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mf_newspaces • Show schema
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{'Nk2': 1400, 'analytic_conductor': 2.7947640707448134, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [350, 2, [127, 101], [1, 2]], 'conrey_index': 99, 'cusp_dim': 48, 'dim': 8, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137472508254, 'hecke_orbit_dims': [2, 2, 2, 2], 'label': '350.2.c', 'level': 350, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 72, 'mf_new_dim': 8, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 8, 'sturm_bound': 120, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [8, 0, 0, -8, 0, 0, 0, 0, -4, 0, 4, 0, 0, 4, 0, 8, 0, 0, 16, 0, 4, 0, 0, 0, 0, -12, 0, 0, 24, 0, -8, 0, 0, 4, 0, 4, 0, 0, -56, 0, 20, 0, 0, -4, 0, 0, 0, 0, -8, 0, -12, 0, 0, 36, 0, -4, 0, 0, -4, 0, -36, 0, 0, -8, 0, 36, 0, 0, 0, 0, -40, 0, 0, -8, 0, -16, 0, 0, -24, 0, 16, 0, 0, -4, 0, -8, 0, 0, 44, 0, 20, 0, 0, -32, 0, 0, 0, 0, 96, 0, -12, 0, 0, 12, 0, -32, 0, 0, -8, 0, -40, 0, 0, -12, 0, -24, 0, 0, -16, 0, 12, 0, 0, 8, 0, -12, 0, 0, -32, 0, 20, 0, 0, 12, 0, -4, 0, 0, -24, 0, 24, 0, 0, -4, 0, -4, 0, 0, -24, 0, 64, 0, 0, -8, 0, 56, 0, 0, 72, 0, 0, 0, 0, -20, 0, 32, 0, 0, -80, 0, -4, 0, 0, 0, 0, 4, 0, 0, 36, 0, 36, 0, 0, 0, 0, 0, 0, 0, -16, 0, 72, 0, 0, 16, 0, 8, 0, 0, -16, 0, -52, 0, 0, 12, 0, 88, 0, 0, 12, 0, 36, 0, 0, -12, 0, -36, 0, 0, -44, 0, -48, 0, 0, 4, 0, -28, 0, 0, 12, 0, -24, 0, 0, 36, 0, 4, 0, 0, -64, 0, -60, 0, 0, 36, 0, -60, 0, 0, 60, 0, 48, 0, 0, 8, 0, 8, 0, 0, -24, 0, -96, 0, 0, -36, 0, -12, 0, 0, 12, 0, -40, 0, 0, 12, 0, 0, 0, 0, 88, 0, 32, 0, 0, 40, 0, 24, 0, 0, 36, 0, 80, 0, 0, 0, 0, 8, 0, 0, 0, 0, 40, 0, 0, 16, 0, -48, 0, 0, -32, 0, -120, 0, 0, -76, 0, 24, 0, 0, -72, 0, -60, 0, 0, -16, 0, -4, 0, 0, 56, 0, -60, 0, 0, -72, 0, 4, 0, 0, 36, 0, 80, 0, 0, 8, 0, -28, 0, 0, 36, 0, 56, 0, 0, 24, 0, -44, 0, 0, -8, 0, -28, 0, 0, -20, 0, 24, 0, 0, -168, 0, -16, 0, 0, -44, 0, 32, 0, 0, 4, 0, 152, 0, 0, 0, 0, -52, 0, 0, -32, 0, 0, 0, 0, -8, 0, -96, 0, 0, 40, 0, -44, 0, 0, 12, 0, 0, 0, 0, 124, 0, -12, 0, 0, 0, 0, -12, 0, 0, 24, 0, 40, 0, 0, 32, 0, 72, 0, 0, 168, 0, -96, 0, 0, 8, 0, 8, 0, 0, -48, 0, 4, 0, 0, 40, 0, 88, 0, 0, -12, 0, -148, 0, 0, 52, 0, 12, 0, 0, -36, 0, 4, 0, 0, 24, 0, 24, 0, 0, 16, 0, 32, 0, 0, -72, 0, 16, 0, 0, 0, 0, 40, 0, 0, -12, 0, 12, 0, 0, -188, 0, -48, 0, 0, -24, 0, -8, 0, 0, 16, 0, 0, 0, 0, 12, 0, 0, 0, 0, -148, 0, 24, 0, 0, 136, 0, 32, 0, 0, -24, 0, 116, 0, 0, -20, 0, 8, 0, 0, 184, 0, 36, 0, 0, -12, 0, -12, 0, 0, -4, 0, 32, 0, 0, 4, 0, -48, 0, 0, -116, 0, 96, 0, 0, 72, 0, 24, 0, 0, -16, 0, -12, 0, 0, -24, 0, 80, 0, 0, 12, 0, 56, 0, 0, 56, 0, 4, 0, 0, -68, 0, -68, 0, 0, 4, 0, -68, 0, 0, -64, 0, 192, 0, 0, -60, 0, 24, 0, 0, 48, 0, 164, 0, 0, -64, 0, 0, 0, 0, 24, 0, -48, 0, 0, 8, 0, 8, 0, 0, -4, 0, 0, 0, 0, -56, 0, -64, 0, 0, -16, 0, -32, 0, 0, -16, 0, -72, 0, 0, 48, 0, -88, 0, 0, 0, 0, -60, 0, 0, 32, 0, -16, 0, 0, -144, 0, 20, 0, 0, -28, 0, -276, 0, 0, -32, 0, 120, 0, 0, 136, 0, -152, 0, 0, 140, 0, 80, 0, 0, 24, 0, 120, 0, 0, 4, 0, -4, 0, 0, 120, 0, -96, 0, 0, -52, 0, 0, 0, 0, 0, 0, 16, 0, 0, -4, 0, -24, 0, 0, 144, 0, -16, 0, 0, -24, 0, -36, 0, 0, 24, 0, -8, 0, 0, -36, 0, -132, 0, 0, 56, 0, 176, 0, 0, -16, 0, 0, 0, 0, -72, 0, -104, 0, 0, 0, 0, -16, 0, 0, 0, 0, -104, 0, 0, 72, 0, 16, 0, 0, 0, 0, 36, 0, 0, -72, 0, -96, 0, 0, -132, 0, -144, 0, 0, 168, 0, -16, 0, 0, -84, 0, 8, 0, 0, -8, 0, 24, 0, 0, -72, 0, -8, 0, 0, -4, 0, 16, 0, 0, 152, 0, -144, 0, 0, 52, 0, -96, 0, 0, -24, 0, 52, 0, 0, 112, 0, -12, 0, 0, -20, 0, 24, 0, 0, -88, 0, 44, 0, 0, -4, 0, 224, 0, 0, -108, 0, -12, 0, 0, 16, 0, 56, 0, 0, -36, 0, 24, 0, 0, -164, 0, 0, 0, 0, 4, 0, 12, 0, 0, 232, 0, 24, 0, 0, 36, 0, 92, 0, 0, -40, 0, 40, 0, 0, 0, 0, 44, 0, 0, 24, 0, -64, 0, 0, 48, 0, 100, 0, 0, -16, 0, -12, 0, 0, 120, 0, -4, 0, 0, -240, 0, -16, 0, 0, 28, 0, 0, 0, 0, -36, 0, 144, 0, 0, -124, 0, -12, 0, 0, 56, 0, -100, 0, 0, 24, 0, -64, 0, 0, -184, 0, -16, 0, 0, 4, 0, -36, 0, 0, -80, 0, 116, 0, 0, -4, 0, 160, 0, 0, -64, 0, -72, 0, 0, -96, 0, 64, 0, 0, -96, 0, -24, 0, 0, 60, 0, 0, 0, 0, 108, 0, -144, 0, 0, 40, 0, -36, 0, 0, -100, 0, -304, 0, 0, 60, 0, 72, 0, 0, 0, 0, 96, 0, 0, -64, 0, -60, 0, 0, 208, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 191279
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 99, 'conrey_indexes': [99], 'label': '350.2.c', 'level': 350, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 99, 'sub_conrey_indexes': [99], 'sub_dim': 8, 'sub_label': '350.2.c', 'sub_level': 350, 'sub_mult': 1, 'weight': 2}
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id: 191280
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 99, 'conrey_indexes': [99], 'label': '350.2.c', 'level': 350, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 29, 'sub_conrey_indexes': [29], 'sub_dim': 2, 'sub_label': '35.2.b', 'sub_level': 35, 'sub_mult': 4, 'weight': 2}
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id: 191281
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 99, 'conrey_indexes': [99], 'label': '350.2.c', 'level': 350, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '50.2.b', 'sub_level': 50, 'sub_mult': 2, 'weight': 2}
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id: 191282
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 99, 'conrey_indexes': [99], 'label': '350.2.c', 'level': 350, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 29, 'sub_conrey_indexes': [29], 'sub_dim': 4, 'sub_label': '70.2.c', 'sub_level': 70, 'sub_mult': 2, 'weight': 2}
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id: 191278
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 99, 'conrey_indexes': [99], 'label': '350.2.c', 'level': 350, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 99, 'sub_conrey_indexes': [99], 'sub_dim': 10, 'sub_label': '175.2.b', 'sub_level': 175, 'sub_mult': 2, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '350.2.c', 'level': 350, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 26908000
{'hecke_orbit_code': 137472508254, 'n': 1, 'trace_an': 8}
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id: 26908001
{'hecke_orbit_code': 137472508254, 'n': 2, 'trace_an': 0}
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id: 26908002
{'hecke_orbit_code': 137472508254, 'n': 3, 'trace_an': 0}
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id: 26908003
{'hecke_orbit_code': 137472508254, 'n': 4, 'trace_an': -8}
-
id: 26908004
{'hecke_orbit_code': 137472508254, 'n': 5, 'trace_an': 0}
-
id: 26908005
{'hecke_orbit_code': 137472508254, 'n': 6, 'trace_an': 0}
-
id: 26908006
{'hecke_orbit_code': 137472508254, 'n': 7, 'trace_an': 0}
-
id: 26908007
{'hecke_orbit_code': 137472508254, 'n': 8, 'trace_an': 0}
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id: 26908008
{'hecke_orbit_code': 137472508254, 'n': 9, 'trace_an': -4}
-
id: 26908009
{'hecke_orbit_code': 137472508254, 'n': 10, 'trace_an': 0}
-
id: 26908010
{'hecke_orbit_code': 137472508254, 'n': 11, 'trace_an': 4}
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id: 26908011
{'hecke_orbit_code': 137472508254, 'n': 12, 'trace_an': 0}
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id: 26908012
{'hecke_orbit_code': 137472508254, 'n': 13, 'trace_an': 0}
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id: 26908013
{'hecke_orbit_code': 137472508254, 'n': 14, 'trace_an': 4}
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id: 26908014
{'hecke_orbit_code': 137472508254, 'n': 15, 'trace_an': 0}
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id: 26908015
{'hecke_orbit_code': 137472508254, 'n': 16, 'trace_an': 8}
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id: 26908016
{'hecke_orbit_code': 137472508254, 'n': 17, 'trace_an': 0}
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id: 26908017
{'hecke_orbit_code': 137472508254, 'n': 18, 'trace_an': 0}
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id: 26908018
{'hecke_orbit_code': 137472508254, 'n': 19, 'trace_an': 16}
-
id: 26908019
{'hecke_orbit_code': 137472508254, 'n': 20, 'trace_an': 0}
-
id: 26908020
{'hecke_orbit_code': 137472508254, 'n': 21, 'trace_an': 4}
-
id: 26908021
{'hecke_orbit_code': 137472508254, 'n': 22, 'trace_an': 0}
-
id: 26908022
{'hecke_orbit_code': 137472508254, 'n': 23, 'trace_an': 0}
-
id: 26908023
{'hecke_orbit_code': 137472508254, 'n': 24, 'trace_an': 0}
-
id: 26908024
{'hecke_orbit_code': 137472508254, 'n': 25, 'trace_an': 0}
-
id: 26908025
{'hecke_orbit_code': 137472508254, 'n': 26, 'trace_an': -12}
-
id: 26908026
{'hecke_orbit_code': 137472508254, 'n': 27, 'trace_an': 0}
-
id: 26908027
{'hecke_orbit_code': 137472508254, 'n': 28, 'trace_an': 0}
-
id: 26908028
{'hecke_orbit_code': 137472508254, 'n': 29, 'trace_an': 24}
-
id: 26908029
{'hecke_orbit_code': 137472508254, 'n': 30, 'trace_an': 0}
-
id: 26908030
{'hecke_orbit_code': 137472508254, 'n': 31, 'trace_an': -8}
-
id: 26908031
{'hecke_orbit_code': 137472508254, 'n': 32, 'trace_an': 0}
-
id: 26908032
{'hecke_orbit_code': 137472508254, 'n': 33, 'trace_an': 0}
-
id: 26908033
{'hecke_orbit_code': 137472508254, 'n': 34, 'trace_an': 4}
-
id: 26908034
{'hecke_orbit_code': 137472508254, 'n': 35, 'trace_an': 0}
-
id: 26908035
{'hecke_orbit_code': 137472508254, 'n': 36, 'trace_an': 4}
-
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id: 26908900
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id: 26908901
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id: 26908903
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id: 26908904
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id: 26908905
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id: 26908923
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id: 26908936
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id: 26908937
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id: 26908939
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id: 26908940
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id: 26908941
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id: 26908942
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id: 26908943
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id: 26908944
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id: 26908945
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id: 26908946
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id: 26908947
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id: 26908948
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id: 26908949
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id: 26908950
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id: 26908951
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id: 26908952
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id: 26908953
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id: 26908954
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id: 26908955
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id: 26908956
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id: 26908957
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id: 26908961
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id: 26908962
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id: 26908981
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id: 26908982
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id: 26908983
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id: 26908984
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id: 26908985
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id: 26908986
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id: 26908987
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id: 26908988
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id: 26908989
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id: 26908990
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id: 26908991
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id: 26908992
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id: 26908993
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id: 26908995
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id: 26908998
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id: 26908999
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