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mf_newspaces • Show schema
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{'Nk2': 4608, 'analytic_conductor': 22.491721834856765, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [72, 2, [55, 37, 65], [2, 1, 2]], 'conrey_index': 37, 'cusp_dim': 80, 'dim': 34, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 206292648008, 'hecke_orbit_dims': [2, 6, 12, 14], 'label': '72.8.d', 'level': 72, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 88, 'mf_new_dim': 36, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 34, 'sturm_bound': 96, 'trace_bound': 1, 'trace_display': [8, 0, 0, -688], 'traces': [34, 8, 0, 64, 0, 0, -688, -1084, 0, -4564, 0, 0, 0, -16684, 0, 12304, 1456, 0, 0, -60328, 0, -95188, 144712, 0, -476814, -108016, 0, 122456, 0, 0, 446768, 76888, 0, 26280, 0, 0, 0, -150308, 0, 769880, -79960, 0, 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168800348016, 155048126688, 0, 135063026328, 0, 0, 0, 167487083212, 0, -25984573296, -22405184328, 0, 0, -144019766976, 0, -191288065560, -373200094680, 0, -25083589614, -134610521504, 0, 31802442992, 0, 0, -178349320288, 168613208236, 0, 71990066536, 0, 0, 0, 174140847940, 0, -104883341760, 13370522416, 0, 0, -232450322376, 0, 75531885668, 375161166512, 0, 82367933704, -185032486104, 0, 40341979680, 0, 0, 244795144784, 158873032496, 0, 315495816144, 0, 0, 0, 190557246252, 0, -122857750832], 'weight': 8, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 118532
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 37, 'conrey_indexes': [37], 'label': '72.8.d', 'level': 72, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5], 'sub_dim': 6, 'sub_label': '8.8.b', 'sub_level': 8, 'sub_mult': 3, 'weight': 8}
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id: 118530
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 37, 'conrey_indexes': [37], 'label': '72.8.d', 'level': 72, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 13, 'sub_conrey_indexes': [13], 'sub_dim': 14, 'sub_label': '24.8.d', 'sub_level': 24, 'sub_mult': 2, 'weight': 8}
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id: 118531
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 37, 'conrey_indexes': [37], 'label': '72.8.d', 'level': 72, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37], 'sub_dim': 34, 'sub_label': '72.8.d', 'sub_level': 72, 'sub_mult': 1, 'weight': 8}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '72.8.d', 'level': 72, 'portrait': 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', 'weight': 8}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 42952000
{'hecke_orbit_code': 206292648008, 'n': 1, 'trace_an': 34}
-
id: 42952001
{'hecke_orbit_code': 206292648008, 'n': 2, 'trace_an': 8}
-
id: 42952002
{'hecke_orbit_code': 206292648008, 'n': 3, 'trace_an': 0}
-
id: 42952003
{'hecke_orbit_code': 206292648008, 'n': 4, 'trace_an': 64}
-
id: 42952004
{'hecke_orbit_code': 206292648008, 'n': 5, 'trace_an': 0}
-
id: 42952005
{'hecke_orbit_code': 206292648008, 'n': 6, 'trace_an': 0}
-
id: 42952006
{'hecke_orbit_code': 206292648008, 'n': 7, 'trace_an': -688}
-
id: 42952007
{'hecke_orbit_code': 206292648008, 'n': 8, 'trace_an': -1084}
-
id: 42952008
{'hecke_orbit_code': 206292648008, 'n': 9, 'trace_an': 0}
-
id: 42952009
{'hecke_orbit_code': 206292648008, 'n': 10, 'trace_an': -4564}
-
id: 42952010
{'hecke_orbit_code': 206292648008, 'n': 11, 'trace_an': 0}
-
id: 42952011
{'hecke_orbit_code': 206292648008, 'n': 12, 'trace_an': 0}
-
id: 42952012
{'hecke_orbit_code': 206292648008, 'n': 13, 'trace_an': 0}
-
id: 42952013
{'hecke_orbit_code': 206292648008, 'n': 14, 'trace_an': -16684}
-
id: 42952014
{'hecke_orbit_code': 206292648008, 'n': 15, 'trace_an': 0}
-
id: 42952015
{'hecke_orbit_code': 206292648008, 'n': 16, 'trace_an': 12304}
-
id: 42952016
{'hecke_orbit_code': 206292648008, 'n': 17, 'trace_an': 1456}
-
id: 42952017
{'hecke_orbit_code': 206292648008, 'n': 18, 'trace_an': 0}
-
id: 42952018
{'hecke_orbit_code': 206292648008, 'n': 19, 'trace_an': 0}
-
id: 42952019
{'hecke_orbit_code': 206292648008, 'n': 20, 'trace_an': -60328}
-
id: 42952020
{'hecke_orbit_code': 206292648008, 'n': 21, 'trace_an': 0}
-
id: 42952021
{'hecke_orbit_code': 206292648008, 'n': 22, 'trace_an': -95188}
-
id: 42952022
{'hecke_orbit_code': 206292648008, 'n': 23, 'trace_an': 144712}
-
id: 42952023
{'hecke_orbit_code': 206292648008, 'n': 24, 'trace_an': 0}
-
id: 42952024
{'hecke_orbit_code': 206292648008, 'n': 25, 'trace_an': -476814}
-
id: 42952025
{'hecke_orbit_code': 206292648008, 'n': 26, 'trace_an': -108016}
-
id: 42952026
{'hecke_orbit_code': 206292648008, 'n': 27, 'trace_an': 0}
-
id: 42952027
{'hecke_orbit_code': 206292648008, 'n': 28, 'trace_an': 122456}
-
id: 42952028
{'hecke_orbit_code': 206292648008, 'n': 29, 'trace_an': 0}
-
id: 42952029
{'hecke_orbit_code': 206292648008, 'n': 30, 'trace_an': 0}
-
id: 42952030
{'hecke_orbit_code': 206292648008, 'n': 31, 'trace_an': 446768}
-
id: 42952031
{'hecke_orbit_code': 206292648008, 'n': 32, 'trace_an': 76888}
-
id: 42952032
{'hecke_orbit_code': 206292648008, 'n': 33, 'trace_an': 0}
-
id: 42952033
{'hecke_orbit_code': 206292648008, 'n': 34, 'trace_an': 26280}
-
id: 42952034
{'hecke_orbit_code': 206292648008, 'n': 35, 'trace_an': 0}
-
id: 42952035
{'hecke_orbit_code': 206292648008, 'n': 36, 'trace_an': 0}
-
id: 42952036
{'hecke_orbit_code': 206292648008, 'n': 37, 'trace_an': 0}
-
id: 42952037
{'hecke_orbit_code': 206292648008, 'n': 38, 'trace_an': -150308}
-
id: 42952038
{'hecke_orbit_code': 206292648008, 'n': 39, 'trace_an': 0}
-
id: 42952039
{'hecke_orbit_code': 206292648008, 'n': 40, 'trace_an': 769880}
-
id: 42952040
{'hecke_orbit_code': 206292648008, 'n': 41, 'trace_an': -79960}
-
id: 42952041
{'hecke_orbit_code': 206292648008, 'n': 42, 'trace_an': 0}
-
id: 42952042
{'hecke_orbit_code': 206292648008, 'n': 43, 'trace_an': 0}
-
id: 42952043
{'hecke_orbit_code': 206292648008, 'n': 44, 'trace_an': -178920}
-
id: 42952044
{'hecke_orbit_code': 206292648008, 'n': 45, 'trace_an': 0}
-
id: 42952045
{'hecke_orbit_code': 206292648008, 'n': 46, 'trace_an': -2502408}
-
id: 42952046
{'hecke_orbit_code': 206292648008, 'n': 47, 'trace_an': -510024}
-
id: 42952047
{'hecke_orbit_code': 206292648008, 'n': 48, 'trace_an': 0}
-
id: 42952048
{'hecke_orbit_code': 206292648008, 'n': 49, 'trace_an': 3805218}
-
id: 42952049
{'hecke_orbit_code': 206292648008, 'n': 50, 'trace_an': -175984}
-
id: 42952050
{'hecke_orbit_code': 206292648008, 'n': 51, 'trace_an': 0}
-
id: 42952051
{'hecke_orbit_code': 206292648008, 'n': 52, 'trace_an': -2774976}
-
id: 42952052
{'hecke_orbit_code': 206292648008, 'n': 53, 'trace_an': 0}
-
id: 42952053
{'hecke_orbit_code': 206292648008, 'n': 54, 'trace_an': 0}
-
id: 42952054
{'hecke_orbit_code': 206292648008, 'n': 55, 'trace_an': 920752}
-
id: 42952055
{'hecke_orbit_code': 206292648008, 'n': 56, 'trace_an': 825224}
-
id: 42952056
{'hecke_orbit_code': 206292648008, 'n': 57, 'trace_an': 0}
-
id: 42952057
{'hecke_orbit_code': 206292648008, 'n': 58, 'trace_an': -702676}
-
id: 42952058
{'hecke_orbit_code': 206292648008, 'n': 59, 'trace_an': 0}
-
id: 42952059
{'hecke_orbit_code': 206292648008, 'n': 60, 'trace_an': 0}
-
id: 42952060
{'hecke_orbit_code': 206292648008, 'n': 61, 'trace_an': 0}
-
id: 42952061
{'hecke_orbit_code': 206292648008, 'n': 62, 'trace_an': 1288636}
-
id: 42952062
{'hecke_orbit_code': 206292648008, 'n': 63, 'trace_an': 0}
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