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mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1], [19, -1]], 7, 3], [[[5, -1], [19, 1]], 3, 1], [[[5, 1], [19, 1]], 6, 1], [[[5, 1], [19, -1]], 2, 2]], 'ALdims': [6, 2, 3, 7], 'Nk2': 1520, 'analytic_conductor': 5.605181450545358, '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': [95, 1, [77, 21], [1, 1]], 'conrey_index': 1, 'cusp_dim': 28, 'dim': 18, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 67108959, 'hecke_orbit_dims': [1, 1, 1, 1, 3, 5, 6], 'label': '95.4.a', 'level': 95, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 19], 'level_radical': 95, 'mf_dim': 32, 'mf_new_dim': 18, 'num_forms': 7, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 18, 'sturm_bound': 40, 'trace_bound': 3, 'trace_display': [4, 0, 10, 28], 'traces': [18, 4, 0, 52, 10, 68, 28, -48, 166, 0, 8, 64, 16, 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4836, 26824, -80720, -152720, 233972, 6360, -375064, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 124580
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '95.4.a', 'level': 95, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '5.4.a', 'sub_level': 5, 'sub_mult': 2, 'weight': 4}
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id: 124578
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '95.4.a', 'level': 95, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '19.4.a', 'sub_level': 19, 'sub_mult': 2, 'weight': 4}
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id: 124579
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '95.4.a', 'level': 95, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '95.4.a', 'sub_level': 95, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '95.4.a', 'level': 95, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 10072000
{'hecke_orbit_code': 67108959, 'n': 1, 'trace_an': 18}
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id: 10072001
{'hecke_orbit_code': 67108959, 'n': 2, 'trace_an': 4}
-
id: 10072002
{'hecke_orbit_code': 67108959, 'n': 3, 'trace_an': 0}
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id: 10072003
{'hecke_orbit_code': 67108959, 'n': 4, 'trace_an': 52}
-
id: 10072004
{'hecke_orbit_code': 67108959, 'n': 5, 'trace_an': 10}
-
id: 10072005
{'hecke_orbit_code': 67108959, 'n': 6, 'trace_an': 68}
-
id: 10072006
{'hecke_orbit_code': 67108959, 'n': 7, 'trace_an': 28}
-
id: 10072007
{'hecke_orbit_code': 67108959, 'n': 8, 'trace_an': -48}
-
id: 10072008
{'hecke_orbit_code': 67108959, 'n': 9, 'trace_an': 166}
-
id: 10072009
{'hecke_orbit_code': 67108959, 'n': 10, 'trace_an': 0}
-
id: 10072010
{'hecke_orbit_code': 67108959, 'n': 11, 'trace_an': 8}
-
id: 10072011
{'hecke_orbit_code': 67108959, 'n': 12, 'trace_an': 64}
-
id: 10072012
{'hecke_orbit_code': 67108959, 'n': 13, 'trace_an': 16}
-
id: 10072013
{'hecke_orbit_code': 67108959, 'n': 14, 'trace_an': -24}
-
id: 10072014
{'hecke_orbit_code': 67108959, 'n': 15, 'trace_an': -40}
-
id: 10072015
{'hecke_orbit_code': 67108959, 'n': 16, 'trace_an': 484}
-
id: 10072016
{'hecke_orbit_code': 67108959, 'n': 17, 'trace_an': 104}
-
id: 10072017
{'hecke_orbit_code': 67108959, 'n': 18, 'trace_an': -108}
-
id: 10072018
{'hecke_orbit_code': 67108959, 'n': 19, 'trace_an': 0}
-
id: 10072019
{'hecke_orbit_code': 67108959, 'n': 20, 'trace_an': 80}
-
id: 10072020
{'hecke_orbit_code': 67108959, 'n': 21, 'trace_an': 240}
-
id: 10072021
{'hecke_orbit_code': 67108959, 'n': 22, 'trace_an': 208}
-
id: 10072022
{'hecke_orbit_code': 67108959, 'n': 23, 'trace_an': 12}
-
id: 10072023
{'hecke_orbit_code': 67108959, 'n': 24, 'trace_an': 620}
-
id: 10072024
{'hecke_orbit_code': 67108959, 'n': 25, 'trace_an': 450}
-
id: 10072025
{'hecke_orbit_code': 67108959, 'n': 26, 'trace_an': -868}
-
id: 10072026
{'hecke_orbit_code': 67108959, 'n': 27, 'trace_an': 288}
-
id: 10072027
{'hecke_orbit_code': 67108959, 'n': 28, 'trace_an': -124}
-
id: 10072028
{'hecke_orbit_code': 67108959, 'n': 29, 'trace_an': 220}
-
id: 10072029
{'hecke_orbit_code': 67108959, 'n': 30, 'trace_an': -120}
-
id: 10072030
{'hecke_orbit_code': 67108959, 'n': 31, 'trace_an': 344}
-
id: 10072031
{'hecke_orbit_code': 67108959, 'n': 32, 'trace_an': -1720}
-
id: 10072032
{'hecke_orbit_code': 67108959, 'n': 33, 'trace_an': -496}
-
id: 10072033
{'hecke_orbit_code': 67108959, 'n': 34, 'trace_an': -592}
-
id: 10072034
{'hecke_orbit_code': 67108959, 'n': 35, 'trace_an': 320}
-
id: 10072035
{'hecke_orbit_code': 67108959, 'n': 36, 'trace_an': -1200}
-
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id: 10072900
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id: 10072901
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id: 10072902
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id: 10072903
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id: 10072904
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id: 10072905
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id: 10072906
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id: 10072907
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id: 10072908
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id: 10072910
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id: 10072911
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id: 10072912
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id: 10072913
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id: 10072914
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id: 10072915
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id: 10072916
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id: 10072917
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id: 10072918
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id: 10072919
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id: 10072920
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id: 10072921
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id: 10072922
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id: 10072923
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id: 10072924
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id: 10072925
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id: 10072926
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id: 10072927
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id: 10072928
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id: 10072929
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id: 10072930
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id: 10072931
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id: 10072932
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id: 10072933
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id: 10072934
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id: 10072935
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id: 10072936
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id: 10072937
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id: 10072938
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id: 10072939
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id: 10072940
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id: 10072941
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id: 10072942
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id: 10072944
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id: 10072945
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id: 10072946
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id: 10072947
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id: 10072948
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id: 10072949
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id: 10072950
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id: 10072951
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id: 10072952
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id: 10072953
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id: 10072954
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id: 10072955
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id: 10072956
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id: 10072957
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id: 10072961
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id: 10072962
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id: 10072963
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id: 10072964
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id: 10072965
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id: 10072990
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id: 10072992
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id: 10072993
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id: 10072994
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id: 10072995
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id: 10072996
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id: 10072997
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id: 10072998
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id: 10072999
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