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{'AL_dims': [[[[3, -1], [5, -1], [7, -1], [11, -1]], 9, 5], [[[3, 1], [5, 1], [7, -1], [11, -1]], 20, 5], [[[3, 1], [5, -1], [7, 1], [11, 1]], 15, 2], [[[3, -1], [5, 1], [7, 1], [11, 1]], 18, 2], [[[3, -1], [5, -1], [7, 1], [11, 1]], 14, 5], [[[3, 1], [5, 1], [7, -1], [11, 1]], 14, 10], [[[3, 1], [5, -1], [7, -1], [11, -1]], 20, 5], [[[3, -1], [5, 1], [7, 1], [11, -1]], 12, 2], [[[3, -1], [5, -1], [7, 1], [11, -1]], 24, 2], [[[3, -1], [5, -1], [7, -1], [11, 1]], 21, 8], [[[3, 1], [5, 1], [7, 1], [11, 1]], 19, 2], [[[3, 1], [5, -1], [7, -1], [11, 1]], 20, 5], [[[3, 1], [5, 1], [7, 1], [11, -1]], 17, 3], [[[3, -1], [5, 1], [7, -1], [11, -1]], 21, 5], [[[3, 1], [5, -1], [7, 1], [11, -1]], 13, 2], [[[3, -1], [5, 1], [7, -1], [11, 1]], 15, 5]], 'ALdims': [19, 17, 14, 20, 15, 13, 20, 20, 18, 12, 15, 21, 14, 24, 21, 9], 'Nk2': 32340, 'analytic_conductor': 64.55905003420519, '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': [8085, 1, [2696, 4852, 1816, 3676], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1313, 'dim': 272, 'eis_dim': 63, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 13, 17], 'hecke_orbit_code': 33562517, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5, 5, 5, 6, 6, 6, 6, 7, 7, 7, 7, 8, 8, 9, 9, 10, 10, 10, 10, 10, 10, 14, 14], 'label': '8085.2.a', 'level': 8085, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7, 11], 'level_radical': 1155, 'mf_dim': 1376, 'mf_new_dim': 272, 'num_forms': 68, 'plus_dim': 122, 'prim_orbit_index': 1, 'relative_dim': 272, 'sturm_bound': 2688, 'trace_bound': 17, 'trace_display': [0, -4, 0, 0], 'traces': [272, 0, -4, 272, 0, 4, 0, 0, 272, 4, 0, -12, -16, 0, 4, 264, 8, 0, 8, -8, 0, 4, 16, 12, 272, -40, -4, 0, 0, 0, 0, -40, 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mf_subspaces • Show schema
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id: 1445340
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '105.2.a', 'sub_level': 105, 'sub_mult': 4, 'weight': 2}
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id: 1445341
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, '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: 1445344
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, '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': 6, 'weight': 2}
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id: 1445347
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 8, 'weight': 2}
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id: 1445351
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, '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': 6, 'weight': 2}
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id: 1445352
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '35.2.a', 'sub_level': 35, 'sub_mult': 8, 'weight': 2}
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id: 1445354
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '49.2.a', 'sub_level': 49, 'sub_mult': 8, 'weight': 2}
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id: 1445356
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, '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}
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id: 1445358
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '77.2.a', 'sub_level': 77, 'sub_mult': 8, 'weight': 2}
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id: 1445343
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '147.2.a', 'sub_level': 147, 'sub_mult': 4, 'weight': 2}
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id: 1445346
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, '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': 3, 'weight': 2}
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id: 1445348
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '231.2.a', 'sub_level': 231, 'sub_mult': 4, 'weight': 2}
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id: 1445349
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 13, 'sub_label': '245.2.a', 'sub_level': 245, 'sub_mult': 4, 'weight': 2}
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id: 1445353
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 19, 'sub_label': '385.2.a', 'sub_level': 385, 'sub_mult': 4, 'weight': 2}
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id: 1445355
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 34, 'sub_label': '539.2.a', 'sub_level': 539, 'sub_mult': 4, 'weight': 2}
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id: 1445357
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 28, 'sub_label': '735.2.a', 'sub_level': 735, 'sub_mult': 2, 'weight': 2}
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id: 1445342
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 41, 'sub_label': '1155.2.a', 'sub_level': 1155, 'sub_mult': 2, 'weight': 2}
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id: 1445345
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 68, 'sub_label': '1617.2.a', 'sub_level': 1617, 'sub_mult': 2, 'weight': 2}
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id: 1445350
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 138, 'sub_label': '2695.2.a', 'sub_level': 2695, 'sub_mult': 2, 'weight': 2}
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id: 1445359
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8085.2.a', 'level': 8085, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 272, 'sub_label': '8085.2.a', 'sub_level': 8085, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '8085.2.a', 'level': 8085, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 8066000
{'hecke_orbit_code': 33562517, 'n': 1, 'trace_an': 272}
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id: 8066001
{'hecke_orbit_code': 33562517, 'n': 2, 'trace_an': 0}
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id: 8066002
{'hecke_orbit_code': 33562517, 'n': 3, 'trace_an': -4}
-
id: 8066003
{'hecke_orbit_code': 33562517, 'n': 4, 'trace_an': 272}
-
id: 8066004
{'hecke_orbit_code': 33562517, 'n': 5, 'trace_an': 0}
-
id: 8066005
{'hecke_orbit_code': 33562517, 'n': 6, 'trace_an': 4}
-
id: 8066006
{'hecke_orbit_code': 33562517, 'n': 7, 'trace_an': 0}
-
id: 8066007
{'hecke_orbit_code': 33562517, 'n': 8, 'trace_an': 0}
-
id: 8066008
{'hecke_orbit_code': 33562517, 'n': 9, 'trace_an': 272}
-
id: 8066009
{'hecke_orbit_code': 33562517, 'n': 10, 'trace_an': 4}
-
id: 8066010
{'hecke_orbit_code': 33562517, 'n': 11, 'trace_an': 0}
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id: 8066011
{'hecke_orbit_code': 33562517, 'n': 12, 'trace_an': -12}
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id: 8066012
{'hecke_orbit_code': 33562517, 'n': 13, 'trace_an': -16}
-
id: 8066013
{'hecke_orbit_code': 33562517, 'n': 14, 'trace_an': 0}
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id: 8066014
{'hecke_orbit_code': 33562517, 'n': 15, 'trace_an': 4}
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id: 8066015
{'hecke_orbit_code': 33562517, 'n': 16, 'trace_an': 264}
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id: 8066016
{'hecke_orbit_code': 33562517, 'n': 17, 'trace_an': 8}
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id: 8066017
{'hecke_orbit_code': 33562517, 'n': 18, 'trace_an': 0}
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id: 8066018
{'hecke_orbit_code': 33562517, 'n': 19, 'trace_an': 8}
-
id: 8066019
{'hecke_orbit_code': 33562517, 'n': 20, 'trace_an': -8}
-
id: 8066020
{'hecke_orbit_code': 33562517, 'n': 21, 'trace_an': 0}
-
id: 8066021
{'hecke_orbit_code': 33562517, 'n': 22, 'trace_an': 4}
-
id: 8066022
{'hecke_orbit_code': 33562517, 'n': 23, 'trace_an': 16}
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id: 8066023
{'hecke_orbit_code': 33562517, 'n': 24, 'trace_an': 12}
-
id: 8066024
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id: 8066999
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