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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [11, -1]], 15, 6], [[[3, 1], [5, -1], [11, -1]], 7, 3], [[[3, 1], [5, -1], [11, 1]], 7, 3], [[[3, -1], [5, 1], [11, -1]], 10, 6], [[[3, 1], [5, 1], [11, 1]], 8, 4], [[[3, -1], [5, -1], [11, 1]], 11, 4], [[[3, -1], [5, 1], [11, 1]], 12, 6], [[[3, 1], [5, 1], [11, -1]], 8, 4]], 'ALdims': [8, 8, 7, 7, 12, 10, 11, 15], 'Nk2': 9900, 'analytic_conductor': 19.762974500266896, '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': [2475, 1, [551, 2377, 2026], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 337, 'dim': 78, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7, 29], 'hecke_orbit_code': 33556907, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4], 'label': '2475.2.a', 'level': 2475, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 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mf_subspaces • Show schema
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id: 670990
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.2.a', 'level': 2475, '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}
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id: 670983
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.2.a', 'level': 2475, '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': 9, 'weight': 2}
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id: 670984
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.2.a', 'level': 2475, '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}
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id: 670989
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.2.a', 'level': 2475, '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: 670992
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.2.a', 'level': 2475, '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: 670993
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.2.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '75.2.a', 'sub_level': 75, 'sub_mult': 4, 'weight': 2}
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id: 670995
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.2.a', 'level': 2475, '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': 3, 'weight': 2}
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id: 670985
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.2.a', 'level': 2475, '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: 670986
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.2.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '225.2.a', 'sub_level': 225, 'sub_mult': 2, 'weight': 2}
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id: 670988
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.2.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '275.2.a', 'sub_level': 275, 'sub_mult': 3, 'weight': 2}
-
id: 670991
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.2.a', 'level': 2475, '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: 670994
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.2.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 32, 'sub_label': '825.2.a', 'sub_level': 825, 'sub_mult': 2, 'weight': 2}
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id: 670987
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2475.2.a', 'level': 2475, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 78, 'sub_label': '2475.2.a', 'sub_level': 2475, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '2475.2.a', 'level': 2475, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 2456000
{'hecke_orbit_code': 33556907, 'n': 1, 'trace_an': 78}
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id: 2456001
{'hecke_orbit_code': 33556907, 'n': 2, 'trace_an': -1}
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id: 2456002
{'hecke_orbit_code': 33556907, 'n': 3, 'trace_an': 0}
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id: 2456003
{'hecke_orbit_code': 33556907, 'n': 4, 'trace_an': 79}
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id: 2456004
{'hecke_orbit_code': 33556907, 'n': 5, 'trace_an': 0}
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id: 2456005
{'hecke_orbit_code': 33556907, 'n': 6, 'trace_an': 0}
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id: 2456006
{'hecke_orbit_code': 33556907, 'n': 7, 'trace_an': -2}
-
id: 2456007
{'hecke_orbit_code': 33556907, 'n': 8, 'trace_an': -15}
-
id: 2456008
{'hecke_orbit_code': 33556907, 'n': 9, 'trace_an': 0}
-
id: 2456009
{'hecke_orbit_code': 33556907, 'n': 10, 'trace_an': 0}
-
id: 2456010
{'hecke_orbit_code': 33556907, 'n': 11, 'trace_an': 2}
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id: 2456011
{'hecke_orbit_code': 33556907, 'n': 12, 'trace_an': 0}
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id: 2456012
{'hecke_orbit_code': 33556907, 'n': 13, 'trace_an': -10}
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id: 2456013
{'hecke_orbit_code': 33556907, 'n': 14, 'trace_an': -12}
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id: 2456014
{'hecke_orbit_code': 33556907, 'n': 15, 'trace_an': 0}
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id: 2456015
{'hecke_orbit_code': 33556907, 'n': 16, 'trace_an': 77}
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id: 2456016
{'hecke_orbit_code': 33556907, 'n': 17, 'trace_an': 0}
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id: 2456017
{'hecke_orbit_code': 33556907, 'n': 18, 'trace_an': 0}
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id: 2456018
{'hecke_orbit_code': 33556907, 'n': 19, 'trace_an': 0}
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id: 2456019
{'hecke_orbit_code': 33556907, 'n': 20, 'trace_an': 0}
-
id: 2456020
{'hecke_orbit_code': 33556907, 'n': 21, 'trace_an': 0}
-
id: 2456021
{'hecke_orbit_code': 33556907, 'n': 22, 'trace_an': 1}
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id: 2456022
{'hecke_orbit_code': 33556907, 'n': 23, 'trace_an': 3}
-
id: 2456023
{'hecke_orbit_code': 33556907, 'n': 24, 'trace_an': 0}
-
id: 2456024
{'hecke_orbit_code': 33556907, 'n': 25, 'trace_an': 0}
-
id: 2456025
{'hecke_orbit_code': 33556907, 'n': 26, 'trace_an': 22}
-
id: 2456026
{'hecke_orbit_code': 33556907, 'n': 27, 'trace_an': 0}
-
id: 2456027
{'hecke_orbit_code': 33556907, 'n': 28, 'trace_an': 16}
-
id: 2456028
{'hecke_orbit_code': 33556907, 'n': 29, 'trace_an': 18}
-
id: 2456029
{'hecke_orbit_code': 33556907, 'n': 30, 'trace_an': 0}
-
id: 2456030
{'hecke_orbit_code': 33556907, 'n': 31, 'trace_an': -7}
-
id: 2456031
{'hecke_orbit_code': 33556907, 'n': 32, 'trace_an': -11}
-
id: 2456032
{'hecke_orbit_code': 33556907, 'n': 33, 'trace_an': 0}
-
id: 2456033
{'hecke_orbit_code': 33556907, 'n': 34, 'trace_an': 14}
-
id: 2456034
{'hecke_orbit_code': 33556907, 'n': 35, 'trace_an': 0}
-
id: 2456035
{'hecke_orbit_code': 33556907, 'n': 36, 'trace_an': 0}
-
id: 2456036
{'hecke_orbit_code': 33556907, 'n': 37, 'trace_an': -17}
-
id: 2456037
{'hecke_orbit_code': 33556907, 'n': 38, 'trace_an': 0}
-
id: 2456038
{'hecke_orbit_code': 33556907, 'n': 39, 'trace_an': 0}
-
id: 2456039
{'hecke_orbit_code': 33556907, 'n': 40, 'trace_an': 0}
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