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mf_newspaces • Show schema
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{'Nk2': 12480, 'analytic_conductor': 24.91332543063948, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 12, 'char_orbit_label': 'l', 'char_order': 2, 'char_parity': 1, 'char_values': [3120, 2, [1951, 2341, 2081, 2497, 2641], [2, 2, 2, 1, 2]], 'conrey_index': 1249, 'cusp_dim': 648, 'dim': 72, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 755947801648, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 6, 8, 8, 10, 10], 'label': '3120.2.l', 'level': 3120, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 13], 'level_radical': 390, 'mf_dim': 696, 'mf_new_dim': 72, 'num_forms': 17, 'prim_orbit_index': 2, 'relative_dim': 72, 'sturm_bound': 1344, 'trace_bound': 19, 'trace_display': [0, 0, 0, 0], 'traces': [72, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, -16, 0, 0, 0, 48, 0, 0, 0, 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mf_subspaces • Show schema
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id: 777291
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '3120.2.l', 'level': 3120, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 2, 'sub_label': '30.2.c', 'sub_level': 30, 'sub_mult': 8, 'weight': 2}
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id: 777294
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '3120.2.l', 'level': 3120, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 2, 'sub_label': '40.2.c', 'sub_level': 40, 'sub_mult': 8, 'weight': 2}
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id: 777296
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '3120.2.l', 'level': 3120, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '60.2.d', 'sub_level': 60, 'sub_mult': 6, 'weight': 2}
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id: 777297
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '3120.2.l', 'level': 3120, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 14, 'sub_conrey_indexes': [14], 'sub_dim': 6, 'sub_label': '65.2.b', 'sub_level': 65, 'sub_mult': 10, 'weight': 2}
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id: 777299
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '3120.2.l', 'level': 3120, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '80.2.c', 'sub_level': 80, 'sub_mult': 4, 'weight': 2}
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id: 777285
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '3120.2.l', 'level': 3120, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '120.2.f', 'sub_level': 120, 'sub_mult': 4, 'weight': 2}
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id: 777286
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '3120.2.l', 'level': 3120, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 79, 'sub_conrey_indexes': [79], 'sub_dim': 6, 'sub_label': '130.2.b', 'sub_level': 130, 'sub_mult': 8, 'weight': 2}
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id: 777288
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '3120.2.l', 'level': 3120, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 79, 'sub_conrey_indexes': [79], 'sub_dim': 12, 'sub_label': '195.2.c', 'sub_level': 195, 'sub_mult': 5, 'weight': 2}
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id: 777289
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '3120.2.l', 'level': 3120, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 6, 'sub_label': '240.2.f', 'sub_level': 240, 'sub_mult': 2, 'weight': 2}
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id: 777290
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '3120.2.l', 'level': 3120, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 209, 'sub_conrey_indexes': [209], 'sub_dim': 6, 'sub_label': '260.2.c', 'sub_level': 260, 'sub_mult': 6, 'weight': 2}
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id: 777293
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '3120.2.l', 'level': 3120, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 79, 'sub_conrey_indexes': [79], 'sub_dim': 12, 'sub_label': '390.2.e', 'sub_level': 390, 'sub_mult': 4, 'weight': 2}
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id: 777295
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '3120.2.l', 'level': 3120, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 209, 'sub_conrey_indexes': [209], 'sub_dim': 18, 'sub_label': '520.2.d', 'sub_level': 520, 'sub_mult': 4, 'weight': 2}
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id: 777298
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '3120.2.l', 'level': 3120, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 469, 'sub_conrey_indexes': [469], 'sub_dim': 12, 'sub_label': '780.2.h', 'sub_level': 780, 'sub_mult': 3, 'weight': 2}
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id: 777284
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '3120.2.l', 'level': 3120, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 209, 'sub_conrey_indexes': [209], 'sub_dim': 36, 'sub_label': '1040.2.d', 'sub_level': 1040, 'sub_mult': 2, 'weight': 2}
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id: 777287
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '3120.2.l', 'level': 3120, 'sub_char_orbit_index': 12, 'sub_char_orbit_label': 'l', 'sub_conrey_index': 1249, 'sub_conrey_indexes': [1249], 'sub_dim': 36, 'sub_label': '1560.2.l', 'sub_level': 1560, 'sub_mult': 2, 'weight': 2}
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id: 777292
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '3120.2.l', 'level': 3120, 'sub_char_orbit_index': 12, 'sub_char_orbit_label': 'l', 'sub_conrey_index': 1249, 'sub_conrey_indexes': [1249], 'sub_dim': 72, 'sub_label': '3120.2.l', 'sub_level': 3120, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 12, 'label': '3120.2.l', 'level': 3120, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 102092000
{'hecke_orbit_code': 755947801648, 'n': 1, 'trace_an': 72}
-
id: 102092001
{'hecke_orbit_code': 755947801648, 'n': 2, 'trace_an': 0}
-
id: 102092002
{'hecke_orbit_code': 755947801648, 'n': 3, 'trace_an': 0}
-
id: 102092003
{'hecke_orbit_code': 755947801648, 'n': 4, 'trace_an': 0}
-
id: 102092004
{'hecke_orbit_code': 755947801648, 'n': 5, 'trace_an': 0}
-
id: 102092005
{'hecke_orbit_code': 755947801648, 'n': 6, 'trace_an': 0}
-
id: 102092006
{'hecke_orbit_code': 755947801648, 'n': 7, 'trace_an': 0}
-
id: 102092007
{'hecke_orbit_code': 755947801648, 'n': 8, 'trace_an': 0}
-
id: 102092008
{'hecke_orbit_code': 755947801648, 'n': 9, 'trace_an': -72}
-
id: 102092009
{'hecke_orbit_code': 755947801648, 'n': 10, 'trace_an': 0}
-
id: 102092010
{'hecke_orbit_code': 755947801648, 'n': 11, 'trace_an': 0}
-
id: 102092011
{'hecke_orbit_code': 755947801648, 'n': 12, 'trace_an': 0}
-
id: 102092012
{'hecke_orbit_code': 755947801648, 'n': 13, 'trace_an': 0}
-
id: 102092013
{'hecke_orbit_code': 755947801648, 'n': 14, 'trace_an': 0}
-
id: 102092014
{'hecke_orbit_code': 755947801648, 'n': 15, 'trace_an': 0}
-
id: 102092015
{'hecke_orbit_code': 755947801648, 'n': 16, 'trace_an': 0}
-
id: 102092016
{'hecke_orbit_code': 755947801648, 'n': 17, 'trace_an': 0}
-
id: 102092017
{'hecke_orbit_code': 755947801648, 'n': 18, 'trace_an': 0}
-
id: 102092018
{'hecke_orbit_code': 755947801648, 'n': 19, 'trace_an': -32}
-
id: 102092019
{'hecke_orbit_code': 755947801648, 'n': 20, 'trace_an': 0}
-
id: 102092020
{'hecke_orbit_code': 755947801648, 'n': 21, 'trace_an': 0}
-
id: 102092021
{'hecke_orbit_code': 755947801648, 'n': 22, 'trace_an': 0}
-
id: 102092022
{'hecke_orbit_code': 755947801648, 'n': 23, 'trace_an': 0}
-
id: 102092023
{'hecke_orbit_code': 755947801648, 'n': 24, 'trace_an': 0}
-
id: 102092024
{'hecke_orbit_code': 755947801648, 'n': 25, 'trace_an': -8}
-
id: 102092025
{'hecke_orbit_code': 755947801648, 'n': 26, 'trace_an': 0}
-
id: 102092026
{'hecke_orbit_code': 755947801648, 'n': 27, 'trace_an': 0}
-
id: 102092027
{'hecke_orbit_code': 755947801648, 'n': 28, 'trace_an': 0}
-
id: 102092028
{'hecke_orbit_code': 755947801648, 'n': 29, 'trace_an': 0}
-
id: 102092029
{'hecke_orbit_code': 755947801648, 'n': 30, 'trace_an': 0}
-
id: 102092030
{'hecke_orbit_code': 755947801648, 'n': 31, 'trace_an': -16}
-
id: 102092031
{'hecke_orbit_code': 755947801648, 'n': 32, 'trace_an': 0}
-
id: 102092032
{'hecke_orbit_code': 755947801648, 'n': 33, 'trace_an': 0}
-
id: 102092033
{'hecke_orbit_code': 755947801648, 'n': 34, 'trace_an': 0}
-
id: 102092034
{'hecke_orbit_code': 755947801648, 'n': 35, 'trace_an': 48}
-
id: 102092035
{'hecke_orbit_code': 755947801648, 'n': 36, 'trace_an': 0}
-
id: 102092036
{'hecke_orbit_code': 755947801648, 'n': 37, 'trace_an': 0}
-
id: 102092037
{'hecke_orbit_code': 755947801648, 'n': 38, 'trace_an': 0}
-
id: 102092038
{'hecke_orbit_code': 755947801648, 'n': 39, 'trace_an': 8}
-
id: 102092039
{'hecke_orbit_code': 755947801648, 'n': 40, 'trace_an': 0}
-
id: 102092040
{'hecke_orbit_code': 755947801648, 'n': 41, 'trace_an': 0}
-
id: 102092041
{'hecke_orbit_code': 755947801648, 'n': 42, 'trace_an': 0}
-
id: 102092042
{'hecke_orbit_code': 755947801648, 'n': 43, 'trace_an': 0}
-
id: 102092043
{'hecke_orbit_code': 755947801648, 'n': 44, 'trace_an': 0}
-
id: 102092044
{'hecke_orbit_code': 755947801648, 'n': 45, 'trace_an': 0}
-
id: 102092045
{'hecke_orbit_code': 755947801648, 'n': 46, 'trace_an': 0}
-
id: 102092046
{'hecke_orbit_code': 755947801648, 'n': 47, 'trace_an': 0}
-
id: 102092047
{'hecke_orbit_code': 755947801648, 'n': 48, 'trace_an': 0}
-
id: 102092048
{'hecke_orbit_code': 755947801648, 'n': 49, 'trace_an': -56}
-
id: 102092049
{'hecke_orbit_code': 755947801648, 'n': 50, 'trace_an': 0}
-
id: 102092050
{'hecke_orbit_code': 755947801648, 'n': 51, 'trace_an': 8}
-
id: 102092051
{'hecke_orbit_code': 755947801648, 'n': 52, 'trace_an': 0}
-
id: 102092052
{'hecke_orbit_code': 755947801648, 'n': 53, 'trace_an': 0}
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