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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [31, -1]], 2, 1], [[[2, -1], [31, 1]], 1, 1]], 'ALdims': [0, 2, 1, 0], 'Nk2': 248, 'analytic_conductor': 0.49507249253193836, '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': [62, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 7, 'dim': 3, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33554494, 'hecke_orbit_dims': [1, 2], 'label': '62.2.a', 'level': 62, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 31], 'level_radical': 62, 'mf_dim': 10, 'mf_new_dim': 3, 'num_forms': 2, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 16, 'trace_bound': 1, 'trace_display': [-1, 2, -2, 4], 'traces': [3, -1, 2, 3, -2, -2, 4, -1, -1, -2, -6, 2, 0, -4, -12, 3, -6, -5, -4, -2, 4, 6, 8, -2, 13, 4, 8, 4, -4, 12, 1, -1, 0, -6, 0, -1, 20, 12, 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24, 48, -16, 12, -12, -64, -28, -24, -48, 18, 0, -54, -12, 28, -6, 4, 40, -16, 2, -20, 42, 32, 0, 8, -36, -96, -26, -68, 1, -36, 0, -24, -18, 12, 12, 20, 0, 4, 8, -22, -48, -10, -12, 60, -24, -8, -1, 46, 29, 76, -40, 12, -40, -12, 30, 72, 2, -94, -6, -12, 48, 60, 20, -18, 24, -48, -2, -8, 16, -20, -14, -2, 4, 52, -12, 94, -36, 56, 12, 24, -24, -28, 42, 48, -24, -48, 12, 54, -16, 38, 2, 0, -16, 24, -20, -41, 42, 0, 18, -24, 48, -44, -12, 40, 38, 88, 12, -8, -36, -120, -2, 2, 0, 14, 0, -24, -24, 4, 7, 48, 12, 4, 0, 54, 20, 72, 6, -50, -24, 36, 24, 2, 58, -48, 2, 0, -76, 16, -16, -56, 24, -12, -4, 34, -10, 56, 21, 0, 0, 8, 36, 72, 6, -16, -20, 20, 40, 28, 6, -36, 0, 4, 10, 12, -18, -36, -12, 12, -42, 48, 28, 18, 8, 0, -6, -72, -2, 0, 0, 12, -112, -44, -18, -8, -24, -96, 34, -48, 52, -40, -18, 32, 3, -44, 12, -44, 34, 8, 4, -73, -20, -12, -20, 38, -24, 36, 8, -48, 30, 14, -56, 80, -12, -4, -2, -20, -54, -78, 12, -24, 24, 12, 4, -48, 52, -40, 16, -24, -32, 0, -8, 106, 32, -40, 60, -60, -12, -48, 2, 22, 24, -60, -10, 4, -58, 15, -2, 56, 4, -72, 48, -48, -48, -24, -13, -28, 48, 110, 12, -48, -56, 24, -6, 44, 14, -48, 16, 36, 16, 48, -15, 30, -6, 60, 16, 0, 0, 12, 14, -6, -42, -24, -12, 40, 12, 80, 12, 40, 18, -76, 36, 20, 12, 100, -8, 0, 24, 14, -24, -76, -76, 28, 0, 42, 8, 32, 24, 8, 32, -60, 24, -11, 14, 12, 0, -54, 12, 4, 0, -32, 6, 80, -48, 6, 4, 120, 32, -114, -36, -46, -52, 0, 20, -84, -8, 100, 82, -10, 4, -48, 0, -40, 18, 70, 32, 0, -20, 62, 52, -36, -12, 46, 27, 6, -48, 48, 28, -36, -28, 8, 12, -18, -12, -80, -12, 52, -4, 0, -54, -8, 17, 48, 48, 32, -10, -40, -40, 88, 24, 30, -72, -48, -8, -48, -6, 48, -12, -48, 0, 48, -16, 40, 24, 160, 0, 60, -48, -8, 8, -38, 12, -4, 6, 96, -56, 72, 32, -42, -32, 28, 16, -24, -4, -48, -24, 0, -24, -46, -32, 40, 52, -36, 0, 10, 0, -96, -28, -36, -32, 0, -12, 3, 84, -48, -30, -116, 0, -124, -13, -48, 68, 28, -34, -52, -20, -140, -8, 102, 32, -36, 14, -14, -6, 44, 0, -72, -48, 24, 16, 64, -60, 24, -3, -8, 0, -48, -24, -22, 14, 40, 12], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 115751
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '62.2.a', 'level': 62, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '31.2.a', 'sub_level': 31, 'sub_mult': 2, 'weight': 2}
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id: 115752
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '62.2.a', 'level': 62, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '62.2.a', 'sub_level': 62, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '62.2.a', 'level': 62, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 43000
{'hecke_orbit_code': 33554494, 'n': 1, 'trace_an': 3}
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id: 43001
{'hecke_orbit_code': 33554494, 'n': 2, 'trace_an': -1}
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id: 43002
{'hecke_orbit_code': 33554494, 'n': 3, 'trace_an': 2}
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id: 43003
{'hecke_orbit_code': 33554494, 'n': 4, 'trace_an': 3}
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id: 43004
{'hecke_orbit_code': 33554494, 'n': 5, 'trace_an': -2}
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id: 43005
{'hecke_orbit_code': 33554494, 'n': 6, 'trace_an': -2}
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id: 43006
{'hecke_orbit_code': 33554494, 'n': 7, 'trace_an': 4}
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id: 43007
{'hecke_orbit_code': 33554494, 'n': 8, 'trace_an': -1}
-
id: 43008
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id: 43901
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id: 43902
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id: 43903
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id: 43914
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id: 43915
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id: 43916
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id: 43917
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id: 43918
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id: 43919
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id: 43920
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id: 43921
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id: 43922
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id: 43923
{'hecke_orbit_code': 33554494, 'n': 924, 'trace_an': 0}
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id: 43924
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id: 43925
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id: 43926
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id: 43927
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id: 43928
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id: 43929
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id: 43930
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id: 43931
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id: 43932
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id: 43933
{'hecke_orbit_code': 33554494, 'n': 934, 'trace_an': -56}
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id: 43934
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id: 43935
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id: 43936
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id: 43937
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id: 43938
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id: 43939
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id: 43940
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id: 43941
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id: 43942
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id: 43943
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id: 43944
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id: 43945
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id: 43946
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id: 43947
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id: 43948
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id: 43949
{'hecke_orbit_code': 33554494, 'n': 950, 'trace_an': 52}
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id: 43950
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id: 43951
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id: 43952
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id: 43953
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id: 43954
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id: 43956
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id: 43957
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id: 43958
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id: 43960
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id: 43961
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id: 43962
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id: 43963
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id: 43964
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id: 43976
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id: 43977
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id: 43978
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id: 43979
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id: 43980
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id: 43990
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id: 43996
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id: 43997
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id: 43998
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id: 43999
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