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mf_newspaces • Show schema
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{'Nk2': 1920, 'analytic_conductor': 3.8328192970214583, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 2, 'char_parity': 1, 'char_values': [480, 2, [31, 421, 161, 97], [2, 2, 2, 1]], 'conrey_index': 289, 'cusp_dim': 80, 'dim': 12, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 19], 'hecke_orbit_code': 343630938592, 'hecke_orbit_dims': [2, 2, 2, 2, 4], 'label': '480.2.f', 'level': 480, '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': 112, 'mf_new_dim': 12, 'num_forms': 5, 'prim_orbit_index': 2, 'relative_dim': 12, 'sturm_bound': 192, 'trace_bound': 15, 'trace_display': [0, 0, -4, 0], 'traces': [12, 0, 0, 0, -4, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -20, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 4, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, -64, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 136, 0, 0, 0, -32, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 92, 0, 0, 0, -52, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, -16, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 72, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 20, 0, 0, 0, -88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, -60, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, -80, 0, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 80, 0, 0, 0, -20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -64, 0, 0, 0, 24, 0, 0, 0, 128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 32, 0, 0, 0, -96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, -80, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 92, 0, 0, 0, 32, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 32, 0, 0, 0, -264, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -200, 0, 0, 0, -4, 0, 0, 0, 104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -104, 0, 0, 0, 96, 0, 0, 0, -128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 152, 0, 0, 0, 232, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -120, 0, 0, 0, 48, 0, 0, 0, 256, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -160, 0, 0, 0, 128, 0, 0, 0, 112, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, -8, 0, 0, 0, 168, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -136, 0, 0, 0, 32, 0, 0, 0, -108, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -120, 0, 0, 0, 56, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, -96, 0, 0, 0, -152, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 256, 0, 0, 0, 0, 0, 0, 0, -128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -88, 0, 0, 0, -244, 0, 0, 0, -128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 44, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -88, 0, 0, 0, 16, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -104, 0, 0, 0, 224, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 64, 0, 0, 0, 320, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 88, 0, 0, 0, 16, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 8, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -160, 0, 0, 0, -88, 0, 0, 0, 192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 64, 0, 0, 0, -200, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 256, 0, 0, 0, -64, 0, 0, 0, 160, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 64, 0, 0, 0, -200, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -104, 0, 0, 0, -96, 0, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -140, 0, 0, 0, -84, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -64, 0, 0, 0, 48, 0, 0, 0, -352, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, -144, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -64, 0, 0, 0, 232, 0, 0, 0, -136, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -112, 0, 0, 0, 32, 0, 0, 0, 168, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -88, 0, 0, 0, 32, 0, 0, 0, 256, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 460, 0, 0, 0, 224, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, -112, 0, 0, 0, 128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 224610
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 289, 'conrey_indexes': [289], 'label': '480.2.f', 'level': 480, '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': 4, 'weight': 2}
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id: 224611
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 289, 'conrey_indexes': [289], 'label': '480.2.f', 'level': 480, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '80.2.c', 'sub_level': 80, 'sub_mult': 4, 'weight': 2}
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id: 224604
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 289, 'conrey_indexes': [289], 'label': '480.2.f', 'level': 480, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '120.2.f', 'sub_level': 120, 'sub_mult': 3, 'weight': 2}
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id: 224605
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 289, 'conrey_indexes': [289], 'label': '480.2.f', 'level': 480, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 129, 'sub_conrey_indexes': [129], 'sub_dim': 6, 'sub_label': '160.2.c', 'sub_level': 160, 'sub_mult': 2, 'weight': 2}
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id: 224607
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 289, 'conrey_indexes': [289], 'label': '480.2.f', 'level': 480, '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': 5, 'weight': 2}
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id: 224608
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 289, 'conrey_indexes': [289], 'label': '480.2.f', 'level': 480, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 2, 'sub_label': '40.2.c', 'sub_level': 40, 'sub_mult': 6, 'weight': 2}
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id: 224606
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 289, 'conrey_indexes': [289], 'label': '480.2.f', 'level': 480, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 6, 'sub_label': '240.2.f', 'sub_level': 240, 'sub_mult': 2, 'weight': 2}
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id: 224609
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 289, 'conrey_indexes': [289], 'label': '480.2.f', 'level': 480, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 289, 'sub_conrey_indexes': [289], 'sub_dim': 12, 'sub_label': '480.2.f', 'sub_level': 480, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 6, 'label': '480.2.f', 'level': 480, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 54289000
{'hecke_orbit_code': 343630938592, 'n': 1, 'trace_an': 12}
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id: 54289001
{'hecke_orbit_code': 343630938592, 'n': 2, 'trace_an': 0}
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id: 54289002
{'hecke_orbit_code': 343630938592, 'n': 3, 'trace_an': 0}
-
id: 54289003
{'hecke_orbit_code': 343630938592, 'n': 4, 'trace_an': 0}
-
id: 54289004
{'hecke_orbit_code': 343630938592, 'n': 5, 'trace_an': -4}
-
id: 54289005
{'hecke_orbit_code': 343630938592, 'n': 6, 'trace_an': 0}
-
id: 54289006
{'hecke_orbit_code': 343630938592, 'n': 7, 'trace_an': 0}
-
id: 54289007
{'hecke_orbit_code': 343630938592, 'n': 8, 'trace_an': 0}
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id: 54289008
{'hecke_orbit_code': 343630938592, 'n': 9, 'trace_an': -12}
-
id: 54289009
{'hecke_orbit_code': 343630938592, 'n': 10, 'trace_an': 0}
-
id: 54289010
{'hecke_orbit_code': 343630938592, 'n': 11, 'trace_an': 0}
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id: 54289011
{'hecke_orbit_code': 343630938592, 'n': 12, 'trace_an': 0}
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id: 54289012
{'hecke_orbit_code': 343630938592, 'n': 13, 'trace_an': 0}
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id: 54289013
{'hecke_orbit_code': 343630938592, 'n': 14, 'trace_an': 0}
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id: 54289014
{'hecke_orbit_code': 343630938592, 'n': 15, 'trace_an': 0}
-
id: 54289015
{'hecke_orbit_code': 343630938592, 'n': 16, 'trace_an': 0}
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id: 54289016
{'hecke_orbit_code': 343630938592, 'n': 17, 'trace_an': 0}
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id: 54289017
{'hecke_orbit_code': 343630938592, 'n': 18, 'trace_an': 0}
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id: 54289018
{'hecke_orbit_code': 343630938592, 'n': 19, 'trace_an': 0}
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id: 54289019
{'hecke_orbit_code': 343630938592, 'n': 20, 'trace_an': 0}
-
id: 54289020
{'hecke_orbit_code': 343630938592, 'n': 21, 'trace_an': 0}
-
id: 54289021
{'hecke_orbit_code': 343630938592, 'n': 22, 'trace_an': 0}
-
id: 54289022
{'hecke_orbit_code': 343630938592, 'n': 23, 'trace_an': 0}
-
id: 54289023
{'hecke_orbit_code': 343630938592, 'n': 24, 'trace_an': 0}
-
id: 54289024
{'hecke_orbit_code': 343630938592, 'n': 25, 'trace_an': -20}
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id: 54289025
{'hecke_orbit_code': 343630938592, 'n': 26, 'trace_an': 0}
-
id: 54289026
{'hecke_orbit_code': 343630938592, 'n': 27, 'trace_an': 0}
-
id: 54289027
{'hecke_orbit_code': 343630938592, 'n': 28, 'trace_an': 0}
-
id: 54289028
{'hecke_orbit_code': 343630938592, 'n': 29, 'trace_an': 8}
-
id: 54289029
{'hecke_orbit_code': 343630938592, 'n': 30, 'trace_an': 0}
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id: 54289030
{'hecke_orbit_code': 343630938592, 'n': 31, 'trace_an': 0}
-
id: 54289031
{'hecke_orbit_code': 343630938592, 'n': 32, 'trace_an': 0}
-
id: 54289032
{'hecke_orbit_code': 343630938592, 'n': 33, 'trace_an': 0}
-
id: 54289033
{'hecke_orbit_code': 343630938592, 'n': 34, 'trace_an': 0}
-
id: 54289034
{'hecke_orbit_code': 343630938592, 'n': 35, 'trace_an': 0}
-
id: 54289035
{'hecke_orbit_code': 343630938592, 'n': 36, 'trace_an': 0}
-
id: 54289036
{'hecke_orbit_code': 343630938592, 'n': 37, 'trace_an': 0}
-
id: 54289037
{'hecke_orbit_code': 343630938592, 'n': 38, 'trace_an': 0}
-
id: 54289038
{'hecke_orbit_code': 343630938592, 'n': 39, 'trace_an': 0}
-
id: 54289039
{'hecke_orbit_code': 343630938592, 'n': 40, 'trace_an': 0}
-
id: 54289040
{'hecke_orbit_code': 343630938592, 'n': 41, 'trace_an': 40}
-
id: 54289041
{'hecke_orbit_code': 343630938592, 'n': 42, 'trace_an': 0}
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