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mf_newspaces • Show schema
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{'Nk2': 1500, 'analytic_conductor': 2.994390075798014, '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': [375, 2, [251, 127], [2, 1]], 'conrey_indexes': [124], 'cusp_dim': 40, 'dim': 16, 'eis_dim': 20, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68753031543, 'hecke_orbit_dims': [4, 4, 8], 'label': '375.2.b', 'level': 375, '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': 60, 'mf_new_dim': 16, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 16, 'sturm_bound': 100, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [16, 0, 0, -18, 0, 2, 0, 0, -16, 0, 4, 0, 0, -12, 0, 30, 0, 0, 8, 0, -16, 0, 0, -6, 0, 12, 0, 0, -4, 0, -4, 0, 0, -16, 0, 18, 0, 0, 12, 0, 16, 0, 0, 76, 0, -84, 0, 0, -20, 0, 8, 0, 0, -2, 0, -60, 0, 0, -28, 0, 0, 0, 0, 38, 0, 16, 0, 0, -12, 0, 32, 0, 0, 68, 0, -12, 0, 0, 40, 0, 16, 0, 0, 52, 0, -56, 0, 0, -32, 0, -44, 0, 0, 2, 0, -36, 0, 0, -4, 0, 24, 0, 0, -72, 0, 6, 0, 0, -12, 0, -56, 0, 0, 38, 0, -44, 0, 0, -52, 0, 64, 0, 0, 38, 0, 12, 0, 0, 0, 0, 40, 0, 0, 24, 0, 38, 0, 0, 32, 0, 20, 0, 0, -30, 0, 96, 0, 0, -36, 0, 32, 0, 0, -4, 0, -32, 0, 0, -12, 0, 76, 0, 0, -112, 0, 30, 0, 0, -72, 0, -8, 0, 0, -44, 0, -172, 0, 0, 140, 0, 36, 0, 0, 130, 0, 28, 0, 0, 16, 0, -156, 0, 0, -76, 0, 78, 0, 0, -56, 0, 8, 0, 0, 6, 0, 104, 0, 0, -92, 0, -144, 0, 0, -88, 0, 6, 0, 0, 48, 0, 84, 0, 0, 48, 0, -30, 0, 0, -68, 0, 28, 0, 0, -12, 0, 152, 0, 0, 128, 0, 84, 0, 0, -68, 0, 28, 0, 0, -36, 0, -28, 0, 0, 64, 0, -18, 0, 0, 28, 0, 4, 0, 0, -56, 0, 40, 0, 0, 8, 0, -76, 0, 0, -160, 0, 14, 0, 0, 4, 0, 8, 0, 0, -76, 0, 68, 0, 0, -32, 0, 28, 0, 0, -62, 0, 0, 0, 0, 92, 0, -64, 0, 0, 22, 0, 16, 0, 0, 140, 0, 24, 0, 0, -80, 0, -80, 0, 0, 96, 0, 40, 0, 0, -18, 0, -52, 0, 0, 68, 0, -68, 0, 0, 98, 0, -76, 0, 0, -36, 0, -168, 0, 0, 184, 0, -40, 0, 0, 56, 0, -12, 0, 0, -48, 0, 8, 0, 0, -28, 0, -76, 0, 0, 168, 0, 22, 0, 0, -16, 0, -164, 0, 0, 192, 0, 132, 0, 0, 100, 0, -132, 0, 0, 14, 0, -120, 0, 0, 72, 0, 36, 0, 0, -24, 0, -76, 0, 0, 20, 0, 20, 0, 0, -224, 0, -20, 0, 0, -108, 0, -68, 0, 0, 84, 0, 96, 0, 0, 48, 0, -132, 0, 0, 20, 0, 64, 0, 0, -60, 0, -144, 0, 0, -44, 0, 38, 0, 0, 60, 0, 20, 0, 0, 72, 0, -48, 0, 0, -36, 0, 92, 0, 0, -32, 0, 4, 0, 0, -8, 0, 52, 0, 0, -36, 0, 164, 0, 0, 208, 0, 32, 0, 0, -30, 0, 144, 0, 0, -40, 0, 136, 0, 0, -238, 0, 2, 0, 0, -44, 0, 60, 0, 0, -84, 0, 56, 0, 0, 48, 0, 64, 0, 0, 60, 0, 72, 0, 0, 12, 0, 136, 0, 0, -198, 0, 36, 0, 0, 44, 0, -44, 0, 0, -288, 0, -52, 0, 0, -100, 0, 28, 0, 0, -92, 0, 128, 0, 0, -116, 0, 56, 0, 0, 8, 0, -192, 0, 0, 0, 0, -64, 0, 0, 116, 0, -218, 0, 0, 76, 0, 72, 0, 0, 188, 0, 92, 0, 0, -172, 0, 84, 0, 0, 96, 0, -38, 0, 0, -56, 0, 36, 0, 0, -160, 0, -212, 0, 0, -20, 0, 56, 0, 0, -16, 0, 244, 0, 0, -16, 0, 84, 0, 0, -176, 0, 116, 0, 0, -60, 0, 28, 0, 0, 92, 0, -220, 0, 0, -208, 0, 12, 0, 0, 24, 0, 308, 0, 0, -132, 0, -88, 0, 0, 72, 0, 124, 0, 0, -32, 0, 216, 0, 0, 128, 0, -174, 0, 0, 52, 0, 8, 0, 0, 188, 0, -84, 0, 0, 60, 0, 72, 0, 0, 192, 0, -68, 0, 0, -48, 0, 36, 0, 0, 136, 0, 90, 0, 0, -212, 0, 64, 0, 0, 12, 0, -520, 0, 0, -148, 0, -16, 0, 0, 14, 0, 148, 0, 0, 40, 0, -180, 0, 0, 72, 0, 352, 0, 0, 188, 0, -40, 0, 0, -136, 0, -460, 0, 0, 64, 0, 136, 0, 0, -132, 0, -178, 0, 0, -16, 0, 60, 0, 0, 276, 0, -64, 0, 0, -108, 0, -96, 0, 0, -110, 0, 104, 0, 0, 188, 0, -116, 0, 0, 492, 0, -52, 0, 0, -4, 0, 48, 0, 0, 176, 0, 28, 0, 0, -116, 0, 0, 0, 0, 56, 0, -12, 0, 0, -140, 0, -212, 0, 0, -142, 0, 52, 0, 0, -4, 0, 196, 0, 0, 112, 0, -146, 0, 0, 20, 0, 32, 0, 0, -84, 0, -448, 0, 0, 20, 0, 132, 0, 0, 236, 0, -220, 0, 0, 44, 0, -232, 0, 0, -36, 0, -360, 0, 0, 180, 0, -24, 0, 0, 32, 0, 68, 0, 0, 40, 0, -32, 0, 0, -2, 0, -2, 0, 0, -68, 0, -4, 0, 0, 176, 0, 302, 0, 0, 0, 0, -72, 0, 0, 36, 0, -32, 0, 0, 180, 0, 144, 0, 0, -70, 0, -16, 0, 0, -4, 0, 188, 0, 0, 416, 0, 122, 0, 0, -92, 0, 4, 0, 0, -56, 0, 80, 0, 0, -340, 0, -64, 0, 0, 232, 0, -86, 0, 0, -24, 0, 132, 0, 0, -332, 0, -58, 0, 0, 60, 0, 0, 0, 0, 84, 0, -296, 0, 0, -32, 0, 196, 0, 0, -278, 0, 72, 0, 0, -4, 0, 116, 0, 0, -392, 0, 120, 0, 0, -228, 0, -100, 0, 0, -6, 0, 128, 0, 0, -32, 0, 56, 0, 0, -174, 0, 168, 0, 0, 84, 0, 76, 0, 0, -216, 0, -58, 0, 0, -152, 0, 12, 0, 0, -220, 0, 12, 0, 0, 252, 0, -108, 0, 0, -44, 0, 200, 0, 0, 56, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 197984
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_indexes': [124], 'label': '375.2.b', 'level': 375, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [49], 'sub_dim': 4, 'sub_label': '75.2.b', 'sub_level': 75, 'sub_mult': 2, 'weight': 2}
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id: 197982
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_indexes': [124], 'label': '375.2.b', 'level': 375, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [124], 'sub_dim': 8, 'sub_label': '125.2.b', 'sub_level': 125, 'sub_mult': 2, 'weight': 2}
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id: 197983
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_indexes': [124], 'label': '375.2.b', 'level': 375, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [124], 'sub_dim': 16, 'sub_label': '375.2.b', 'sub_level': 375, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '375.2.b', 'level': 375, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 17297000
{'hecke_orbit_code': 68753031543, 'n': 1, 'trace_an': 16}
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id: 17297001
{'hecke_orbit_code': 68753031543, 'n': 2, 'trace_an': 0}
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id: 17297002
{'hecke_orbit_code': 68753031543, 'n': 3, 'trace_an': 0}
-
id: 17297003
{'hecke_orbit_code': 68753031543, 'n': 4, 'trace_an': -18}
-
id: 17297004
{'hecke_orbit_code': 68753031543, 'n': 5, 'trace_an': 0}
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id: 17297005
{'hecke_orbit_code': 68753031543, 'n': 6, 'trace_an': 2}
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id: 17297006
{'hecke_orbit_code': 68753031543, 'n': 7, 'trace_an': 0}
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id: 17297007
{'hecke_orbit_code': 68753031543, 'n': 8, 'trace_an': 0}
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id: 17297008
{'hecke_orbit_code': 68753031543, 'n': 9, 'trace_an': -16}
-
id: 17297009
{'hecke_orbit_code': 68753031543, 'n': 10, 'trace_an': 0}
-
id: 17297010
{'hecke_orbit_code': 68753031543, 'n': 11, 'trace_an': 4}
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id: 17297011
{'hecke_orbit_code': 68753031543, 'n': 12, 'trace_an': 0}
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id: 17297012
{'hecke_orbit_code': 68753031543, 'n': 13, 'trace_an': 0}
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id: 17297013
{'hecke_orbit_code': 68753031543, 'n': 14, 'trace_an': -12}
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id: 17297014
{'hecke_orbit_code': 68753031543, 'n': 15, 'trace_an': 0}
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id: 17297015
{'hecke_orbit_code': 68753031543, 'n': 16, 'trace_an': 30}
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id: 17297016
{'hecke_orbit_code': 68753031543, 'n': 17, 'trace_an': 0}
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id: 17297017
{'hecke_orbit_code': 68753031543, 'n': 18, 'trace_an': 0}
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id: 17297018
{'hecke_orbit_code': 68753031543, 'n': 19, 'trace_an': 8}
-
id: 17297019
{'hecke_orbit_code': 68753031543, 'n': 20, 'trace_an': 0}
-
id: 17297020
{'hecke_orbit_code': 68753031543, 'n': 21, 'trace_an': -16}
-
id: 17297021
{'hecke_orbit_code': 68753031543, 'n': 22, 'trace_an': 0}
-
id: 17297022
{'hecke_orbit_code': 68753031543, 'n': 23, 'trace_an': 0}
-
id: 17297023
{'hecke_orbit_code': 68753031543, 'n': 24, 'trace_an': -6}
-
id: 17297024
{'hecke_orbit_code': 68753031543, 'n': 25, 'trace_an': 0}
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id: 17297025
{'hecke_orbit_code': 68753031543, 'n': 26, 'trace_an': 12}
-
id: 17297026
{'hecke_orbit_code': 68753031543, 'n': 27, 'trace_an': 0}
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id: 17297027
{'hecke_orbit_code': 68753031543, 'n': 28, 'trace_an': 0}
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id: 17297028
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