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mf_newspaces • Show schema
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{'Nk2': 11400, 'analytic_conductor': 22.75736457606491, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [2850, 2, [1901, 1027, 1351], [2, 1, 2]], 'conrey_index': 799, 'cusp_dim': 576, 'dim': 56, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 13], 'hecke_orbit_code': 206191987490, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4], 'label': '2850.2.d', 'level': 2850, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 19], 'level_radical': 570, 'mf_dim': 624, 'mf_new_dim': 56, 'num_forms': 24, 'prim_orbit_index': 2, 'relative_dim': 56, 'sturm_bound': 1200, 'trace_bound': 26, 'trace_display': [0, 0, 0, 0], 'traces': [56, 0, 0, -56, 0, 4, 0, 0, -56, 0, 8, 0, 0, 0, 0, 56, 0, 0, -4, 0, 0, 0, 0, -4, 0, 24, 0, 0, 8, 0, -40, 0, 0, -8, 0, 56, 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0, 0, -4, 0, -320, 0, 0, 384, 0, 184, 0, 0, 128, 0, -16, 0, 0, -232, 0, -768, 0, 0, 8, 0, -32, 0, 0, 560, 0, -32, 0, 0, -160, 0, 0, 0, 0, 176, 0, 448, 0, 0, 40, 0, -448, 0, 0, -176, 0, 32, 0, 0, -264, 0, -48, 0, 0, 416, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 732599
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '2850.2.d', 'level': 2850, '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': 4, 'weight': 2}
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id: 732601
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '2850.2.d', 'level': 2850, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '50.2.b', 'sub_level': 50, 'sub_mult': 4, 'weight': 2}
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id: 732603
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '2850.2.d', 'level': 2850, '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': 4, 'weight': 2}
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id: 732605
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '2850.2.d', 'level': 2850, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 39, 'sub_conrey_indexes': [39], 'sub_dim': 8, 'sub_label': '95.2.b', 'sub_level': 95, 'sub_mult': 8, 'weight': 2}
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id: 732595
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '2850.2.d', 'level': 2850, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '150.2.c', 'sub_level': 150, 'sub_mult': 2, 'weight': 2}
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id: 732596
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '2850.2.d', 'level': 2850, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 39, 'sub_conrey_indexes': [39], 'sub_dim': 10, 'sub_label': '190.2.b', 'sub_level': 190, 'sub_mult': 4, 'weight': 2}
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id: 732598
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '2850.2.d', 'level': 2850, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 229, 'sub_conrey_indexes': [229], 'sub_dim': 20, 'sub_label': '285.2.c', 'sub_level': 285, 'sub_mult': 4, 'weight': 2}
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id: 732600
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '2850.2.d', 'level': 2850, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 324, 'sub_conrey_indexes': [324], 'sub_dim': 28, 'sub_label': '475.2.b', 'sub_level': 475, 'sub_mult': 4, 'weight': 2}
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id: 732602
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '2850.2.d', 'level': 2850, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 229, 'sub_conrey_indexes': [229], 'sub_dim': 16, 'sub_label': '570.2.d', 'sub_level': 570, 'sub_mult': 2, 'weight': 2}
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id: 732604
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '2850.2.d', 'level': 2850, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 799, 'sub_conrey_indexes': [799], 'sub_dim': 26, 'sub_label': '950.2.b', 'sub_level': 950, 'sub_mult': 2, 'weight': 2}
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id: 732594
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '2850.2.d', 'level': 2850, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 799, 'sub_conrey_indexes': [799], 'sub_dim': 52, 'sub_label': '1425.2.c', 'sub_level': 1425, 'sub_mult': 2, 'weight': 2}
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id: 732597
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 799, 'conrey_indexes': [799], 'label': '2850.2.d', 'level': 2850, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 799, 'sub_conrey_indexes': [799], 'sub_dim': 56, 'sub_label': '2850.2.d', 'sub_level': 2850, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '2850.2.d', 'level': 2850, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 37410000
{'hecke_orbit_code': 206191987490, 'n': 1, 'trace_an': 56}
-
id: 37410001
{'hecke_orbit_code': 206191987490, 'n': 2, 'trace_an': 0}
-
id: 37410002
{'hecke_orbit_code': 206191987490, 'n': 3, 'trace_an': 0}
-
id: 37410003
{'hecke_orbit_code': 206191987490, 'n': 4, 'trace_an': -56}
-
id: 37410004
{'hecke_orbit_code': 206191987490, 'n': 5, 'trace_an': 0}
-
id: 37410005
{'hecke_orbit_code': 206191987490, 'n': 6, 'trace_an': 4}
-
id: 37410006
{'hecke_orbit_code': 206191987490, 'n': 7, 'trace_an': 0}
-
id: 37410007
{'hecke_orbit_code': 206191987490, 'n': 8, 'trace_an': 0}
-
id: 37410008
{'hecke_orbit_code': 206191987490, 'n': 9, 'trace_an': -56}
-
id: 37410009
{'hecke_orbit_code': 206191987490, 'n': 10, 'trace_an': 0}
-
id: 37410010
{'hecke_orbit_code': 206191987490, 'n': 11, 'trace_an': 8}
-
id: 37410011
{'hecke_orbit_code': 206191987490, 'n': 12, 'trace_an': 0}
-
id: 37410012
{'hecke_orbit_code': 206191987490, 'n': 13, 'trace_an': 0}
-
id: 37410013
{'hecke_orbit_code': 206191987490, 'n': 14, 'trace_an': 0}
-
id: 37410014
{'hecke_orbit_code': 206191987490, 'n': 15, 'trace_an': 0}
-
id: 37410015
{'hecke_orbit_code': 206191987490, 'n': 16, 'trace_an': 56}
-
id: 37410016
{'hecke_orbit_code': 206191987490, 'n': 17, 'trace_an': 0}
-
id: 37410017
{'hecke_orbit_code': 206191987490, 'n': 18, 'trace_an': 0}
-
id: 37410018
{'hecke_orbit_code': 206191987490, 'n': 19, 'trace_an': -4}
-
id: 37410019
{'hecke_orbit_code': 206191987490, 'n': 20, 'trace_an': 0}
-
id: 37410020
{'hecke_orbit_code': 206191987490, 'n': 21, 'trace_an': 0}
-
id: 37410021
{'hecke_orbit_code': 206191987490, 'n': 22, 'trace_an': 0}
-
id: 37410022
{'hecke_orbit_code': 206191987490, 'n': 23, 'trace_an': 0}
-
id: 37410023
{'hecke_orbit_code': 206191987490, 'n': 24, 'trace_an': -4}
-
id: 37410024
{'hecke_orbit_code': 206191987490, 'n': 25, 'trace_an': 0}
-
id: 37410025
{'hecke_orbit_code': 206191987490, 'n': 26, 'trace_an': 24}
-
id: 37410026
{'hecke_orbit_code': 206191987490, 'n': 27, 'trace_an': 0}
-
id: 37410027
{'hecke_orbit_code': 206191987490, 'n': 28, 'trace_an': 0}
-
id: 37410028
{'hecke_orbit_code': 206191987490, 'n': 29, 'trace_an': 8}
-
id: 37410029
{'hecke_orbit_code': 206191987490, 'n': 30, 'trace_an': 0}
-
id: 37410030
{'hecke_orbit_code': 206191987490, 'n': 31, 'trace_an': -40}
-
id: 37410031
{'hecke_orbit_code': 206191987490, 'n': 32, 'trace_an': 0}
-
id: 37410032
{'hecke_orbit_code': 206191987490, 'n': 33, 'trace_an': 0}
-
id: 37410033
{'hecke_orbit_code': 206191987490, 'n': 34, 'trace_an': -8}
-
id: 37410034
{'hecke_orbit_code': 206191987490, 'n': 35, 'trace_an': 0}
-
id: 37410035
{'hecke_orbit_code': 206191987490, 'n': 36, 'trace_an': 56}
-
id: 37410036
{'hecke_orbit_code': 206191987490, 'n': 37, 'trace_an': 0}
-
id: 37410037
{'hecke_orbit_code': 206191987490, 'n': 38, 'trace_an': 0}
-
id: 37410038
{'hecke_orbit_code': 206191987490, 'n': 39, 'trace_an': 16}
-
id: 37410039
{'hecke_orbit_code': 206191987490, 'n': 40, 'trace_an': 0}
-
id: 37410040
{'hecke_orbit_code': 206191987490, 'n': 41, 'trace_an': 40}
-
id: 37410041
{'hecke_orbit_code': 206191987490, 'n': 42, 'trace_an': 0}
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