 72, 'trace_an': 0}
-
id: 82659072
{'hecke_orbit_code': 549822922932, 'n': 73, 'trace_an': -1500}
-
id: 82659073
{'hecke_orbit_code': 549822922932, 'n': 74, 'trace_an': 0}
-
id: 82659074
{'hecke_orbit_code': 549822922932, 'n': 75, 'trace_an': 50}
-
id: 82659075
{'hecke_orbit_code': 549822922932, 'n': 76, 'trace_an': 0}
-
id: 82659076
{'hecke_orbit_code': 549822922932, 'n': 77, 'trace_an': -96}
-
id: 82659077
{'hecke_orbit_code': 549822922932, 'n': 78, 'trace_an': 0}
-
id: 82659078
{'hecke_orbit_code': 549822922932, 'n': 79, 'trace_an': -888}
-
id: 82659079
{'hecke_orbit_code': 549822922932, 'n': 80, 'trace_an': 0}
-
id: 82659080
{'hecke_orbit_code': 549822922932, 'n': 81, 'trace_an': -412}
-
id: 82659081
{'hecke_orbit_code': 549822922932, 'n': 82, 'trace_an': 0}
-
id: 82659082
{'hecke_orbit_code': 549822922932, 'n': 83, 'trace_an': 228}
-
id: 82659083
{'hecke_orbit_code': 549822922932, 'n': 84, 'trace_an': 0}
-
id: 82659084
{'hecke_orbit_code': 549822922932, 'n': 85, 'trace_an': -360}
-
id: 82659085
{'hecke_orbit_code': 549822922932, 'n': 86, 'trace_an': 0}
-
id: 82659086
{'hecke_orbit_code': 549822922932, 'n': 87, 'trace_an': 2700}
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id: 82659087
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