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mf_newspaces • Show schema
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{'Nk2': 1512, 'analytic_conductor': 3.0183451964043986, 'char_conductor': 63, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [378, 3, [29, 325], [1, 1]], 'conrey_indexes': [37, 235], 'cusp_dim': 120, 'dim': 16, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 274911461754, 'hecke_orbit_dims': [2, 2, 6, 6], 'label': '378.2.e', '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': 168, 'mf_new_dim': 16, 'num_forms': 4, 'prim_orbit_index': 8, 'relative_dim': 8, 'sturm_bound': 144, 'trace_bound': 2, 'trace_display': [0, 0, 4, -2], 'traces': [16, 0, 0, 16, 4, 0, -2, 0, 0, 0, -4, 0, 2, -2, 0, 16, 14, 0, -4, 4, 0, 0, 2, 0, -8, 16, 0, -2, 10, 0, -4, 0, 0, 0, 14, 0, 2, 12, 0, 0, 6, 0, 2, -4, 0, -6, -12, 0, 4, 4, 0, 2, -24, 0, -12, -2, 0, 6, -44, 0, -16, -44, 0, 16, -12, 0, -28, 14, 0, -18, -52, 0, -28, 6, 0, -4, -50, 0, -40, 4, 0, 0, -16, 0, 12, -12, 0, 0, 36, 0, -16, 2, 0, -24, 68, 0, 2, 24, 0, -8, 40, 0, 2, 16, 0, 0, -18, 0, 8, -76, 0, -2, 40, 0, 0, 10, 0, -12, 4, 0, 4, -8, 0, -4, 24, 0, -28, 0, 0, -24, 34, 0, 50, 8, 0, 0, -38, 0, -16, 14, 0, -24, -18, 0, 30, 44, 0, 2, -12, 0, 38, 12, 0, 24, 96, 0, 32, -44, 0, 0, 52, 0, -16, 6, 0, -6, -38, 0, 6, -34, 0, 2, -44, 0, 40, -4, 0, -12, -24, 0, 68, -74, 0, -6, -40, 0, 36, -12, 0, 0, 72, 0, 32, 56, 0, 4, -28, 0, 50, 4, 0, 24, -124, 0, 72, 24, 0, 2, -26, 0, 26, -24, 0, -18, -16, 0, 14, 8, 0, -12, 96, 0, -16, -2, 0, 12, -6, 0, -4, 62, 0, 6, 20, 0, -6, -44, 0, 18, 60, 0, 32, 40, 0, -16, 88, 0, 28, -44, 0, 60, 84, 0, 48, 88, 0, 16, 0, 0, -100, -12, 0, 0, -36, 0, -30, 62, 0, -28, 40, 0, 14, 14, 0, -12, -8, 0, -16, 50, 0, -18, -4, 0, -76, -52, 0, 0, 24, 0, -26, 16, 0, -28, -54, 0, -18, 6, 0, -6, -12, 0, -46, -10, 0, -4, -66, 0, -148, -50, 0, -6, 112, 0, -16, -156, 0, -40, -144, 0, -12, 4, 0, 36, -92, 0, -16, 78, 0, 0, -54, 0, 32, -16, 0, -24, -74, 0, -52, -28, 0, 12, 6, 0, 40, -12, 0, 84, 36, 0, 20, 18, 0, 0, 12, 0, -18, 36, 0, -30, -14, 0, -24, -80, 0, -16, -8, 0, -76, 2, 0, 48, 24, 0, -70, -80, 0, -24, 48, 0, -28, 68, 0, 0, -70, 0, 0, 72, 0, 2, -62, 0, 84, 24, 0, 72, -30, 0, -100, 72, 0, -8, 66, 0, -44, 40, 0, -12, -32, 0, -76, -144, 0, 2, -46, 0, 78, 16, 0, 60, -42, 0, 20, -30, 0, 0, 112, 0, -88, -18, 0, 72, -12, 0, 44, -68, 0, 8, -80, 0, -64, -76, 0, 84, -4, 0, -12, 60, 0, -2, -116, 0, -78, 40, 0, -66, -18, 0, -148, 38, 0, 0, 10, 0, -22, 10, 0, 12, -62, 0, -118, -54, 0, -12, 160, 0, 2, 4, 0, -24, -70, 0, 34, 72, 0, 4, 88, 0, 50, -8, 0, 0, 24, 0, 12, 68, 0, -4, 172, 0, 38, 24, 0, -84, 240, 0, -48, 76, 0, -28, -30, 0, 164, 0, 0, -12, -70, 0, 18, 98, 0, -24, 60, 0, 56, 34, 0, 48, 12, 0, 28, 24, 0, 50, -36, 0, 264, 8, 0, 18, 62, 0, -4, -20, 0, 0, -38, 0, 44, -38, 0, 30, 164, 0, 110, -48, 0, -16, -50, 0, 244, 14, 0, -24, 128, 0, -12, -184, 0, -24, -180, 0, 68, -18, 0, -24, 16, 0, 140, 64, 0, 30, 52, 0, 96, 44, 0, 54, -52, 0, 76, -20, 0, 2, -84, 0, 90, -12, 0, -12, -24, 0, -40, -4, 0, 38, -4, 0, 26, 12, 0, 36, 30, 0, 26, -64, 0, 24, -100, 0, 74, 96, 0, 0, 42, 0, 52, 8, 0, 32, 64, 0, 20, -44, 0, 60, -90, 0, -136, 104, 0, 0, -10, 0, -64, 52, 0, -48, -126, 0, 6, 82, 0, -16, 132, 0, 12, 6, 0, -132, 26, 0, -64, -192, 0, -6, -200, 0, -18, -38, 0, -54, -90, 0, -76, -20, 0, 6, 132, 0, -16, -34, 0, -96, -60, 0, -204, -122, 0, 2, -48, 0, 164, -44, 0, -168, 28, 0, -36, 14, 0, 40, 184, 0, -14, -4, 0, 0, 26, 0, 104, -22, 0, -12, -78, 0, -114, -24, 0, -6, -120, 0, 32, -84, 0, 68, 68, 0, 74, -74, 0, -18, -98, 0, 26, 96, 0, -6, 140, 0, -88, -40, 0, -102, 84, 0, -96, 80, 0, 36, 114, 0, -136, -12, 0, -96, 256, 0, -64, 44, 0, 0, -58, 0, -4, 72, 0, 36, 96, 0, -4, 160, 0, 32, -44, 0, -58, 56, 0, -24, -108, 0, -48, -14, 0, 4, -64, 0, -136, -28, 0, -24, -46, 0, 46, 34, 0, 50, -24, 0, -36, 4, 0, -24, 176, 0, -24, -34, 0, 24, -26, 0, -52, -124, 0, 36, 332, 0, -32, -96, 0, 72, -40, 0, -52, 24, 0, -78, 12, 0, -100, 44, 0, 2, -106, 0, -252, -26, 0, -12, -160, 0, -32, -98, 0, 26, -160, 0, -26, -24, 0, -192, -104, 0, -118, -44, 0, -18, -18, 0, -64, -16, 0, 12, -2, 0, -54, -72, 0, 14, -78, 0, 52, 8, 0, -96, -36, 0, 86, 40, 0, -12, -60, 0, 8, 96, 0, -168, -186, 0, 14, 60, 0, -16, -54, 0, 54, -2, 0, -48, -90, 0, 72, 42, 0, 12, 168, 0, 68, -6, 0, 204, -36, 0, 204, -208, 0, -4, -220, 0, -70, 62, 0, -24, -168, 0, 44, -22, 0, 6, 168, 0, 38, 20, 0, -6, 88, 0, 32, -30, 0, -6, -56, 0, 72, -44, 0, -48, 88, 0, 172, 26, 0, 18, 8, 0, 168, 60, 0, 60, 50, 0, 192, -52, 0, 32, -46, 0, 128, 40, 0, -18, -18, 0, 68, 12, 0, -16, 132, 0, 96, 88, 0, 96, -150, 0, -150, 74, 0, 28, 4, 0, 62, -44, 0, 84, -10, 0, 92, -10, 0, 60], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 198624
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [37, 235], 'label': '378.2.e', 'level': 378, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_indexes': [25, 58], 'sub_dim': 12, 'sub_label': '63.2.h', 'sub_level': 63, 'sub_mult': 4, 'weight': 2}
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id: 198621
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [37, 235], 'label': '378.2.e', 'level': 378, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [25, 121], 'sub_dim': 16, 'sub_label': '126.2.e', 'sub_level': 126, 'sub_mult': 2, 'weight': 2}
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id: 198622
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [37, 235], 'label': '378.2.e', 'level': 378, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_indexes': [37, 46], 'sub_dim': 12, 'sub_label': '189.2.h', 'sub_level': 189, 'sub_mult': 2, 'weight': 2}
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id: 198623
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [37, 235], 'label': '378.2.e', 'level': 378, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [37, 235], 'sub_dim': 16, 'sub_label': '378.2.e', 'sub_level': 378, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '378.2.e', 'level': 378, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 45439000
{'hecke_orbit_code': 274911461754, 'n': 1, 'trace_an': 16}
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id: 45439001
{'hecke_orbit_code': 274911461754, 'n': 2, 'trace_an': 0}
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id: 45439002
{'hecke_orbit_code': 274911461754, 'n': 3, 'trace_an': 0}
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id: 45439003
{'hecke_orbit_code': 274911461754, 'n': 4, 'trace_an': 16}
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id: 45439004
{'hecke_orbit_code': 274911461754, 'n': 5, 'trace_an': 4}
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id: 45439005
{'hecke_orbit_code': 274911461754, 'n': 6, 'trace_an': 0}
-
id: 45439006
{'hecke_orbit_code': 274911461754, 'n': 7, 'trace_an': -2}
-
id: 45439007
{'hecke_orbit_code': 274911461754, 'n': 8, 'trace_an': 0}
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id: 45439008
{'hecke_orbit_code': 274911461754, 'n': 9, 'trace_an': 0}
-
id: 45439009
{'hecke_orbit_code': 274911461754, 'n': 10, 'trace_an': 0}
-
id: 45439010
{'hecke_orbit_code': 274911461754, 'n': 11, 'trace_an': -4}
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id: 45439011
{'hecke_orbit_code': 274911461754, 'n': 12, 'trace_an': 0}
-
id: 45439012
{'hecke_orbit_code': 274911461754, 'n': 13, 'trace_an': 2}
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id: 45439013
{'hecke_orbit_code': 274911461754, 'n': 14, 'trace_an': -2}
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id: 45439014
{'hecke_orbit_code': 274911461754, 'n': 15, 'trace_an': 0}
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id: 45439015
{'hecke_orbit_code': 274911461754, 'n': 16, 'trace_an': 16}
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id: 45439016
{'hecke_orbit_code': 274911461754, 'n': 17, 'trace_an': 14}
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id: 45439017
{'hecke_orbit_code': 274911461754, 'n': 18, 'trace_an': 0}
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id: 45439018
{'hecke_orbit_code': 274911461754, 'n': 19, 'trace_an': -4}
-
id: 45439019
{'hecke_orbit_code': 274911461754, 'n': 20, 'trace_an': 4}
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id: 45439020
{'hecke_orbit_code': 274911461754, 'n': 21, 'trace_an': 0}
-
id: 45439021
{'hecke_orbit_code': 274911461754, 'n': 22, 'trace_an': 0}
-
id: 45439022
{'hecke_orbit_code': 274911461754, 'n': 23, 'trace_an': 2}
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id: 45439023
{'hecke_orbit_code': 274911461754, 'n': 24, 'trace_an': 0}
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id: 45439024
{'hecke_orbit_code': 274911461754, 'n': 25, 'trace_an': -8}
-
id: 45439025
{'hecke_orbit_code': 274911461754, 'n': 26, 'trace_an': 16}
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id: 45439026
{'hecke_orbit_code': 274911461754, 'n': 27, 'trace_an': 0}
-
id: 45439027
{'hecke_orbit_code': 274911461754, 'n': 28, 'trace_an': -2}
-
id: 45439028
{'hecke_orbit_code': 274911461754, 'n': 29, 'trace_an': 10}
-
id: 45439029
{'hecke_orbit_code': 274911461754, 'n': 30, 'trace_an': 0}
-
id: 45439030
{'hecke_orbit_code': 274911461754, 'n': 31, 'trace_an': -4}
-
id: 45439031
{'hecke_orbit_code': 274911461754, 'n': 32, 'trace_an': 0}
-
id: 45439032
{'hecke_orbit_code': 274911461754, 'n': 33, 'trace_an': 0}
-
id: 45439033
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