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mf_newspaces • Show schema
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{'Nk2': 308, 'analytic_conductor': 0.614848095563859, 'char_conductor': 11, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 5, 'char_parity': 1, 'char_values': [77, 5, [45, 57], [5, 1]], 'conrey_index': 15, 'cusp_dim': 24, 'dim': 24, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 343630938189, 'hecke_orbit_dims': [8, 16], 'label': '77.2.f', 'level': 77, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7, 11], 'level_radical': 77, 'mf_dim': 40, 'mf_new_dim': 24, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 6, 'sturm_bound': 16, 'trace_bound': 1, 'trace_display': [-4, -6, -2, -2], 'traces': [24, -4, -6, -8, -2, 6, -2, -2, -14, -16, 2, 4, -2, 3, -12, 14, -16, 15, 10, 22, 12, -34, 16, -14, 12, -6, -12, 11, -6, 12, -18, 12, -16, -48, -8, 50, 10, 30, 6, -26, -32, 0, 8, -9, 88, -13, -16, -32, -6, 18, -26, 54, 6, 64, 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-2, -22, 102, 28, 70, 36, -138, -78, -88, -28, 144, -32, -106, -36, 26, -10, 61, -200, 94, 136, -44, -28, -52, -38, -18, -90, -44, -188, -106, -2, -152, 6, -172, 94, -106, 206, 57, -64, 80, -88, -26, -212, 140, 56, 204, 134, -20, -110, -116, 182, 42, -100, -162, -244, 200, 34, -202, 70, -88, -12, 36, -34, -320, -32, 120, -4, 60, 110, 107, 82, 40, 8, 84, 62, -64, 88, -180, 96, -11, -76, 2, -62, 115, 62, 36, 204, -12, -116, 54, -118, 10, 198, 40, -100, 2, -52, -494, 140, -20, 92, -244, 36, -182, -160, 10, 176, 20, -184, -8, -436, -88, 4, 126, 84, -220, -40, 4, 68, 172, 382, 112, -58, 121, 26, 148, 152, -34, 24, -164, 276, -180, 84, 178, 46, 52, -40, 233, 102, 309, 4, 208, -32, 476, 100, 140, -10, -42, -154, -96, 70, -49, 280, 274, -252, 278, -52, 304, 6, 170, 86, -36, 8, -76, -2, -364, 114, 3, -50, -220, -96, -16, 4, 20, 64, -116, -128, -20, 102, -50, -90, -31, -32, 44, -44, -12, -28, -148, 98, -30, -180, -43, 184, 20, -110, 27, -284, -250, -52, 164, -94, -192, 188, 32, -142, 40, 68, -36, 54, -2, -132, -316, 6, 136, -30, 54, -176, 34, -268, -12, 304, -251, 212, 120, -210, -224, 10, 12, 32, -104, -146, -68, -168, -101, 208, -12, -100, -154, -16, 18, -8, -234, 104, 40, -160, -60, -258, -12, -194, 165, 82, -114, 14, 244, -92, -104, -84, 38, -220, 134, -224, -76, -236, 143, -160, -394, 12, 28, -20, -161, 158, -174, -156, 648, -38, 12, -30, 196, -100, -46, 332, 174, -76, -130, -40, 118, 176, 74, -186, 47, -50, 108, -32, 91, 156, 236], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 15, 'conrey_indexes': [15, 36, 64, 71], 'label': '77.2.f', 'level': 77, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 15, 'sub_conrey_indexes': [15, 36, 64, 71], 'sub_dim': 24, 'sub_label': '77.2.f', 'sub_level': 77, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 6, 'label': '77.2.f', 'level': 77, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 54112000
{'hecke_orbit_code': 343630938189, 'n': 1, 'trace_an': 24}
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id: 54112001
{'hecke_orbit_code': 343630938189, 'n': 2, 'trace_an': -4}
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id: 54112002
{'hecke_orbit_code': 343630938189, 'n': 3, 'trace_an': -6}
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id: 54112003
{'hecke_orbit_code': 343630938189, 'n': 4, 'trace_an': -8}
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id: 54112004
{'hecke_orbit_code': 343630938189, 'n': 5, 'trace_an': -2}
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id: 54112005
{'hecke_orbit_code': 343630938189, 'n': 6, 'trace_an': 6}
-
id: 54112006
{'hecke_orbit_code': 343630938189, 'n': 7, 'trace_an': -2}
-
id: 54112007
{'hecke_orbit_code': 343630938189, 'n': 8, 'trace_an': -2}
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id: 54112008
{'hecke_orbit_code': 343630938189, 'n': 9, 'trace_an': -14}
-
id: 54112009
{'hecke_orbit_code': 343630938189, 'n': 10, 'trace_an': -16}
-
id: 54112010
{'hecke_orbit_code': 343630938189, 'n': 11, 'trace_an': 2}
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id: 54112011
{'hecke_orbit_code': 343630938189, 'n': 12, 'trace_an': 4}
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id: 54112012
{'hecke_orbit_code': 343630938189, 'n': 13, 'trace_an': -2}
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id: 54112013
{'hecke_orbit_code': 343630938189, 'n': 14, 'trace_an': 3}
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id: 54112014
{'hecke_orbit_code': 343630938189, 'n': 15, 'trace_an': -12}
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id: 54112015
{'hecke_orbit_code': 343630938189, 'n': 16, 'trace_an': 14}
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id: 54112016
{'hecke_orbit_code': 343630938189, 'n': 17, 'trace_an': -16}
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id: 54112017
{'hecke_orbit_code': 343630938189, 'n': 18, 'trace_an': 15}
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id: 54112018
{'hecke_orbit_code': 343630938189, 'n': 19, 'trace_an': 10}
-
id: 54112019
{'hecke_orbit_code': 343630938189, 'n': 20, 'trace_an': 22}
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id: 54112020
{'hecke_orbit_code': 343630938189, 'n': 21, 'trace_an': 12}
-
id: 54112021
{'hecke_orbit_code': 343630938189, 'n': 22, 'trace_an': -34}
-
id: 54112022
{'hecke_orbit_code': 343630938189, 'n': 23, 'trace_an': 16}
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id: 54112023
{'hecke_orbit_code': 343630938189, 'n': 24, 'trace_an': -14}
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id: 54112024
{'hecke_orbit_code': 343630938189, 'n': 25, 'trace_an': 12}
-
id: 54112025
{'hecke_orbit_code': 343630938189, 'n': 26, 'trace_an': -6}
-
id: 54112026
{'hecke_orbit_code': 343630938189, 'n': 27, 'trace_an': -12}
-
id: 54112027
{'hecke_orbit_code': 343630938189, 'n': 28, 'trace_an': 11}
-
id: 54112028
{'hecke_orbit_code': 343630938189, 'n': 29, 'trace_an': -6}
-
id: 54112029
{'hecke_orbit_code': 343630938189, 'n': 30, 'trace_an': 12}
-
id: 54112030
{'hecke_orbit_code': 343630938189, 'n': 31, 'trace_an': -18}
-
id: 54112031
{'hecke_orbit_code': 343630938189, 'n': 32, 'trace_an': 12}
-
id: 54112032
{'hecke_orbit_code': 343630938189, 'n': 33, 'trace_an': -16}
-
id: 54112033
{'hecke_orbit_code': 343630938189, 'n': 34, 'trace_an': -48}
-
id: 54112034
{'hecke_orbit_code': 343630938189, 'n': 35, 'trace_an': -8}
-
id: 54112035
{'hecke_orbit_code': 343630938189, 'n': 36, 'trace_an': 50}
-
id: 54112036
{'hecke_orbit_code': 343630938189, 'n': 37, 'trace_an': 10}
-
id: 54112037
{'hecke_orbit_code': 343630938189, 'n': 38, 'trace_an': 30}
-
id: 54112038
{'hecke_orbit_code': 343630938189, 'n': 39, 'trace_an': 6}
-
id: 54112039
{'hecke_orbit_code': 343630938189, 'n': 40, 'trace_an': -26}
-
id: 54112040
{'hecke_orbit_code': 343630938189, 'n': 41, 'trace_an': -32}
-
id: 54112041
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