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mf_newspaces • Show schema
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{'Nk2': 8112, 'analytic_conductor': 29.913968372910492, 'char_conductor': 13, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [507, 2, [170, 340], [2, 1]], 'conrey_index': 337, 'cusp_dim': 168, 'dim': 76, 'eis_dim': 28, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 68786586107, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 6, 8, 10, 18, 18], 'label': '507.4.b', 'level': 507, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'mf_dim': 196, 'mf_new_dim': 76, 'num_forms': 11, 'prim_orbit_index': 2, 'relative_dim': 76, 'sturm_bound': 242, 'trace_bound': 17, 'trace_display': [0, 0, 0, 0], 'traces': [76, 0, 0, -296, 0, 0, 0, 0, 684, 32, 0, -48, 0, 304, 0, 936, -316, 0, 0, 0, 0, -408, 80, 0, -2100, 0, 0, 0, 308, 528, 0, 0, 0, 0, -1040, -2664, 0, 224, 0, 280, 0, -1296, 160, 0, 0, 0, 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368628, 69480, 0, 0, 0, 0, -78880, -18000, 0, -119596, 0, -13528, 0, 25296, -6768, 0, 0, 0, 0, -117024, -119712, 0, -148452, 0, -164324, 0, 274828, -31648, 0, 0, 0, 0, 20732, 11868, 0, -12368, 0, -5976, 0, 65912, -23196, 0, 0, 0, 0, -245032, 125832, 0, -524132, 0, 285136, 0, 108648, 229244, 0, 0, 0, 0, 73128, -279848, 0, 39708, 0, -72648, 0, -140440, 88240, 0, 0, 0, 0, -101060, 111364, 0, 139648, 0, 16572, 0, 85840, 44964, 0, 0, 0, 0, 38188, -112008, 0, -124728, 0, -182632, 0, 71112, -325600, 0, 0, 0, 0, -24408, -421244, 0, -242400, 0, 48508, 0, -215852, -363512, 0, 0, 0, 0, 255732, 114896, 0, -73968, 0, 60768, 0, 3956, -176016, 0, 0, 0, 0, 127936, -3888, 0, 195860, 0, 378584, 0, 26244, -88128, 0, 0, 0, 0, 41040, 1104, 0, 125712, 0, -40168, 0, 120196, 111672, 0, 0, 0, 0, 67300, -450904, 0, -54212], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 231693
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '507.4.b', 'level': 507, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 12, 'sub_conrey_indexes': [12], 'sub_dim': 2, 'sub_label': '13.4.b', 'sub_level': 13, 'sub_mult': 4, 'weight': 4}
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id: 231695
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '507.4.b', 'level': 507, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 8, 'sub_label': '39.4.b', 'sub_level': 39, 'sub_mult': 2, 'weight': 4}
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id: 231694
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '507.4.b', 'level': 507, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 168, 'sub_conrey_indexes': [168], 'sub_dim': 34, 'sub_label': '169.4.b', 'sub_level': 169, 'sub_mult': 2, 'weight': 4}
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id: 231696
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '507.4.b', 'level': 507, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 337, 'sub_conrey_indexes': [337], 'sub_dim': 76, 'sub_label': '507.4.b', 'sub_level': 507, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '507.4.b', 'level': 507, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 21273000
{'hecke_orbit_code': 68786586107, 'n': 1, 'trace_an': 76}
-
id: 21273001
{'hecke_orbit_code': 68786586107, 'n': 2, 'trace_an': 0}
-
id: 21273002
{'hecke_orbit_code': 68786586107, 'n': 3, 'trace_an': 0}
-
id: 21273003
{'hecke_orbit_code': 68786586107, 'n': 4, 'trace_an': -296}
-
id: 21273004
{'hecke_orbit_code': 68786586107, 'n': 5, 'trace_an': 0}
-
id: 21273005
{'hecke_orbit_code': 68786586107, 'n': 6, 'trace_an': 0}
-
id: 21273006
{'hecke_orbit_code': 68786586107, 'n': 7, 'trace_an': 0}
-
id: 21273007
{'hecke_orbit_code': 68786586107, 'n': 8, 'trace_an': 0}
-
id: 21273008
{'hecke_orbit_code': 68786586107, 'n': 9, 'trace_an': 684}
-
id: 21273009
{'hecke_orbit_code': 68786586107, 'n': 10, 'trace_an': 32}
-
id: 21273010
{'hecke_orbit_code': 68786586107, 'n': 11, 'trace_an': 0}
-
id: 21273011
{'hecke_orbit_code': 68786586107, 'n': 12, 'trace_an': -48}
-
id: 21273012
{'hecke_orbit_code': 68786586107, 'n': 13, 'trace_an': 0}
-
id: 21273013
{'hecke_orbit_code': 68786586107, 'n': 14, 'trace_an': 304}
-
id: 21273014
{'hecke_orbit_code': 68786586107, 'n': 15, 'trace_an': 0}
-
id: 21273015
{'hecke_orbit_code': 68786586107, 'n': 16, 'trace_an': 936}
-
id: 21273016
{'hecke_orbit_code': 68786586107, 'n': 17, 'trace_an': -316}
-
id: 21273017
{'hecke_orbit_code': 68786586107, 'n': 18, 'trace_an': 0}
-
id: 21273018
{'hecke_orbit_code': 68786586107, 'n': 19, 'trace_an': 0}
-
id: 21273019
{'hecke_orbit_code': 68786586107, 'n': 20, 'trace_an': 0}
-
id: 21273020
{'hecke_orbit_code': 68786586107, 'n': 21, 'trace_an': 0}
-
id: 21273021
{'hecke_orbit_code': 68786586107, 'n': 22, 'trace_an': -408}
-
id: 21273022
{'hecke_orbit_code': 68786586107, 'n': 23, 'trace_an': 80}
-
id: 21273023
{'hecke_orbit_code': 68786586107, 'n': 24, 'trace_an': 0}
-
id: 21273024
{'hecke_orbit_code': 68786586107, 'n': 25, 'trace_an': -2100}
-
id: 21273025
{'hecke_orbit_code': 68786586107, 'n': 26, 'trace_an': 0}
-
id: 21273026
{'hecke_orbit_code': 68786586107, 'n': 27, 'trace_an': 0}
-
id: 21273027
{'hecke_orbit_code': 68786586107, 'n': 28, 'trace_an': 0}
-
id: 21273028
{'hecke_orbit_code': 68786586107, 'n': 29, 'trace_an': 308}
-
id: 21273029
{'hecke_orbit_code': 68786586107, 'n': 30, 'trace_an': 528}
-
id: 21273030
{'hecke_orbit_code': 68786586107, 'n': 31, 'trace_an': 0}
-
id: 21273031
{'hecke_orbit_code': 68786586107, 'n': 32, 'trace_an': 0}
-
id: 21273032
{'hecke_orbit_code': 68786586107, 'n': 33, 'trace_an': 0}
-
id: 21273033
{'hecke_orbit_code': 68786586107, 'n': 34, 'trace_an': 0}
-
id: 21273034
{'hecke_orbit_code': 68786586107, 'n': 35, 'trace_an': -1040}
-
id: 21273035
{'hecke_orbit_code': 68786586107, 'n': 36, 'trace_an': -2664}
-
id: 21273036
{'hecke_orbit_code': 68786586107, 'n': 37, 'trace_an': 0}
-
id: 21273037
{'hecke_orbit_code': 68786586107, 'n': 38, 'trace_an': 224}
-
id: 21273038
{'hecke_orbit_code': 68786586107, 'n': 39, 'trace_an': 0}
-
id: 21273039
{'hecke_orbit_code': 68786586107, 'n': 40, 'trace_an': 280}
-
id: 21273040
{'hecke_orbit_code': 68786586107, 'n': 41, 'trace_an': 0}
-
id: 21273041
{'hecke_orbit_code': 68786586107, 'n': 42, 'trace_an': -1296}
-
id: 21273042
{'hecke_orbit_code': 68786586107, 'n': 43, 'trace_an': 160}
-
id: 21273043
{'hecke_orbit_code': 68786586107, 'n': 44, 'trace_an': 0}
-
id: 21273044
{'hecke_orbit_code': 68786586107, 'n': 45, 'trace_an': 0}
-
id: 21273045
{'hecke_orbit_code': 68786586107, 'n': 46, 'trace_an': 0}
-
id: 21273046
{'hecke_orbit_code': 68786586107, 'n': 47, 'trace_an': 0}
-
id: 21273047
{'hecke_orbit_code': 68786586107, 'n': 48, 'trace_an': 1104}
-
id: 21273048
{'hecke_orbit_code': 68786586107, 'n': 49, 'trace_an': -3024}
-
id: 21273049
{'hecke_orbit_code': 68786586107, 'n': 50, 'trace_an': 0}
-
id: 21273050
{'hecke_orbit_code': 68786586107, 'n': 51, 'trace_an': 192}
-
id: 21273051
{'hecke_orbit_code': 68786586107, 'n': 52, 'trace_an': 0}
-
id: 21273052
{'hecke_orbit_code': 68786586107, 'n': 53, 'trace_an': 196}
-
id: 21273053
{'hecke_orbit_code': 68786586107, 'n': 54, 'trace_an': 0}
-
id: 21273054
{'hecke_orbit_code': 68786586107, 'n': 55, 'trace_an': -208}
-
id: 21273055
{'hecke_orbit_code': 68786586107, 'n': 56, 'trace_an': -2208}
-
id: 21273056
{'hecke_orbit_code': 68786586107, 'n': 57, 'trace_an': 0}
-
id: 21273057
{'hecke_orbit_code': 68786586107, 'n': 58, 'trace_an': 0}
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id: 21273058
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