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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1]], 2, 2], [[[2, 1], [3, -1], [7, -1]], 1, 1], [[[2, 1], [3, -1], [7, 1]], 1, 1], [[[2, -1], [3, 1], [7, 1]], 2, 2], [[[2, 1], [3, 1], [7, -1]], 1, 1], [[[2, 1], [3, 1], [7, 1]], 1, 1]], 'ALdims': [1, 1, 1, 1, 2, 0, 0, 2], 'Nk2': 1512, 'analytic_conductor': 3.0183451964043986, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [378, 1, [29, 325], [1, 1]], 'conrey_index': 1, 'cusp_dim': 61, 'dim': 8, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 17], 'hecke_orbit_code': 33554810, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1], 'label': '378.2.a', 'level': 378, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 84, 'mf_new_dim': 8, 'num_forms': 8, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 8, 'sturm_bound': 144, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [8, 0, 0, 8, 0, 0, 0, 0, 0, 16, 0, 0, 8, 0, 0, 8, 0, 0, -8, 0, 0, -4, 0, 0, 12, 0, 0, 0, 0, 0, -16, 0, 0, 8, 0, 0, 4, 0, 0, 16, 0, 0, -20, 0, 0, -16, 0, 0, 8, 0, 0, 8, 0, 0, -40, 0, 0, 4, 0, 0, -16, 0, 0, 8, 0, 0, -36, 0, 0, -4, 0, 0, -24, 0, 0, -8, 0, 0, -40, 0, 0, 0, 0, 0, -16, 0, 0, -4, 0, 0, -4, 0, 0, -24, 0, 0, 48, 0, 0, 12, 0, 0, 16, 0, 0, -12, 0, 0, 36, 0, 0, 0, 0, 0, 8, 0, 0, -32, 0, 0, 12, 0, 0, -16, 0, 0, 80, 0, 0, 0, 0, 0, -12, 0, 0, 8, 0, 0, 0, 0, 0, -40, 0, 0, 16, 0, 0, 4, 0, 0, 0, 0, 0, -8, 0, 0, 88, 0, 0, 16, 0, 0, -20, 0, 0, -40, 0, 0, -4, 0, 0, -20, 0, 0, -16, 0, 0, -24, 0, 0, 8, 0, 0, -16, 0, 0, 40, 0, 0, -28, 0, 0, 28, 0, 0, 8, 0, 0, -32, 0, 0, 40, 0, 0, 84, 0, 0, 8, 0, 0, -44, 0, 0, 48, 0, 0, 56, 0, 0, -40, 0, 0, 40, 0, 0, 40, 0, 0, 48, 0, 0, 4, 0, 0, -72, 0, 0, 28, 0, 0, 40, 0, 0, -16, 0, 0, 88, 0, 0, 24, 0, 0, -20, 0, 0, 8, 0, 0, -24, 0, 0, 16, 0, 0, -120, 0, 0, -36, 0, 0, 8, 0, 0, 88, 0, 0, 28, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, -24, 0, 0, -32, 0, 0, 12, 0, 0, -24, 0, 0, -8, 0, 0, 48, 0, 0, -60, 0, 0, -144, 0, 0, -40, 0, 0, 32, 0, 0, -8, 0, 0, -16, 0, 0, 0, 0, 0, -164, 0, 0, 64, 0, 0, 56, 0, 0, -16, 0, 0, 0, 0, 0, -8, 0, 0, -24, 0, 0, -4, 0, 0, -136, 0, 0, 24, 0, 0, -36, 0, 0, -4, 0, 0, 16, 0, 0, -16, 0, 0, -108, 0, 0, -24, 0, 0, -72, 0, 0, 12, 0, 0, 4, 0, 0, 48, 0, 0, -8, 0, 0, 104, 0, 0, -40, 0, 0, 12, 0, 0, -44, 0, 0, -16, 0, 0, -32, 0, 0, 16, 0, 0, -40, 0, 0, 16, 0, 0, -52, 0, 0, -12, 0, 0, 8, 0, 0, 8, 0, 0, -56, 0, 0, 36, 0, 0, 152, 0, 0, -60, 0, 0, -132, 0, 0, 0, 0, 0, -192, 0, 0, 24, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, -16, 0, 0, -32, 0, 0, -32, 0, 0, -24, 0, 0, 96, 0, 0, 88, 0, 0, 12, 0, 0, 184, 0, 0, 16, 0, 0, -16, 0, 0, -16, 0, 0, 24, 0, 0, -48, 0, 0, 88, 0, 0, 80, 0, 0, 40, 0, 0, 192, 0, 0, 144, 0, 0, 0, 0, 0, 88, 0, 0, 24, 0, 0, 0, 0, 0, -12, 0, 0, 192, 0, 0, 16, 0, 0, -124, 0, 0, 8, 0, 0, 128, 0, 0, -152, 0, 0, -40, 0, 0, 0, 0, 0, 136, 0, 0, -64, 0, 0, 40, 0, 0, -40, 0, 0, -4, 0, 0, 12, 0, 0, -72, 0, 0, 16, 0, 0, 264, 0, 0, 0, 0, 0, -68, 0, 0, 4, 0, 0, 88, 0, 0, -120, 0, 0, -80, 0, 0, 0, 0, 0, 104, 0, 0, 0, 0, 0, 92, 0, 0, -8, 0, 0, 0, 0, 0, -8, 0, 0, 96, 0, 0, 88, 0, 0, 112, 0, 0, 48, 0, 0, 8, 0, 0, 16, 0, 0, -104, 0, 0, -104, 0, 0, -136, 0, 0, -20, 0, 0, 16, 0, 0, -24, 0, 0, -24, 0, 0, -40, 0, 0, 44, 0, 0, 16, 0, 0, 4, 0, 0, -4, 0, 0, 16, 0, 0, -48, 0, 0, 136, 0, 0, -20, 0, 0, -200, 0, 0, -36, 0, 0, -48, 0, 0, -16, 0, 0, 104, 0, 0, -72, 0, 0, -116, 0, 0, -24, 0, 0, -24, 0, 0, 4, 0, 0, -48, 0, 0, 8, 0, 0, -72, 0, 0, -104, 0, 0, -64, 0, 0, -16, 0, 0, 32, 0, 0, -24, 0, 0, -48, 0, 0, 40, 0, 0, 32, 0, 0, -24, 0, 0, 32, 0, 0, -28, 0, 0, -56, 0, 0, 32, 0, 0, 0, 0, 0, 28, 0, 0, -136, 0, 0, -56, 0, 0, -20, 0, 0, 8, 0, 0, 128, 0, 0, -96, 0, 0, -200, 0, 0, -32, 0, 0, 0, 0, 0, -48, 0, 0, 28, 0, 0, 40, 0, 0, -96, 0, 0, 76, 0, 0, 200, 0, 0, 84, 0, 0, -24, 0, 0, 44, 0, 0, -96, 0, 0, 8, 0, 0, 64, 0, 0, -120, 0, 0, -180, 0, 0, -44, 0, 0, -64, 0, 0, -152, 0, 0, 16, 0, 0, 48, 0, 0, -80, 0, 0, -36, 0, 0, 76, 0, 0, 56, 0, 0, -56, 0, 0, -80, 0, 0, -24, 0, 0, -40, 0, 0, -20, 0, 0, 68, 0, 0, 80, 0, 0, 40, 0, 0, 96, 0, 0, -8, 0, 0, 48, 0, 0, 40, 0, 0, -64, 0, 0, -48, 0, 0, -8, 0, 0, 48, 0, 0, -48, 0, 0, -80, 0, 0, -72, 0, 0, 4, 0, 0, -8, 0, 0, -32, 0, 0, -8, 0, 0, -72, 0, 0, 168, 0, 0, -128, 0, 0, -80, 0, 0, 28, 0, 0, 0, 0, 0, 200, 0, 0, 176, 0, 0, 40, 0, 0, -200, 0, 0, 16, 0, 0, 40, 0, 0, -16, 0, 0, 24, 0, 0, 108, 0, 0, 296, 0, 0, 88, 0, 0, 16, 0, 0, 40, 0, 0, 88, 0, 0, 24], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 198609
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '378.2.a', 'level': 378, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 4, 'weight': 2}
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id: 198611
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '378.2.a', 'level': 378, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 6, 'weight': 2}
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id: 198612
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '378.2.a', 'level': 378, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '27.2.a', 'sub_level': 27, 'sub_mult': 4, 'weight': 2}
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id: 198614
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '378.2.a', 'level': 378, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '42.2.a', 'sub_level': 42, 'sub_mult': 3, 'weight': 2}
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id: 198615
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '378.2.a', 'level': 378, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '54.2.a', 'sub_level': 54, 'sub_mult': 2, 'weight': 2}
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id: 198616
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '378.2.a', 'level': 378, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '63.2.a', 'sub_level': 63, 'sub_mult': 4, 'weight': 2}
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id: 198608
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '378.2.a', 'level': 378, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '126.2.a', 'sub_level': 126, 'sub_mult': 2, 'weight': 2}
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id: 198610
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '378.2.a', 'level': 378, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '189.2.a', 'sub_level': 189, 'sub_mult': 2, 'weight': 2}
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id: 198613
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '378.2.a', 'level': 378, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '378.2.a', 'sub_level': 378, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '378.2.a', 'level': 378, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 359000
{'hecke_orbit_code': 33554810, 'n': 1, 'trace_an': 8}
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id: 359001
{'hecke_orbit_code': 33554810, 'n': 2, 'trace_an': 0}
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id: 359002
{'hecke_orbit_code': 33554810, 'n': 3, 'trace_an': 0}
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id: 359003
{'hecke_orbit_code': 33554810, 'n': 4, 'trace_an': 8}
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id: 359004
{'hecke_orbit_code': 33554810, 'n': 5, 'trace_an': 0}
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id: 359005
{'hecke_orbit_code': 33554810, 'n': 6, 'trace_an': 0}
-
id: 359006
{'hecke_orbit_code': 33554810, 'n': 7, 'trace_an': 0}
-
id: 359007
{'hecke_orbit_code': 33554810, 'n': 8, 'trace_an': 0}
-
id: 359008
{'hecke_orbit_code': 33554810, 'n': 9, 'trace_an': 0}
-
id: 359009
{'hecke_orbit_code': 33554810, 'n': 10, 'trace_an': 16}
-
id: 359010
{'hecke_orbit_code': 33554810, 'n': 11, 'trace_an': 0}
-
id: 359011
{'hecke_orbit_code': 33554810, 'n': 12, 'trace_an': 0}
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id: 359012
{'hecke_orbit_code': 33554810, 'n': 13, 'trace_an': 8}
-
id: 359013
{'hecke_orbit_code': 33554810, 'n': 14, 'trace_an': 0}
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id: 359014
{'hecke_orbit_code': 33554810, 'n': 15, 'trace_an': 0}
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id: 359015
{'hecke_orbit_code': 33554810, 'n': 16, 'trace_an': 8}
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id: 359016
{'hecke_orbit_code': 33554810, 'n': 17, 'trace_an': 0}
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id: 359017
{'hecke_orbit_code': 33554810, 'n': 18, 'trace_an': 0}
-
id: 359018
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