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mf_newspaces • Show schema
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{'Nk2': 240, 'analytic_conductor': 0.4791024121276823, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [60, 2, [31, 41, 37], [2, 2, 1]], 'conrey_index': 49, 'cusp_dim': 6, 'dim': 2, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206191984700, 'hecke_orbit_dims': [2], 'label': '60.2.d', 'level': 60, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 18, 'mf_new_dim': 2, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 2, 'sturm_bound': 24, 'trace_bound': 0, 'trace_display': [0, 0, 2, 0], 'traces': [2, 0, 0, 0, 2, 0, 0, 0, -2, 0, -8, 0, 0, 0, -4, 0, 0, 0, 0, 0, 8, 0, 0, 0, -6, 0, 0, 0, 12, 0, 8, 0, 0, 0, 16, 0, 0, 0, 0, 0, -20, 0, 0, 0, -2, 0, 0, 0, -18, 0, 8, 0, 0, 0, -8, 0, 0, 0, -8, 0, 4, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, -8, 0, 0, 0, 24, 0, 2, 0, 0, 0, 16, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, -4, 0, 0, 0, 8, 0, 0, 0, 4, 0, -16, 0, 0, 0, -16, 0, 0, 0, -32, 0, 10, 0, 0, 0, -22, 0, 0, 0, -8, 0, 24, 0, 0, 0, 4, 0, 0, 0, -32, 0, -8, 0, 0, 0, 12, 0, 0, 0, 4, 0, -40, 0, 0, 0, 8, 0, 0, 0, 24, 0, 32, 0, 0, 0, 16, 0, 0, 0, 26, 0, 0, 0, 0, 0, 32, 0, 0, 0, -8, 0, -20, 0, 0, 0, -32, 0, 0, 0, -8, 0, 48, 0, 0, 0, 0, 0, 0, 0, 24, 0, -8, 0, 0, 0, -20, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 16, 0, 0, 0, 0, 0, 6, 0, 0, 0, -52, 0, -32, 0, 0, 0, -16, 0, 0, 0, -16, 0, -4, 0, 0, 0, -18, 0, 0, 0, -8, 0, -24, 0, 0, 0, 8, 0, 0, 0, 64, 0, -12, 0, 0, 0, 48, 0, 0, 0, -12, 0, 8, 0, 0, 0, 24, 0, 0, 0, -8, 0, 12, 0, 0, 0, 0, 0, 0, 0, 2, 0, 16, 0, 0, 0, -8, 0, 0, 0, 0, 0, 32, 0, 0, 0, 4, 0, 0, 0, 8, 0, 48, 0, 0, 0, -16, 0, 0, 0, -48, 0, 24, 0, 0, 0, 0, 0, 0, 0, 32, 0, -16, 0, 0, 0, -16, 0, 0, 0, -24, 0, -32, 0, 0, 0, -8, 0, 0, 0, 28, 0, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, -38, 0, 0, 0, 32, 0, 0, 0, 20, 0, -96, 0, 0, 0, 4, 0, 0, 0, -16, 0, 8, 0, 0, 0, -64, 0, 0, 0, 68, 0, 32, 0, 0, 0, 24, 0, 0, 0, 0, 0, -28, 0, 0, 0, 2, 0, 0, 0, -52, 0, 24, 0, 0, 0, -16, 0, 0, 0, 56, 0, 20, 0, 0, 0, 32, 0, 0, 0, 0, 0, 16, 0, 0, 0, -24, 0, 0, 0, 24, 0, 18, 0, 0, 0, 20, 0, 0, 0, -36, 0, 80, 0, 0, 0, 0, 0, 0, 0, -8, 0, 12, 0, 0, 0, -16, 0, 0, 0, 32, 0, 16, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 32, 0, 0, 0, -40, 0, -72, 0, 0, 0, 8, 0, 0, 0, -48, 0, 24, 0, 0, 0, -4, 0, 0, 0, -84, 0, -64, 0, 0, 0, 16, 0, 0, 0, 8, 0, -76, 0, 0, 0, -24, 0, 0, 0, 14, 0, 8, 0, 0, 0, 48, 0, 0, 0, 72, 0, -4, 0, 0, 0, 4, 0, 0, 0, -4, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, -32, 0, 0, 0, -48, 0, 0, 0, -52, 0, 80, 0, 0, 0, -32, 0, 0, 0, -32, 0, 32, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, -32, 0, 0, 0, 48, 0, 76, 0, 0, 0, 10, 0, 0, 0, 48, 0, 0, 0, 0, 0, 40, 0, 0, 0, 32, 0, 8, 0, 0, 0, -14, 0, 0, 0, 64, 0, -56, 0, 0, 0, 16, 0, 0, 0, 0, 0, 28, 0, 0, 0, -8, 0, 0, 0, 32, 0, 32, 0, 0, 0, 24, 0, 0, 0, -56, 0, -44, 0, 0, 0, 0, 0, 0, 0, 40, 0, -16, 0, 0, 0, 8, 0, 0, 0, -64, 0, -40, 0, 0, 0, 48, 0, 0, 0, 0, 0, -64, 0, 0, 0, -32, 0, 0, 0, -40, 0, 52, 0, 0, 0, -8, 0, 0, 0, 12, 0, -24, 0, 0, 0, 0, 0, 0, 0, -16, 0, -32, 0, 0, 0, -36, 0, 0, 0, -2, 0, 32, 0, 0, 0, 36, 0, 0, 0, -80, 0, 0, 0, 0, 0, 4, 0, 0, 0, -96, 0, -56, 0, 0, 0, -40, 0, 0, 0, 32, 0, 84, 0, 0, 0, -16, 0, 0, 0, 36, 0, 24, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, -8, 0, 96, 0, 0, 0, 24, 0, 0, 0, 32, 0, -20, 0, 0, 0, 32, 0, 0, 0, -12, 0, 80, 0, 0, 0, -80, 0, 0, 0, 0, 0, -28, 0, 0, 0, 32, 0, 0, 0, 36, 0, -64, 0, 0, 0, 48, 0, 0, 0, 112, 0, 14, 0, 0, 0, 26, 0, 0, 0, 56, 0, -64, 0, 0, 0, 0, 0, 0, 0, 80, 0, -80, 0, 0, 0, 16, 0, 0, 0, -96, 0, 0, 0, 0, 0, -16, 0, 0, 0, -24, 0, 60, 0, 0, 0, 16, 0, 0, 0, -32, 0, -8, 0, 0, 0, -8, 0, 0, 0, 48, 0, -96, 0, 0, 0, -20, 0, 0, 0, 4, 0, 96, 0, 0, 0, -8, 0, 0, 0, 24, 0, 24, 0, 0, 0, -64, 0, 0, 0, -36, 0, 0, 0, 0, 0, -64, 0, 0, 0, -32, 0, -20, 0, 0, 0, -8, 0, 0, 0, 0, 0, 8, 0, 0, 0, 48, 0, 0, 0, -96, 0, -30, 0, 0, 0, -64, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, -80, 0, -4, 0, 0, 0, -16, 0, 0, 0, -32, 0, 56, 0, 0, 0, 24, 0, 0, 0, 16, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 115060
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 49, 'conrey_indexes': [49], 'label': '60.2.d', 'level': 60, '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': 2, 'weight': 2}
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id: 115061
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 49, 'conrey_indexes': [49], 'label': '60.2.d', 'level': 60, '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': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '60.2.d', 'level': 60, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 36280000
{'hecke_orbit_code': 206191984700, 'n': 1, 'trace_an': 2}
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id: 36280001
{'hecke_orbit_code': 206191984700, 'n': 2, 'trace_an': 0}
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id: 36280002
{'hecke_orbit_code': 206191984700, 'n': 3, 'trace_an': 0}
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id: 36280003
{'hecke_orbit_code': 206191984700, 'n': 4, 'trace_an': 0}
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id: 36280004
{'hecke_orbit_code': 206191984700, 'n': 5, 'trace_an': 2}
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id: 36280005
{'hecke_orbit_code': 206191984700, 'n': 6, 'trace_an': 0}
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id: 36280006
{'hecke_orbit_code': 206191984700, 'n': 7, 'trace_an': 0}
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id: 36280007
{'hecke_orbit_code': 206191984700, 'n': 8, 'trace_an': 0}
-
id: 36280008
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id: 36280890
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id: 36280892
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id: 36280901
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id: 36280902
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id: 36280903
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id: 36280904
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id: 36280905
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id: 36280906
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id: 36280907
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id: 36280908
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id: 36280910
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id: 36280911
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id: 36280912
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id: 36280913
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id: 36280914
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id: 36280915
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id: 36280916
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id: 36280917
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id: 36280918
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id: 36280919
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id: 36280920
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id: 36280921
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id: 36280922
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id: 36280923
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id: 36280924
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id: 36280925
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id: 36280927
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id: 36280928
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id: 36280929
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id: 36280930
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id: 36280931
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id: 36280932
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id: 36280933
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id: 36280934
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id: 36280935
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id: 36280936
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id: 36280937
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id: 36280938
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id: 36280939
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id: 36280940
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id: 36280941
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id: 36280942
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id: 36280943
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id: 36280944
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id: 36280945
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id: 36280946
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id: 36280947
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id: 36280948
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id: 36280949
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id: 36280950
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id: 36280951
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id: 36280952
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id: 36280953
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id: 36280954
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id: 36280955
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id: 36280956
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id: 36280957
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id: 36280958
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id: 36280959
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id: 36280960
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id: 36280961
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id: 36280962
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id: 36280963
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id: 36280964
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id: 36280965
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id: 36280966
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id: 36280967
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id: 36280968
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id: 36280974
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id: 36280995
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id: 36280996
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id: 36280999
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