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mf_newspaces • Show schema
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{'Nk2': 416, 'analytic_conductor': 0.830444181021316, 'char_conductor': 13, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 2, 'char_parity': 1, 'char_values': [104, 2, [79, 53, 41], [2, 2, 1]], 'conrey_index': 25, 'cusp_dim': 10, 'dim': 4, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 343630938216, 'hecke_orbit_dims': [4], 'label': '104.2.f', 'level': 104, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 13], 'level_radical': 26, 'mf_dim': 18, 'mf_new_dim': 4, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 4, 'sturm_bound': 28, 'trace_bound': 0, 'trace_display': [0, -2, 0, 0], 'traces': [4, 0, -2, 0, 0, 0, 0, 0, 6, 0, 0, 0, -6, 0, 0, 0, -6, 0, 0, 0, 0, 0, 4, 0, 2, 0, -14, 0, -4, 0, 0, 0, 0, 0, -22, 0, 0, 0, 20, 0, 0, 0, 30, 0, 0, 0, 0, 0, -14, 0, -14, 0, 16, 0, 32, 0, 0, 0, 0, 0, 28, 0, 0, 0, -14, 0, 0, 0, -36, 0, 0, 0, 0, 0, 16, 0, 24, 0, -28, 0, -28, 0, 0, 0, 0, 0, -32, 0, 0, 0, -2, 0, 0, 0, -4, 0, 0, 0, 0, 0, 4, 0, -4, 0, 62, 0, -16, 0, 0, 0, 0, 0, 40, 0, 0, 0, -26, 0, 0, 0, -28, 0, 0, 0, 0, 0, -36, 0, 2, 0, -38, 0, -20, 0, 0, 0, 0, 0, 10, 0, 0, 0, 40, 0, 0, 0, 92, 0, 0, 0, 0, 0, 8, 0, -32, 0, 16, 0, 60, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 62, 0, 0, 0, -48, 0, 2, 0, 0, 0, 0, 0, -56, 0, 0, 0, -10, 0, 0, 0, -24, 0, 0, 0, 0, 0, 16, 0, 40, 0, -8, 0, -14, 0, 0, 0, 0, 0, -24, 0, 0, 0, -8, 0, 0, 0, -14, 0, 0, 0, 0, 0, -80, 0, -6, 0, -6, 0, -20, 0, 0, 0, 0, 0, 56, 0, 0, 0, 12, 0, 0, 0, 32, 0, 0, 0, 0, 0, -54, 0, -58, 0, 28, 0, 48, 0, 0, 0, 0, 0, 60, 0, 0, 0, 18, 0, 0, 0, -20, 0, 0, 0, 0, 0, 48, 0, 36, 0, 80, 0, -42, 0, 0, 0, 0, 0, -20, 0, 0, 0, -40, 0, 0, 0, -104, 0, 0, 0, 0, 0, 36, 0, 60, 0, 26, 0, -84, 0, 0, 0, 0, 0, 8, 0, 0, 0, 14, 0, 0, 0, 38, 0, 0, 0, 0, 0, -24, 0, 30, 0, -20, 0, 72, 0, 0, 0, 0, 0, 2, 0, 0, 0, 4, 0, 0, 0, 50, 0, 0, 0, 0, 0, 60, 0, -54, 0, -108, 0, 48, 0, 0, 0, 0, 0, -92, 0, 0, 0, -28, 0, 0, 0, 52, 0, 0, 0, 0, 0, 28, 0, -80, 0, 28, 0, 70, 0, 0, 0, 0, 0, 44, 0, 0, 0, -40, 0, 0, 0, -64, 0, 0, 0, 0, 0, -100, 0, 68, 0, -90, 0, -130, 0, 0, 0, 0, 0, -20, 0, 0, 0, 48, 0, 0, 0, 62, 0, 0, 0, 0, 0, -36, 0, -106, 0, 54, 0, -36, 0, 0, 0, 0, 0, 32, 0, 0, 0, 84, 0, 0, 0, 38, 0, 0, 0, 0, 0, 16, 0, 0, 0, 16, 0, 60, 0, 0, 0, 0, 0, -44, 0, 0, 0, 62, 0, 0, 0, 72, 0, 0, 0, 0, 0, 86, 0, 40, 0, 48, 0, 46, 0, 0, 0, 0, 0, -12, 0, 0, 0, -102, 0, 0, 0, -132, 0, 0, 0, 0, 0, 56, 0, 76, 0, -54, 0, -88, 0, 0, 0, 0, 0, -20, 0, 0, 0, -48, 0, 0, 0, -14, 0, 0, 0, 0, 0, -68, 0, 70, 0, 54, 0, 76, 0, 0, 0, 0, 0, 118, 0, 0, 0, -28, 0, 0, 0, -50, 0, 0, 0, 0, 0, -50, 0, 18, 0, -40, 0, -32, 0, 0, 0, 0, 0, 68, 0, 0, 0, -4, 0, 0, 0, 8, 0, 0, 0, 0, 0, -18, 0, -56, 0, 116, 0, 46, 0, 0, 0, 0, 0, 52, 0, 0, 0, -50, 0, 0, 0, -144, 0, 0, 0, 0, 0, 20, 0, -44, 0, -72, 0, -64, 0, 0, 0, 0, 0, -146, 0, 0, 0, 106, 0, 0, 0, 48, 0, 0, 0, 0, 0, -4, 0, -40, 0, 80, 0, -28, 0, 0, 0, 0, 0, -72, 0, 0, 0, 4, 0, 0, 0, 64, 0, 0, 0, 0, 0, 18, 0, -24, 0, -16, 0, 88, 0, 0, 0, 0, 0, -36, 0, 0, 0, 44, 0, 0, 0, 104, 0, 0, 0, 0, 0, -14, 0, -16, 0, -60, 0, -82, 0, 0, 0, 0, 0, -8, 0, 0, 0, -48, 0, 0, 0, -64, 0, 0, 0, 0, 0, -36, 0, -8, 0, -12, 0, -62, 0, 0, 0, 0, 0, 88, 0, 0, 0, 28, 0, 0, 0, 28, 0, 0, 0, 0, 0, -80, 0, 120, 0, -2, 0, 88, 0, 0, 0, 0, 0, 146, 0, 0, 0, 60, 0, 0, 0, 146, 0, 0, 0, 0, 0, 114, 0, 64, 0, -104, 0, 48, 0, 0, 0, 0, 0, -160, 0, 0, 0, -76, 0, 0, 0, 16, 0, 0, 0, 0, 0, 192, 0, -124, 0, -64, 0, 146, 0, 0, 0, 0, 0, -44, 0, 0, 0, -20, 0, 0, 0, -20, 0, 0, 0, 0, 0, -44, 0, 112, 0, -64, 0, 56, 0, 0, 0, 0, 0, -44, 0, 0, 0, 8, 0, 0, 0, -24, 0, 0, 0, 0, 0, -40, 0, -136, 0, -8, 0, -176, 0, 0, 0, 0, 0, 72, 0, 0, 0, -64, 0, 0, 0, -70, 0, 0, 0, 0, 0, 2, 0, -86, 0, 180, 0, -120, 0, 0, 0, 0, 0, 44, 0, 0, 0, 88, 0, 0, 0, -92, 0, 0, 0, 0, 0, -98, 0, 108, 0, 136, 0, -136, 0, 0, 0, 0, 0, 40, 0, 0, 0, 54, 0, 0, 0, -40, 0, 0, 0, 0, 0, 4, 0, -48, 0, 112, 0, -30, 0, 0, 0, 0, 0, 26, 0, 0, 0, -84, 0, 0, 0, 6, 0, 0, 0, 0, 0, -44, 0, 52, 0, -24, 0, 164, 0, 0, 0, 0, 0, -138, 0, 0, 0, -24, 0, 0, 0, 64, 0, 0, 0, 0, 0, 2, 0, -70, 0, -4, 0, 52, 0, 0, 0, 0, 0, 76, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 126781
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 25, 'conrey_indexes': [25], 'label': '104.2.f', 'level': 104, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 2, 'sub_label': '26.2.b', 'sub_level': 26, 'sub_mult': 3, 'weight': 2}
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id: 126780
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 25, 'conrey_indexes': [25], 'label': '104.2.f', 'level': 104, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 4, 'sub_label': '104.2.f', 'sub_level': 104, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 6, 'label': '104.2.f', 'level': 104, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 54124000
{'hecke_orbit_code': 343630938216, 'n': 1, 'trace_an': 4}
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id: 54124001
{'hecke_orbit_code': 343630938216, 'n': 2, 'trace_an': 0}
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id: 54124002
{'hecke_orbit_code': 343630938216, 'n': 3, 'trace_an': -2}
-
id: 54124003
{'hecke_orbit_code': 343630938216, 'n': 4, 'trace_an': 0}
-
id: 54124004
{'hecke_orbit_code': 343630938216, 'n': 5, 'trace_an': 0}
-
id: 54124005
{'hecke_orbit_code': 343630938216, 'n': 6, 'trace_an': 0}
-
id: 54124006
{'hecke_orbit_code': 343630938216, 'n': 7, 'trace_an': 0}
-
id: 54124007
{'hecke_orbit_code': 343630938216, 'n': 8, 'trace_an': 0}
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id: 54124008
{'hecke_orbit_code': 343630938216, 'n': 9, 'trace_an': 6}
-
id: 54124009
{'hecke_orbit_code': 343630938216, 'n': 10, 'trace_an': 0}
-
id: 54124010
{'hecke_orbit_code': 343630938216, 'n': 11, 'trace_an': 0}
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id: 54124011
{'hecke_orbit_code': 343630938216, 'n': 12, 'trace_an': 0}
-
id: 54124012
{'hecke_orbit_code': 343630938216, 'n': 13, 'trace_an': -6}
-
id: 54124013
{'hecke_orbit_code': 343630938216, 'n': 14, 'trace_an': 0}
-
id: 54124014
{'hecke_orbit_code': 343630938216, 'n': 15, 'trace_an': 0}
-
id: 54124015
{'hecke_orbit_code': 343630938216, 'n': 16, 'trace_an': 0}
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id: 54124016
{'hecke_orbit_code': 343630938216, 'n': 17, 'trace_an': -6}
-
id: 54124017
{'hecke_orbit_code': 343630938216, 'n': 18, 'trace_an': 0}
-
id: 54124018
{'hecke_orbit_code': 343630938216, 'n': 19, 'trace_an': 0}
-
id: 54124019
{'hecke_orbit_code': 343630938216, 'n': 20, 'trace_an': 0}
-
id: 54124020
{'hecke_orbit_code': 343630938216, 'n': 21, 'trace_an': 0}
-
id: 54124021
{'hecke_orbit_code': 343630938216, 'n': 22, 'trace_an': 0}
-
id: 54124022
{'hecke_orbit_code': 343630938216, 'n': 23, 'trace_an': 4}
-
id: 54124023
{'hecke_orbit_code': 343630938216, 'n': 24, 'trace_an': 0}
-
id: 54124024
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