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mf_newspaces • Show schema
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{'Nk2': 20160, 'analytic_conductor': 40.24460261872532, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 20, 'char_orbit_label': 't', 'char_order': 2, 'char_parity': 1, 'char_values': [5040, 2, [3151, 3781, 2801, 2017, 3601], [2, 2, 2, 1, 2]], 'conrey_index': 1009, 'cusp_dim': 1104, 'dim': 90, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_cutter_primes': [11, 13, 17, 19, 29], 'hecke_orbit_code': 1305703617456, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 6, 6, 6, 6, 6, 6, 8], 'label': '5040.2.t', 'level': 5040, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 1200, 'mf_new_dim': 90, 'num_forms': 28, 'prim_orbit_index': 2, 'relative_dim': 90, 'sturm_bound': 2304, 'trace_bound': 19, 'trace_display': [0, 0, 2, 0], 'traces': [90, 0, 0, 0, 2, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 2, 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mf_subspaces • Show schema
Hide schema
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id: 1082259
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, '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': 16, 'weight': 2}
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id: 1082261
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 29, 'sub_conrey_indexes': [29], 'sub_dim': 2, 'sub_label': '35.2.b', 'sub_level': 35, 'sub_mult': 15, 'weight': 2}
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id: 1082263
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, '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': 12, 'weight': 2}
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id: 1082265
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 2, 'sub_label': '45.2.b', 'sub_level': 45, 'sub_mult': 10, 'weight': 2}
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id: 1082268
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, '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': 12, 'weight': 2}
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id: 1082270
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 29, 'sub_conrey_indexes': [29], 'sub_dim': 4, 'sub_label': '70.2.c', 'sub_level': 70, 'sub_mult': 12, 'weight': 2}
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id: 1082272
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, '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': 6, 'weight': 2}
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id: 1082274
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 2, 'sub_label': '90.2.c', 'sub_level': 90, 'sub_mult': 8, 'weight': 2}
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id: 1082249
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 64, 'sub_conrey_indexes': [64], 'sub_dim': 8, 'sub_label': '105.2.d', 'sub_level': 105, 'sub_mult': 10, 'weight': 2}
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id: 1082250
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, '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': 8, 'weight': 2}
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id: 1082252
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 29, 'sub_conrey_indexes': [29], 'sub_dim': 4, 'sub_label': '140.2.e', 'sub_level': 140, 'sub_mult': 9, 'weight': 2}
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id: 1082254
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 109, 'sub_conrey_indexes': [109], 'sub_dim': 2, 'sub_label': '180.2.d', 'sub_level': 180, 'sub_mult': 6, 'weight': 2}
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id: 1082255
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 169, 'sub_conrey_indexes': [169], 'sub_dim': 4, 'sub_label': '210.2.g', 'sub_level': 210, 'sub_mult': 8, 'weight': 2}
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id: 1082256
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, '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': 4, 'weight': 2}
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id: 1082258
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 169, 'sub_conrey_indexes': [169], 'sub_dim': 8, 'sub_label': '280.2.g', 'sub_level': 280, 'sub_mult': 6, 'weight': 2}
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id: 1082260
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 64, 'sub_conrey_indexes': [64], 'sub_dim': 14, 'sub_label': '315.2.d', 'sub_level': 315, 'sub_mult': 5, 'weight': 2}
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id: 1082262
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 289, 'sub_conrey_indexes': [289], 'sub_dim': 8, 'sub_label': '360.2.f', 'sub_level': 360, 'sub_mult': 4, 'weight': 2}
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id: 1082264
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 169, 'sub_conrey_indexes': [169], 'sub_dim': 4, 'sub_label': '420.2.k', 'sub_level': 420, 'sub_mult': 6, 'weight': 2}
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id: 1082267
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 449, 'sub_conrey_indexes': [449], 'sub_dim': 18, 'sub_label': '560.2.g', 'sub_level': 560, 'sub_mult': 3, 'weight': 2}
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id: 1082269
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 379, 'sub_conrey_indexes': [379], 'sub_dim': 16, 'sub_label': '630.2.g', 'sub_level': 630, 'sub_mult': 4, 'weight': 2}
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id: 1082271
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 289, 'sub_conrey_indexes': [289], 'sub_dim': 14, 'sub_label': '720.2.f', 'sub_level': 720, 'sub_mult': 2, 'weight': 2}
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id: 1082273
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 20, 'sub_char_orbit_label': 't', 'sub_conrey_index': 169, 'sub_conrey_indexes': [169], 'sub_dim': 20, 'sub_label': '840.2.t', 'sub_level': 840, 'sub_mult': 4, 'weight': 2}
-
id: 1082251
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 1009, 'sub_conrey_indexes': [1009], 'sub_dim': 16, 'sub_label': '1260.2.k', 'sub_level': 1260, 'sub_mult': 3, 'weight': 2}
-
id: 1082253
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 20, 'sub_char_orbit_label': 't', 'sub_conrey_index': 1009, 'sub_conrey_indexes': [1009], 'sub_dim': 36, 'sub_label': '1680.2.t', 'sub_level': 1680, 'sub_mult': 2, 'weight': 2}
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id: 1082257
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 20, 'sub_char_orbit_label': 't', 'sub_conrey_index': 1009, 'sub_conrey_indexes': [1009], 'sub_dim': 44, 'sub_label': '2520.2.t', 'sub_level': 2520, 'sub_mult': 2, 'weight': 2}
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id: 1082266
{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 1009, 'conrey_indexes': [1009], 'label': '5040.2.t', 'level': 5040, 'sub_char_orbit_index': 20, 'sub_char_orbit_label': 't', 'sub_conrey_index': 1009, 'sub_conrey_indexes': [1009], 'sub_dim': 90, 'sub_label': '5040.2.t', 'sub_level': 5040, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 20, 'label': '5040.2.t', 'level': 5040, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 149164000
{'hecke_orbit_code': 1305703617456, 'n': 1, 'trace_an': 90}
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id: 149164001
{'hecke_orbit_code': 1305703617456, 'n': 2, 'trace_an': 0}
-
id: 149164002
{'hecke_orbit_code': 1305703617456, 'n': 3, 'trace_an': 0}
-
id: 149164003
{'hecke_orbit_code': 1305703617456, 'n': 4, 'trace_an': 0}
-
id: 149164004
{'hecke_orbit_code': 1305703617456, 'n': 5, 'trace_an': 2}
-
id: 149164005
{'hecke_orbit_code': 1305703617456, 'n': 6, 'trace_an': 0}
-
id: 149164006
{'hecke_orbit_code': 1305703617456, 'n': 7, 'trace_an': 0}
-
id: 149164007
{'hecke_orbit_code': 1305703617456, 'n': 8, 'trace_an': 0}
-
id: 149164008
{'hecke_orbit_code': 1305703617456, 'n': 9, 'trace_an': 0}
-
id: 149164009
{'hecke_orbit_code': 1305703617456, 'n': 10, 'trace_an': 0}
-
id: 149164010
{'hecke_orbit_code': 1305703617456, 'n': 11, 'trace_an': 12}
-
id: 149164011
{'hecke_orbit_code': 1305703617456, 'n': 12, 'trace_an': 0}
-
id: 149164012
{'hecke_orbit_code': 1305703617456, 'n': 13, 'trace_an': 0}
-
id: 149164013
{'hecke_orbit_code': 1305703617456, 'n': 14, 'trace_an': 0}
-
id: 149164014
{'hecke_orbit_code': 1305703617456, 'n': 15, 'trace_an': 0}
-
id: 149164015
{'hecke_orbit_code': 1305703617456, 'n': 16, 'trace_an': 0}
-
id: 149164016
{'hecke_orbit_code': 1305703617456, 'n': 17, 'trace_an': 0}
-
id: 149164017
{'hecke_orbit_code': 1305703617456, 'n': 18, 'trace_an': 0}
-
id: 149164018
{'hecke_orbit_code': 1305703617456, 'n': 19, 'trace_an': -8}
-
id: 149164019
{'hecke_orbit_code': 1305703617456, 'n': 20, 'trace_an': 0}
-
id: 149164020
{'hecke_orbit_code': 1305703617456, 'n': 21, 'trace_an': 0}
-
id: 149164021
{'hecke_orbit_code': 1305703617456, 'n': 22, 'trace_an': 0}
-
id: 149164022
{'hecke_orbit_code': 1305703617456, 'n': 23, 'trace_an': 0}
-
id: 149164023
{'hecke_orbit_code': 1305703617456, 'n': 24, 'trace_an': 0}
-
id: 149164024
{'hecke_orbit_code': 1305703617456, 'n': 25, 'trace_an': 2}
-
id: 149164025
{'hecke_orbit_code': 1305703617456, 'n': 26, 'trace_an': 0}
-
id: 149164026
{'hecke_orbit_code': 1305703617456, 'n': 27, 'trace_an': 0}
-
id: 149164027
{'hecke_orbit_code': 1305703617456, 'n': 28, 'trace_an': 0}
-
id: 149164028
{'hecke_orbit_code': 1305703617456, 'n': 29, 'trace_an': -4}
-
id: 149164029
{'hecke_orbit_code': 1305703617456, 'n': 30, 'trace_an': 0}
-
id: 149164030
{'hecke_orbit_code': 1305703617456, 'n': 31, 'trace_an': 8}
-
id: 149164031
{'hecke_orbit_code': 1305703617456, 'n': 32, 'trace_an': 0}
-
id: 149164032
{'hecke_orbit_code': 1305703617456, 'n': 33, 'trace_an': 0}
-
id: 149164033
{'hecke_orbit_code': 1305703617456, 'n': 34, 'trace_an': 0}
-
id: 149164034
{'hecke_orbit_code': 1305703617456, 'n': 35, 'trace_an': 0}
-
id: 149164035
{'hecke_orbit_code': 1305703617456, 'n': 36, 'trace_an': 0}
-
id: 149164036
{'hecke_orbit_code': 1305703617456, 'n': 37, 'trace_an': 0}
-
id: 149164037
{'hecke_orbit_code': 1305703617456, 'n': 38, 'trace_an': 0}
-
id: 149164038
{'hecke_orbit_code': 1305703617456, 'n': 39, 'trace_an': 0}
-
id: 149164039
{'hecke_orbit_code': 1305703617456, 'n': 40, 'trace_an': 0}
-
id: 149164040
{'hecke_orbit_code': 1305703617456, 'n': 41, 'trace_an': -4}
-
id: 149164041
{'hecke_orbit_code': 1305703617456, 'n': 42, 'trace_an': 0}
-
id: 149164042
{'hecke_orbit_code': 1305703617456, 'n': 43, 'trace_an': 0}
-
id: 149164043
{'hecke_orbit_code': 1305703617456, 'n': 44, 'trace_an': 0}
-
id: 149164044
{'hecke_orbit_code': 1305703617456, 'n': 45, 'trace_an': 0}
-
id: 149164045
{'hecke_orbit_code': 1305703617456, 'n': 46, 'trace_an': 0}
-
id: 149164046
{'hecke_orbit_code': 1305703617456, 'n': 47, 'trace_an': 0}
-
id: 149164047
{'hecke_orbit_code': 1305703617456, 'n': 48, 'trace_an': 0}
-
id: 149164048
{'hecke_orbit_code': 1305703617456, 'n': 49, 'trace_an': -90}
-
id: 149164049
{'hecke_orbit_code': 1305703617456, 'n': 50, 'trace_an': 0}
-
id: 149164050
{'hecke_orbit_code': 1305703617456, 'n': 51, 'trace_an': 0}
-
id: 149164051
{'hecke_orbit_code': 1305703617456, 'n': 52, 'trace_an': 0}
-
id: 149164052
{'hecke_orbit_code': 1305703617456, 'n': 53, 'trace_an': 0}
-
id: 149164053
{'hecke_orbit_code': 1305703617456, 'n': 54, 'trace_an': 0}
-
id: 149164054
{'hecke_orbit_code': 1305703617456, 'n': 55, 'trace_an': -40}
-
id: 149164055
{'hecke_orbit_code': 1305703617456, 'n': 56, 'trace_an': 0}
-
id: 149164056
{'hecke_orbit_code': 1305703617456, 'n': 57, 'trace_an': 0}
-
id: 149164057
{'hecke_orbit_code': 1305703617456, 'n': 58, 'trace_an': 0}
-
id: 149164058
{'hecke_orbit_code': 1305703617456, 'n': 59, 'trace_an': 0}
-
id: 149164059
{'hecke_orbit_code': 1305703617456, 'n': 60, 'trace_an': 0}
-
id: 149164060
{'hecke_orbit_code': 1305703617456, 'n': 61, 'trace_an': -12}
-
id: 149164061
{'hecke_orbit_code': 1305703617456, 'n': 62, 'trace_an': 0}
-
id: 149164062
{'hecke_orbit_code': 1305703617456, 'n': 63, 'trace_an': 0}
-
id: 149164063
{'hecke_orbit_code': 1305703617456, 'n': 64, 'trace_an': 0}
-
id: 149164064
{'hecke_orbit_code': 1305703617456, 'n': 65, 'trace_an': 0}
-
id: 149164065
{'hecke_orbit_code': 1305703617456, 'n': 66, 'trace_an': 0}
-
id: 149164066
{'hecke_orbit_code': 1305703617456, 'n': 67, 'trace_an': 0}
-
id: 149164067
{'hecke_orbit_code': 1305703617456, 'n': 68, 'trace_an': 0}
-
id: 149164068
{'hecke_orbit_code': 1305703617456, 'n': 69, 'trace_an': 0}
-
id: 149164069
{'hecke_orbit_code': 1305703617456, 'n': 70, 'trace_an': 0}
-
id: 149164070
{'hecke_orbit_code': 1305703617456, 'n': 71, 'trace_an': -40}
-
id: 149164071
{'hecke_orbit_code': 1305703617456, 'n': 72, 'trace_an': 0}
-
id: 149164072
{'hecke_orbit_code': 1305703617456, 'n': 73, 'trace_an': 0}
-
id: 149164073
{'hecke_orbit_code': 1305703617456, 'n': 74, 'trace_an': 0}
-
id: 149164074
{'hecke_orbit_code': 1305703617456, 'n': 75, 'trace_an': 0}
-
id: 149164075
{'hecke_orbit_code': 1305703617456, 'n': 76, 'trace_an': 0}
-
id: 149164076
{'hecke_orbit_code': 1305703617456, 'n': 77, 'trace_an': 0}
-
id: 149164077
{'hecke_orbit_code': 1305703617456, 'n': 78, 'trace_an': 0}
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