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{'AL_dims': [[[[3, -1], [5, -1], [11, -1], [19, -1]], 20, 4], [[[3, 1], [5, 1], [11, -1], [19, -1]], 11, 2], [[[3, 1], [5, 1], [11, -1], [19, 1]], 15, 1], [[[3, 1], [5, -1], [11, -1], [19, 1]], 15, 2], [[[3, 1], [5, 1], [11, 1], [19, -1]], 19, 1], [[[3, 1], [5, -1], [11, -1], [19, -1]], 19, 1], [[[3, -1], [5, -1], [11, 1], [19, 1]], 22, 3], [[[3, -1], [5, -1], [11, 1], [19, -1]], 24, 5], [[[3, 1], [5, -1], [11, 1], [19, -1]], 11, 2], [[[3, -1], [5, 1], [11, -1], [19, -1]], 25, 5], [[[3, -1], [5, 1], [11, 1], [19, -1]], 21, 3], [[[3, 1], [5, 1], [11, 1], [19, 1]], 15, 2], [[[3, -1], [5, -1], [11, -1], [19, 1]], 22, 4], [[[3, -1], [5, 1], [11, -1], [19, 1]], 23, 6], [[[3, 1], [5, -1], [11, 1], [19, 1]], 15, 1], [[[3, -1], [5, 1], [11, 1], [19, 1]], 23, 6]], 'ALdims': [15, 19, 15, 11, 15, 11, 15, 19, 23, 21, 23, 25, 22, 24, 22, 20], 'Nk2': 37620, 'analytic_conductor': 75.0993031010142, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [9405, 1, [1046, 1882, 5986, 496], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1425, 'dim': 300, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7, 13, 17], 'hecke_orbit_code': 33563837, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 3, 3, 3, 3, 4, 5, 5, 6, 6, 6, 6, 6, 7, 7, 7, 7, 8, 9, 9, 9, 9, 9, 9, 10, 10, 10, 12, 14, 14, 15, 15, 19, 19], 'label': '9405.2.a', 'level': 9405, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11, 19], 'level_radical': 3135, 'mf_dim': 1456, 'mf_new_dim': 300, 'num_forms': 48, 'plus_dim': 138, 'prim_orbit_index': 1, 'relative_dim': 300, 'sturm_bound': 2880, 'trace_bound': 11, 'trace_display': [0, 0, -4, 0], 'traces': [300, 0, 0, 300, -4, 0, 0, -24, 0, 0, 0, 0, 0, -40, 0, 308, 0, 0, 0, -4, 0, 0, -24, 0, 300, -16, 0, 0, -16, 0, 8, -88, 0, 8, 8, 0, 0, -12, 0, 0, 8, 0, -24, 8, 0, -8, -48, 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id: 1627557
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 12, 'weight': 2}
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id: 1627558
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 8, 'weight': 2}
-
id: 1627562
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '19.2.a', 'sub_level': 19, 'sub_mult': 12, 'weight': 2}
-
id: 1627566
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '33.2.a', 'sub_level': 33, 'sub_mult': 8, 'weight': 2}
-
id: 1627567
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '45.2.a', 'sub_level': 45, 'sub_mult': 4, 'weight': 2}
-
id: 1627569
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '55.2.a', 'sub_level': 55, 'sub_mult': 6, 'weight': 2}
-
id: 1627570
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '57.2.a', 'sub_level': 57, 'sub_mult': 8, 'weight': 2}
-
id: 1627574
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '95.2.a', 'sub_level': 95, 'sub_mult': 6, 'weight': 2}
-
id: 1627575
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '99.2.a', 'sub_level': 99, 'sub_mult': 4, 'weight': 2}
-
id: 1627559
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '165.2.a', 'sub_level': 165, 'sub_mult': 4, 'weight': 2}
-
id: 1627560
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '171.2.a', 'sub_level': 171, 'sub_mult': 4, 'weight': 2}
-
id: 1627563
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '209.2.a', 'sub_level': 209, 'sub_mult': 6, 'weight': 2}
-
id: 1627564
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '285.2.a', 'sub_level': 285, 'sub_mult': 4, 'weight': 2}
-
id: 1627568
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '495.2.a', 'sub_level': 495, 'sub_mult': 2, 'weight': 2}
-
id: 1627571
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 31, 'sub_label': '627.2.a', 'sub_level': 627, 'sub_mult': 4, 'weight': 2}
-
id: 1627572
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 30, 'sub_label': '855.2.a', 'sub_level': 855, 'sub_mult': 2, 'weight': 2}
-
id: 1627556
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 59, 'sub_label': '1045.2.a', 'sub_level': 1045, 'sub_mult': 3, 'weight': 2}
-
id: 1627561
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 74, 'sub_label': '1881.2.a', 'sub_level': 1881, 'sub_mult': 2, 'weight': 2}
-
id: 1627565
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 121, 'sub_label': '3135.2.a', 'sub_level': 3135, 'sub_mult': 2, 'weight': 2}
-
id: 1627573
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9405.2.a', 'level': 9405, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 300, 'sub_label': '9405.2.a', 'sub_level': 9405, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '9405.2.a', 'level': 9405, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 9386000
{'hecke_orbit_code': 33563837, 'n': 1, 'trace_an': 300}
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id: 9386001
{'hecke_orbit_code': 33563837, 'n': 2, 'trace_an': 0}
-
id: 9386002
{'hecke_orbit_code': 33563837, 'n': 3, 'trace_an': 0}
-
id: 9386003
{'hecke_orbit_code': 33563837, 'n': 4, 'trace_an': 300}
-
id: 9386004
{'hecke_orbit_code': 33563837, 'n': 5, 'trace_an': -4}
-
id: 9386005
{'hecke_orbit_code': 33563837, 'n': 6, 'trace_an': 0}
-
id: 9386006
{'hecke_orbit_code': 33563837, 'n': 7, 'trace_an': 0}
-
id: 9386007
{'hecke_orbit_code': 33563837, 'n': 8, 'trace_an': -24}
-
id: 9386008
{'hecke_orbit_code': 33563837, 'n': 9, 'trace_an': 0}
-
id: 9386009
{'hecke_orbit_code': 33563837, 'n': 10, 'trace_an': 0}
-
id: 9386010
{'hecke_orbit_code': 33563837, 'n': 11, 'trace_an': 0}
-
id: 9386011
{'hecke_orbit_code': 33563837, 'n': 12, 'trace_an': 0}
-
id: 9386012
{'hecke_orbit_code': 33563837, 'n': 13, 'trace_an': 0}
-
id: 9386013
{'hecke_orbit_code': 33563837, 'n': 14, 'trace_an': -40}
-
id: 9386014
{'hecke_orbit_code': 33563837, 'n': 15, 'trace_an': 0}
-
id: 9386015
{'hecke_orbit_code': 33563837, 'n': 16, 'trace_an': 308}
-
id: 9386016
{'hecke_orbit_code': 33563837, 'n': 17, 'trace_an': 0}
-
id: 9386017
{'hecke_orbit_code': 33563837, 'n': 18, 'trace_an': 0}
-
id: 9386018
{'hecke_orbit_code': 33563837, 'n': 19, 'trace_an': 0}
-
id: 9386019
{'hecke_orbit_code': 33563837, 'n': 20, 'trace_an': -4}
-
id: 9386020
{'hecke_orbit_code': 33563837, 'n': 21, 'trace_an': 0}
-
id: 9386021
{'hecke_orbit_code': 33563837, 'n': 22, 'trace_an': 0}
-
id: 9386022
{'hecke_orbit_code': 33563837, 'n': 23, 'trace_an': -24}
-
id: 9386023
{'hecke_orbit_code': 33563837, 'n': 24, 'trace_an': 0}
-
id: 9386024
{'hecke_orbit_code': 33563837, 'n': 25, 'trace_an': 300}
-
id: 9386025
{'hecke_orbit_code': 33563837, 'n': 26, 'trace_an': -16}
-
id: 9386026
{'hecke_orbit_code': 33563837, 'n': 27, 'trace_an': 0}
-
id: 9386027
{'hecke_orbit_code': 33563837, 'n': 28, 'trace_an': 0}
-
id: 9386028
{'hecke_orbit_code': 33563837, 'n': 29, 'trace_an': -16}
-
id: 9386029
{'hecke_orbit_code': 33563837, 'n': 30, 'trace_an': 0}
-
id: 9386030
{'hecke_orbit_code': 33563837, 'n': 31, 'trace_an': 8}
-
id: 9386031
{'hecke_orbit_code': 33563837, 'n': 32, 'trace_an': -88}
-
id: 9386032
{'hecke_orbit_code': 33563837, 'n': 33, 'trace_an': 0}
-
id: 9386033
{'hecke_orbit_code': 33563837, 'n': 34, 'trace_an': 8}
-
id: 9386034
{'hecke_orbit_code': 33563837, 'n': 35, 'trace_an': 8}
-
id: 9386035
{'hecke_orbit_code': 33563837, 'n': 36, 'trace_an': 0}
-
id: 9386036
{'hecke_orbit_code': 33563837, 'n': 37, 'trace_an': 0}
-
id: 9386037
{'hecke_orbit_code': 33563837, 'n': 38, 'trace_an': -12}
-
id: 9386038
{'hecke_orbit_code': 33563837, 'n': 39, 'trace_an': 0}
-
id: 9386039
{'hecke_orbit_code': 33563837, 'n': 40, 'trace_an': 0}
-
id: 9386040
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