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mf_newspaces • Show schema
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{'Nk2': 400, 'analytic_conductor': 1.4750477501435153, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [25, 2, [2], [1]], 'conrey_index': 24, 'cusp_dim': 4, 'dim': 4, 'eis_dim': 6, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68786585625, 'hecke_orbit_dims': [2, 2], 'label': '25.4.b', 'level': 25, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 10, 'mf_new_dim': 6, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 4, 'sturm_bound': 10, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [4, 0, 0, -2, 0, -2, 0, 0, 2, 0, -22, 0, 0, 36, 0, -46, 0, 0, -130, 0, 108, 0, 0, 210, 0, 248, 0, 0, -220, 0, -132, 0, 0, 26, 0, -676, 0, 0, 544, 0, -362, 0, 0, -1114, 0, 948, 0, 0, 1228, 0, 1378, 0, 0, -730, 0, -180, 0, 0, -440, 0, -2072, 0, 0, 1358, 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0, 0, 32252, 0, 39728, 0, 0, -63624, 0, 12228, 0, 0, -13360, 0, -1480, 0, 0, 8820, 0, 40748, 0, 0, 29556, 0, -44792, 0, 0, 24160, 0, -6660, 0, 0, 107508, 0, 58878, 0, 0, -93644, 0, 75348, 0, 0, 23170, 0, -54492, 0, 0, -85376, 0, -37380, 0, 0, -18610, 0, -9064, 0, 0, -14122, 0, 50616, 0, 0, 4444, 0, 12708, 0, 0, 112696, 0, -110200, 0, 0, -8944, 0, -34680, 0, 0, 9786, 0, -35184, 0, 0, -75640, 0, 57528, 0, 0, 41092, 0, 45578, 0, 0, -3096, 0, 53448, 0, 0, 15960, 0, -27360, 0, 0, 90180, 0, 27048, 0, 0, -2870, 0, 30130, 0, 0, -151360, 0, -41356, 0, 0, 78986, 0, -85952, 0, 0, -136206, 0, -143232, 0, 0, -18648, 0, 38070, 0, 0, 90110, 0, -16524, 0, 0, 62470, 0, -18202, 0, 0, 5460, 0, -17472, 0, 0, -51060, 0, 46678, 0, 0, 38844, 0, 64568, 0, 0, -19864, 0, 83298, 0, 0, -11664, 0, 99098, 0, 0, 77600, 0, -17460, 0, 0, -24240, 0, 15028, 0, 0, -15090, 0, -26804, 0, 0, -24996, 0, 170528, 0, 0, -99614, 0, 101160, 0, 0, -1180, 0, -46342, 0, 0, -31428, 0, -82152, 0, 0, 145880, 0, -39910, 0, 0, 24376, 0, 18480, 0, 0, -40156, 0, -143612, 0, 0, 86960, 0, -121064, 0, 0, -109456, 0, -127072, 0, 0, -3976, 0, -12320, 0, 0, 23076, 0, -92308, 0, 0, -21794, 0, 21096, 0, 0, 34190, 0, 103098, 0, 0, 43556, 0, 23828, 0, 0, -71670, 0, 72380, 0, 0, -42630, 0, 39520, 0, 0, 39144, 0, 76388, 0, 0, 14832, 0, -67122, 0, 0, 31220, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 24, 'conrey_indexes': [24], 'label': '25.4.b', 'level': 25, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 24, 'sub_conrey_indexes': [24], 'sub_dim': 4, 'sub_label': '25.4.b', 'sub_level': 25, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '25.4.b', 'level': 25, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 21061000
{'hecke_orbit_code': 68786585625, 'n': 1, 'trace_an': 4}
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id: 21061001
{'hecke_orbit_code': 68786585625, 'n': 2, 'trace_an': 0}
-
id: 21061002
{'hecke_orbit_code': 68786585625, 'n': 3, 'trace_an': 0}
-
id: 21061003
{'hecke_orbit_code': 68786585625, 'n': 4, 'trace_an': -2}
-
id: 21061004
{'hecke_orbit_code': 68786585625, 'n': 5, 'trace_an': 0}
-
id: 21061005
{'hecke_orbit_code': 68786585625, 'n': 6, 'trace_an': -2}
-
id: 21061006
{'hecke_orbit_code': 68786585625, 'n': 7, 'trace_an': 0}
-
id: 21061007
{'hecke_orbit_code': 68786585625, 'n': 8, 'trace_an': 0}
-
id: 21061008
{'hecke_orbit_code': 68786585625, 'n': 9, 'trace_an': 2}
-
id: 21061009
{'hecke_orbit_code': 68786585625, 'n': 10, 'trace_an': 0}
-
id: 21061010
{'hecke_orbit_code': 68786585625, 'n': 11, 'trace_an': -22}
-
id: 21061011
{'hecke_orbit_code': 68786585625, 'n': 12, 'trace_an': 0}
-
id: 21061012
{'hecke_orbit_code': 68786585625, 'n': 13, 'trace_an': 0}
-
id: 21061013
{'hecke_orbit_code': 68786585625, 'n': 14, 'trace_an': 36}
-
id: 21061014
{'hecke_orbit_code': 68786585625, 'n': 15, 'trace_an': 0}
-
id: 21061015
{'hecke_orbit_code': 68786585625, 'n': 16, 'trace_an': -46}
-
id: 21061016
{'hecke_orbit_code': 68786585625, 'n': 17, 'trace_an': 0}
-
id: 21061017
{'hecke_orbit_code': 68786585625, 'n': 18, 'trace_an': 0}
-
id: 21061018
{'hecke_orbit_code': 68786585625, 'n': 19, 'trace_an': -130}
-
id: 21061019
{'hecke_orbit_code': 68786585625, 'n': 20, 'trace_an': 0}
-
id: 21061020
{'hecke_orbit_code': 68786585625, 'n': 21, 'trace_an': 108}
-
id: 21061021
{'hecke_orbit_code': 68786585625, 'n': 22, 'trace_an': 0}
-
id: 21061022
{'hecke_orbit_code': 68786585625, 'n': 23, 'trace_an': 0}
-
id: 21061023
{'hecke_orbit_code': 68786585625, 'n': 24, 'trace_an': 210}
-
id: 21061024
{'hecke_orbit_code': 68786585625, 'n': 25, 'trace_an': 0}
-
id: 21061025
{'hecke_orbit_code': 68786585625, 'n': 26, 'trace_an': 248}
-
id: 21061026
{'hecke_orbit_code': 68786585625, 'n': 27, 'trace_an': 0}
-
id: 21061027
{'hecke_orbit_code': 68786585625, 'n': 28, 'trace_an': 0}
-
id: 21061028
{'hecke_orbit_code': 68786585625, 'n': 29, 'trace_an': -220}
-
id: 21061029
{'hecke_orbit_code': 68786585625, 'n': 30, 'trace_an': 0}
-
id: 21061030
{'hecke_orbit_code': 68786585625, 'n': 31, 'trace_an': -132}
-
id: 21061031
{'hecke_orbit_code': 68786585625, 'n': 32, 'trace_an': 0}
-
id: 21061032
{'hecke_orbit_code': 68786585625, 'n': 33, 'trace_an': 0}
-
id: 21061033
{'hecke_orbit_code': 68786585625, 'n': 34, 'trace_an': 26}
-
id: 21061034
{'hecke_orbit_code': 68786585625, 'n': 35, 'trace_an': 0}
-
id: 21061035
{'hecke_orbit_code': 68786585625, 'n': 36, 'trace_an': -676}
-
id: 21061036
{'hecke_orbit_code': 68786585625, 'n': 37, 'trace_an': 0}
-
id: 21061037
{'hecke_orbit_code': 68786585625, 'n': 38, 'trace_an': 0}
-
id: 21061038
{'hecke_orbit_code': 68786585625, 'n': 39, 'trace_an': 544}
-
id: 21061039
{'hecke_orbit_code': 68786585625, 'n': 40, 'trace_an': 0}
-
id: 21061040
{'hecke_orbit_code': 68786585625, 'n': 41, 'trace_an': -362}
-
id: 21061041
{'hecke_orbit_code': 68786585625, 'n': 42, 'trace_an': 0}
-
id: 21061042
{'hecke_orbit_code': 68786585625, 'n': 43, 'trace_an': 0}
-
id: 21061043
{'hecke_orbit_code': 68786585625, 'n': 44, 'trace_an': -1114}
-
id: 21061044
{'hecke_orbit_code': 68786585625, 'n': 45, 'trace_an': 0}
-
id: 21061045
{'hecke_orbit_code': 68786585625, 'n': 46, 'trace_an': 948}
-
id: 21061046
{'hecke_orbit_code': 68786585625, 'n': 47, 'trace_an': 0}
-
id: 21061047
{'hecke_orbit_code': 68786585625, 'n': 48, 'trace_an': 0}
-
id: 21061048
{'hecke_orbit_code': 68786585625, 'n': 49, 'trace_an': 1228}
-
id: 21061049
{'hecke_orbit_code': 68786585625, 'n': 50, 'trace_an': 0}
-
id: 21061050
{'hecke_orbit_code': 68786585625, 'n': 51, 'trace_an': 1378}
-
id: 21061051
{'hecke_orbit_code': 68786585625, 'n': 52, 'trace_an': 0}
-
id: 21061052
{'hecke_orbit_code': 68786585625, 'n': 53, 'trace_an': 0}
-
id: 21061053
{'hecke_orbit_code': 68786585625, 'n': 54, 'trace_an': -730}
-
id: 21061054
{'hecke_orbit_code': 68786585625, 'n': 55, 'trace_an': 0}
-
id: 21061055
{'hecke_orbit_code': 68786585625, 'n': 56, 'trace_an': -180}
-
id: 21061056
{'hecke_orbit_code': 68786585625, 'n': 57, 'trace_an': 0}
-
id: 21061057
{'hecke_orbit_code': 68786585625, 'n': 58, 'trace_an': 0}
-
id: 21061058
{'hecke_orbit_code': 68786585625, 'n': 59, 'trace_an': -440}
-
id: 21061059
{'hecke_orbit_code': 68786585625, 'n': 60, 'trace_an': 0}
-
id: 21061060
{'hecke_orbit_code': 68786585625, 'n': 61, 'trace_an': -2072}
-
id: 21061061
{'hecke_orbit_code': 68786585625, 'n': 62, 'trace_an': 0}
-
id: 21061062
{'hecke_orbit_code': 68786585625, 'n': 63, 'trace_an': 0}
-
id: 21061063
{'hecke_orbit_code': 68786585625, 'n': 64, 'trace_an': 1358}
-
id: 21061064
{'hecke_orbit_code': 68786585625, 'n': 65, 'trace_an': 0}
-
id: 21061065
{'hecke_orbit_code': 68786585625, 'n': 66, 'trace_an': -1114}
-
id: 21061066
{'hecke_orbit_code': 68786585625, 'n': 67, 'trace_an': 0}
-
id: 21061067
{'hecke_orbit_code': 68786585625, 'n': 68, 'trace_an': 0}
-
id: 21061068
{'hecke_orbit_code': 68786585625, 'n': 69, 'trace_an': -1956}
-
id: 21061069
{'hecke_orbit_code': 68786585625, 'n': 70, 'trace_an': 0}
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