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mf_newspaces • Show schema
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{'Nk2': 1600, 'analytic_conductor': 5.900191000574061, 'char_conductor': 25, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 10, 'char_parity': 1, 'char_values': [100, 10, [51, 77], [10, 7]], 'conrey_indexes': [9, 29, 69, 89], 'cusp_dim': 168, 'dim': 32, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 549822922852, 'hecke_orbit_dims': [32], 'label': '100.4.i', 'level': 100, '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': 192, 'mf_new_dim': 32, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 8, 'sturm_bound': 60, 'trace_bound': 0, 'trace_display': [0, 0, 6, 0], 'traces': [32, 0, 0, 0, 6, 0, 0, 0, 122, 0, 20, 0, 0, 0, 68, 0, -160, 0, 2, 0, -108, 0, 290, 0, 654, 0, 600, 0, 62, 0, -378, 0, -1280, 0, -278, 0, 680, 0, 592, 0, -528, 0, 0, 0, -1044, 0, -1810, 0, -2796, 0, 1664, 0, 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0, 125306, 0, 0, 0, -63618, 0, 162282, 0, -87320, 0, -322036, 0, -161830, 0, -91310, 0, 168698, 0, -155250, 0, 13252, 0, -129760, 0, -112600, 0, -75906, 0, 37740, 0, 58806, 0, -4470, 0, 34508, 0, 161460, 0, 0, 0, -28422, 0, 525590, 0, 109332, 0, -106988, 0, 282690, 0, 137900, 0, 0, 0, 223762, 0, 108894, 0, 181020, 0, -115024, 0, -26620, 0, -55922, 0, -142448, 0, -546780, 0, -15402, 0, -28770, 0, -160004, 0, 72144, 0, -88860, 0, -49360, 0, -264530, 0, -154422, 0, 109844, 0, 0, 0, -22022, 0, 91750, 0, -16532, 0, -446236, 0, 71110, 0, 242108, 0, 0, 0, 56662, 0, 149790, 0, -37200, 0, -241514, 0, -171400, 0, -181196, 0, -69288, 0, -95000, 0, 86924, 0, 82090, 0, -2180, 0, -273576, 0, 161510, 0, -45502, 0, 301970, 0, 271660, 0, 60502, 0, 0, 0, 188628, 0, 373170, 0, 381596, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 125991
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_indexes': [9, 29, 69, 89], 'label': '100.4.i', 'level': 100, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [4, 9, 14, 19], 'sub_dim': 24, 'sub_label': '25.4.e', 'sub_level': 25, 'sub_mult': 3, 'weight': 4}
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id: 125992
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_indexes': [9, 29, 69, 89], 'label': '100.4.i', 'level': 100, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [9, 19, 29, 39], 'sub_dim': 32, 'sub_label': '50.4.e', 'sub_level': 50, 'sub_mult': 2, 'weight': 4}
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id: 125990
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_indexes': [9, 29, 69, 89], 'label': '100.4.i', 'level': 100, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_indexes': [9, 29, 69, 89], 'sub_dim': 32, 'sub_label': '100.4.i', 'sub_level': 100, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 9, 'label': '100.4.i', 'level': 100, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 82625000
{'hecke_orbit_code': 549822922852, 'n': 1, 'trace_an': 32}
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id: 82625001
{'hecke_orbit_code': 549822922852, 'n': 2, 'trace_an': 0}
-
id: 82625002
{'hecke_orbit_code': 549822922852, 'n': 3, 'trace_an': 0}
-
id: 82625003
{'hecke_orbit_code': 549822922852, 'n': 4, 'trace_an': 0}
-
id: 82625004
{'hecke_orbit_code': 549822922852, 'n': 5, 'trace_an': 6}
-
id: 82625005
{'hecke_orbit_code': 549822922852, 'n': 6, 'trace_an': 0}
-
id: 82625006
{'hecke_orbit_code': 549822922852, 'n': 7, 'trace_an': 0}
-
id: 82625007
{'hecke_orbit_code': 549822922852, 'n': 8, 'trace_an': 0}
-
id: 82625008
{'hecke_orbit_code': 549822922852, 'n': 9, 'trace_an': 122}
-
id: 82625009
{'hecke_orbit_code': 549822922852, 'n': 10, 'trace_an': 0}
-
id: 82625010
{'hecke_orbit_code': 549822922852, 'n': 11, 'trace_an': 20}
-
id: 82625011
{'hecke_orbit_code': 549822922852, 'n': 12, 'trace_an': 0}
-
id: 82625012
{'hecke_orbit_code': 549822922852, 'n': 13, 'trace_an': 0}
-
id: 82625013
{'hecke_orbit_code': 549822922852, 'n': 14, 'trace_an': 0}
-
id: 82625014
{'hecke_orbit_code': 549822922852, 'n': 15, 'trace_an': 68}
-
id: 82625015
{'hecke_orbit_code': 549822922852, 'n': 16, 'trace_an': 0}
-
id: 82625016
{'hecke_orbit_code': 549822922852, 'n': 17, 'trace_an': -160}
-
id: 82625017
{'hecke_orbit_code': 549822922852, 'n': 18, 'trace_an': 0}
-
id: 82625018
{'hecke_orbit_code': 549822922852, 'n': 19, 'trace_an': 2}
-
id: 82625019
{'hecke_orbit_code': 549822922852, 'n': 20, 'trace_an': 0}
-
id: 82625020
{'hecke_orbit_code': 549822922852, 'n': 21, 'trace_an': -108}
-
id: 82625021
{'hecke_orbit_code': 549822922852, 'n': 22, 'trace_an': 0}
-
id: 82625022
{'hecke_orbit_code': 549822922852, 'n': 23, 'trace_an': 290}
-
id: 82625023
{'hecke_orbit_code': 549822922852, 'n': 24, 'trace_an': 0}
-
id: 82625024
{'hecke_orbit_code': 549822922852, 'n': 25, 'trace_an': 654}
-
id: 82625025
{'hecke_orbit_code': 549822922852, 'n': 26, 'trace_an': 0}
-
id: 82625026
{'hecke_orbit_code': 549822922852, 'n': 27, 'trace_an': 600}
-
id: 82625027
{'hecke_orbit_code': 549822922852, 'n': 28, 'trace_an': 0}
-
id: 82625028
{'hecke_orbit_code': 549822922852, 'n': 29, 'trace_an': 62}
-
id: 82625029
{'hecke_orbit_code': 549822922852, 'n': 30, 'trace_an': 0}
-
id: 82625030
{'hecke_orbit_code': 549822922852, 'n': 31, 'trace_an': -378}
-
id: 82625031
{'hecke_orbit_code': 549822922852, 'n': 32, 'trace_an': 0}
-
id: 82625032
{'hecke_orbit_code': 549822922852, 'n': 33, 'trace_an': -1280}
-
id: 82625033
{'hecke_orbit_code': 549822922852, 'n': 34, 'trace_an': 0}
-
id: 82625034
{'hecke_orbit_code': 549822922852, 'n': 35, 'trace_an': -278}
-
id: 82625035
{'hecke_orbit_code': 549822922852, 'n': 36, 'trace_an': 0}
-
id: 82625036
{'hecke_orbit_code': 549822922852, 'n': 37, 'trace_an': 680}
-
id: 82625037
{'hecke_orbit_code': 549822922852, 'n': 38, 'trace_an': 0}
-
id: 82625038
{'hecke_orbit_code': 549822922852, 'n': 39, 'trace_an': 592}
-
id: 82625039
{'hecke_orbit_code': 549822922852, 'n': 40, 'trace_an': 0}
-
id: 82625040
{'hecke_orbit_code': 549822922852, 'n': 41, 'trace_an': -528}
-
id: 82625041
{'hecke_orbit_code': 549822922852, 'n': 42, 'trace_an': 0}
-
id: 82625042
{'hecke_orbit_code': 549822922852, 'n': 43, 'trace_an': 0}
-
id: 82625043
{'hecke_orbit_code': 549822922852, 'n': 44, 'trace_an': 0}
-
id: 82625044
{'hecke_orbit_code': 549822922852, 'n': 45, 'trace_an': -1044}
-
id: 82625045
{'hecke_orbit_code': 549822922852, 'n': 46, 'trace_an': 0}
-
id: 82625046
{'hecke_orbit_code': 549822922852, 'n': 47, 'trace_an': -1810}
-
id: 82625047
{'hecke_orbit_code': 549822922852, 'n': 48, 'trace_an': 0}
-
id: 82625048
{'hecke_orbit_code': 549822922852, 'n': 49, 'trace_an': -2796}
-
id: 82625049
{'hecke_orbit_code': 549822922852, 'n': 50, 'trace_an': 0}
-
id: 82625050
{'hecke_orbit_code': 549822922852, 'n': 51, 'trace_an': 1664}
-
id: 82625051
{'hecke_orbit_code': 549822922852, 'n': 52, 'trace_an': 0}
-
id: 82625052
{'hecke_orbit_code': 549822922852, 'n': 53, 'trace_an': -510}
-
id: 82625053
{'hecke_orbit_code': 549822922852, 'n': 54, 'trace_an': 0}
-
id: 82625054
{'hecke_orbit_code': 549822922852, 'n': 55, 'trace_an': -1350}
-
id: 82625055
{'hecke_orbit_code': 549822922852, 'n': 56, 'trace_an': 0}
-
id: 82625056
{'hecke_orbit_code': 549822922852, 'n': 57, 'trace_an': 0}
-
id: 82625057
{'hecke_orbit_code': 549822922852, 'n': 58, 'trace_an': 0}
-
id: 82625058
{'hecke_orbit_code': 549822922852, 'n': 59, 'trace_an': 144}
-
id: 82625059
{'hecke_orbit_code': 549822922852, 'n': 60, 'trace_an': 0}
-
id: 82625060
{'hecke_orbit_code': 549822922852, 'n': 61, 'trace_an': -1346}
-
id: 82625061
{'hecke_orbit_code': 549822922852, 'n': 62, 'trace_an': 0}
-
id: 82625062
{'hecke_orbit_code': 549822922852, 'n': 63, 'trace_an': 1660}
-
id: 82625063
{'hecke_orbit_code': 549822922852, 'n': 64, 'trace_an': 0}
-
id: 82625064
{'hecke_orbit_code': 549822922852, 'n': 65, 'trace_an': 1142}
-
id: 82625065
{'hecke_orbit_code': 549822922852, 'n': 66, 'trace_an': 0}
-
id: 82625066
{'hecke_orbit_code': 549822922852, 'n': 67, 'trace_an': 1890}
-
id: 82625067
{'hecke_orbit_code': 549822922852, 'n': 68, 'trace_an': 0}
-
id: 82625068
{'hecke_orbit_code': 549822922852, 'n': 69, 'trace_an': 956}
-
id: 82625069
{'hecke_orbit_code': 549822922852, 'n': 70, 'trace_an': 0}
-
id: 82625070
{'hecke_orbit_code': 549822922852, 'n': 71, 'trace_an': 786}
-
id: 82625071
{'hecke_orbit_code': 549822922852, 'n': 72, 'trace_an': 0}
-
id: 82625072
{'hecke_orbit_code': 549822922852, 'n': 73, 'trace_an': 3720}
-
id: 82625073
{'hecke_orbit_code': 549822922852, 'n': 74, 'trace_an': 0}
-
id: 82625074
{'hecke_orbit_code': 549822922852, 'n': 75, 'trace_an': -78}
-
id: 82625075
{'hecke_orbit_code': 549822922852, 'n': 76, 'trace_an': 0}
-
id: 82625076
{'hecke_orbit_code': 549822922852, 'n': 77, 'trace_an': 2160}
-
id: 82625077
{'hecke_orbit_code': 549822922852, 'n': 78, 'trace_an': 0}
-
id: 82625078
{'hecke_orbit_code': 549822922852, 'n': 79, 'trace_an': 896}
-
id: 82625079
{'hecke_orbit_code': 549822922852, 'n': 80, 'trace_an': 0}
-
id: 82625080
{'hecke_orbit_code': 549822922852, 'n': 81, 'trace_an': 348}
-
id: 82625081
{'hecke_orbit_code': 549822922852, 'n': 82, 'trace_an': 0}
-
id: 82625082
{'hecke_orbit_code': 549822922852, 'n': 83, 'trace_an': 570}
-
id: 82625083
{'hecke_orbit_code': 549822922852, 'n': 84, 'trace_an': 0}
-
id: 82625084
{'hecke_orbit_code': 549822922852, 'n': 85, 'trace_an': 224}
-
id: 82625085
{'hecke_orbit_code': 549822922852, 'n': 86, 'trace_an': 0}
-
id: 82625086
{'hecke_orbit_code': 549822922852, 'n': 87, 'trace_an': 3240}
-
id: 82625087
{'hecke_orbit_code': 549822922852, 'n': 88, 'trace_an': 0}
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id: 82625088
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