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mf_newspaces • Show schema
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{'Nk2': 7500, 'analytic_conductor': 14.971950378990073, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [1875, 2, [626, 1252], [2, 1]], 'conrey_index': 1249, 'cusp_dim': 220, 'dim': 80, 'eis_dim': 60, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68753033043, 'hecke_orbit_dims': [4, 4, 8, 8, 12, 12, 16, 16], 'label': '1875.2.b', 'level': 1875, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 280, 'mf_new_dim': 80, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 80, 'sturm_bound': 500, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [80, 0, 0, -80, 0, 0, 0, 0, -80, 0, 0, 0, 0, 0, 0, 80, 0, 0, -10, 0, 10, 0, 0, 0, 0, -20, 0, 0, 20, 0, 10, 0, 0, 20, 0, 80, 0, 0, -10, 0, -20, 0, 0, -60, 0, 60, 0, 0, -90, 0, 0, 0, 0, 0, 0, 60, 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-420, 0, 0, 1020, 0, 760, 0, 0, 320, 0, 560, 0, 0, -380, 0, -300, 0, 0, 140, 0, 120, 0, 0, -620, 0, -160, 0, 0, -140, 0, 20, 0, 0, 800, 0, -520, 0, 0, -430, 0, -100, 0, 0, 0, 0, 140, 0, 0, 100, 0, -140, 0, 0, 480, 0, 720, 0, 0, -140, 0, -540, 0, 0, -920, 0, -380, 0, 0, 160, 0, 40, 0, 0, 400, 0, -260, 0, 0, 120, 0, -210, 0, 0, 20, 0, -120, 0, 0, 80, 0, -440, 0, 0, -780, 0, -80, 0, 0, 30, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 540622
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '1875.2.b', 'level': 1875, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 124, 'sub_conrey_indexes': [124], 'sub_dim': 16, 'sub_label': '375.2.b', 'sub_level': 375, 'sub_mult': 2, 'weight': 2}
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id: 540624
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '1875.2.b', 'level': 1875, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 4, 'sub_label': '75.2.b', 'sub_level': 75, 'sub_mult': 3, 'weight': 2}
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id: 540620
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '1875.2.b', 'level': 1875, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 124, 'sub_conrey_indexes': [124], 'sub_dim': 8, 'sub_label': '125.2.b', 'sub_level': 125, 'sub_mult': 4, 'weight': 2}
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id: 540623
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '1875.2.b', 'level': 1875, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 624, 'sub_conrey_indexes': [624], 'sub_dim': 32, 'sub_label': '625.2.b', 'sub_level': 625, 'sub_mult': 2, 'weight': 2}
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id: 540621
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 1249, 'conrey_indexes': [1249], 'label': '1875.2.b', 'level': 1875, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 1249, 'sub_conrey_indexes': [1249], 'sub_dim': 80, 'sub_label': '1875.2.b', 'sub_level': 1875, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '1875.2.b', 'level': 1875, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 17991000
{'hecke_orbit_code': 68753033043, 'n': 1, 'trace_an': 80}
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id: 17991001
{'hecke_orbit_code': 68753033043, 'n': 2, 'trace_an': 0}
-
id: 17991002
{'hecke_orbit_code': 68753033043, 'n': 3, 'trace_an': 0}
-
id: 17991003
{'hecke_orbit_code': 68753033043, 'n': 4, 'trace_an': -80}
-
id: 17991004
{'hecke_orbit_code': 68753033043, 'n': 5, 'trace_an': 0}
-
id: 17991005
{'hecke_orbit_code': 68753033043, 'n': 6, 'trace_an': 0}
-
id: 17991006
{'hecke_orbit_code': 68753033043, 'n': 7, 'trace_an': 0}
-
id: 17991007
{'hecke_orbit_code': 68753033043, 'n': 8, 'trace_an': 0}
-
id: 17991008
{'hecke_orbit_code': 68753033043, 'n': 9, 'trace_an': -80}
-
id: 17991009
{'hecke_orbit_code': 68753033043, 'n': 10, 'trace_an': 0}
-
id: 17991010
{'hecke_orbit_code': 68753033043, 'n': 11, 'trace_an': 0}
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id: 17991011
{'hecke_orbit_code': 68753033043, 'n': 12, 'trace_an': 0}
-
id: 17991012
{'hecke_orbit_code': 68753033043, 'n': 13, 'trace_an': 0}
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id: 17991013
{'hecke_orbit_code': 68753033043, 'n': 14, 'trace_an': 0}
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id: 17991014
{'hecke_orbit_code': 68753033043, 'n': 15, 'trace_an': 0}
-
id: 17991015
{'hecke_orbit_code': 68753033043, 'n': 16, 'trace_an': 80}
-
id: 17991016
{'hecke_orbit_code': 68753033043, 'n': 17, 'trace_an': 0}
-
id: 17991017
{'hecke_orbit_code': 68753033043, 'n': 18, 'trace_an': 0}
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id: 17991018
{'hecke_orbit_code': 68753033043, 'n': 19, 'trace_an': -10}
-
id: 17991019
{'hecke_orbit_code': 68753033043, 'n': 20, 'trace_an': 0}
-
id: 17991020
{'hecke_orbit_code': 68753033043, 'n': 21, 'trace_an': 10}
-
id: 17991021
{'hecke_orbit_code': 68753033043, 'n': 22, 'trace_an': 0}
-
id: 17991022
{'hecke_orbit_code': 68753033043, 'n': 23, 'trace_an': 0}
-
id: 17991023
{'hecke_orbit_code': 68753033043, 'n': 24, 'trace_an': 0}
-
id: 17991024
{'hecke_orbit_code': 68753033043, 'n': 25, 'trace_an': 0}
-
id: 17991025
{'hecke_orbit_code': 68753033043, 'n': 26, 'trace_an': -20}
-
id: 17991026
{'hecke_orbit_code': 68753033043, 'n': 27, 'trace_an': 0}
-
id: 17991027
{'hecke_orbit_code': 68753033043, 'n': 28, 'trace_an': 0}
-
id: 17991028
{'hecke_orbit_code': 68753033043, 'n': 29, 'trace_an': 20}
-
id: 17991029
{'hecke_orbit_code': 68753033043, 'n': 30, 'trace_an': 0}
-
id: 17991030
{'hecke_orbit_code': 68753033043, 'n': 31, 'trace_an': 10}
-
id: 17991031
{'hecke_orbit_code': 68753033043, 'n': 32, 'trace_an': 0}
-
id: 17991032
{'hecke_orbit_code': 68753033043, 'n': 33, 'trace_an': 0}
-
id: 17991033
{'hecke_orbit_code': 68753033043, 'n': 34, 'trace_an': 20}
-
id: 17991034
{'hecke_orbit_code': 68753033043, 'n': 35, 'trace_an': 0}
-
id: 17991035
{'hecke_orbit_code': 68753033043, 'n': 36, 'trace_an': 80}
-
id: 17991036
{'hecke_orbit_code': 68753033043, 'n': 37, 'trace_an': 0}
-
id: 17991037
{'hecke_orbit_code': 68753033043, 'n': 38, 'trace_an': 0}
-
id: 17991038
{'hecke_orbit_code': 68753033043, 'n': 39, 'trace_an': -10}
-
id: 17991039
{'hecke_orbit_code': 68753033043, 'n': 40, 'trace_an': 0}
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id: 17991040
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