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mf_newspaces • Show schema
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{'ALdims': [26, 34, 22, 36], 'Nk2': 36864, 'analytic_conductor': 135.94040065322636, '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': [2304, 1, [1279, 2053, 1793], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1104, 'dim': 118, 'eis_dim': 96, 'eis_new_dim': 4, 'hecke_cutter_primes': [5, 7, 11, 13, 17, 19], 'hecke_orbit_code': 67111168, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 8], 'label': '2304.4.a', 'level': 2304, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 1200, 'mf_new_dim': 122, 'num_forms': 56, 'plus_dim': 62, 'prim_orbit_index': 1, 'relative_dim': 118, 'sturm_bound': 1536, 'trace_bound': 19, 'trace_display': [0, 0, 0, 0], 'traces': [118, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 2754, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 3750, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1472, 0, 0, 0, 0, 0, 0, 0, 276, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 172, 0, 0, 0, 0, 0, 0, 0, 3164, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2156, 0, 0, 0, 0, 0, 0, 0, 9142, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2044, 0, 0, 0, 0, 0, 0, 0, 3360, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2496, 0, 0, 0, 0, 0, 0, 0, 25970, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -9024, 0, 0, 0, 0, 0, 0, 0, 4188, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -9000, 0, 0, 0, 0, 0, 0, 0, 16064, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 15116, 0, 0, 0, 0, 0, 0, 0, 15164, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 10484, 0, 0, 0, 0, 0, 0, 0, 13728, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 15532, 0, 0, 0, 0, 0, 0, 0, 40578, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 30144, 0, 0, 0, 0, 0, 0, 0, 26596, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 39360, 0, 0, 0, 0, 0, 0, 0, 44428, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 10420, 0, 0, 0, 0, 0, 0, 0, 21734, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 39808, 0, 0, 0, 0, 0, 0, 0, 34688, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 76996, 0, 0, 0, 0, 0, 0, 0, 35812, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12532, 0, 0, 0, 0, 0, 0, 0, 42620, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40484, 0, 0, 0, 0, 0, 0, 0, 49796, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40776, 0, 0, 0, 0, 0, 0, 0, 20320, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -26688, 0, 0, 0, 0, 0, 0, 0, -24032, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -55940, 0, 0, 0, 0, 0, 0, 0, -23482, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -66496, 0, 0, 0, 0, 0, 0, 0, 36672, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -135140, 0, 0, 0, 0, 0, 0, 0, 15788, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -67756, 0, 0, 0, 0, 0, 0, 0, -66764, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 80332, 0, 0, 0, 0, 0, 0, 0, 116870, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -54428, 0, 0, 0, 0, 0, 0, 0, 25720, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -83328, 0, 0, 0, 0, 0, 0, 0, 74076, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 54400, 0, 0, 0, 0, 0, 0, 0, 62632, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 10176, 0, 0, 0, 0, 0, 0, 0, -37440, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 81432, 0, 0, 0, 0, 0, 0, 0, -110752, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 34076, 0, 0, 0, 0, 0, 0, 0, -92452, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 35904, 0, 0, 0, 0, 0, 0, 0, -45856, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -109636, 0, 0, 0, 0, 0, 0, 0, -168408, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -73756, 0, 0, 0, 0, 0, 0, 0, -75246, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -40612, 0, 0, 0, 0, 0, 0, 0, -225696, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -181996, 0, 0, 0, 0, 0, 0, 0, -110528, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 241088, 0, 0, 0, 0, 0, 0, 0, -139224, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -230108, 0, 0, 0, 0, 0, 0, 0, -16172, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -191012, 0, 0, 0, 0, 0, 0, 0, -222218, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5828, 0, 0, 0, 0, 0, 0, 0, -262752, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 632014
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '6.4.a', 'sub_level': 6, 'sub_mult': 16, 'weight': 4}
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id: 632015
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.4.a', 'sub_level': 8, 'sub_mult': 18, 'weight': 4}
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id: 632016
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '9.4.a', 'sub_level': 9, 'sub_mult': 9, 'weight': 4}
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id: 631995
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '12.4.a', 'sub_level': 12, 'sub_mult': 14, 'weight': 4}
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id: 631998
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '16.4.a', 'sub_level': 16, 'sub_mult': 15, 'weight': 4}
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id: 631999
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '18.4.a', 'sub_level': 18, 'sub_mult': 8, 'weight': 4}
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id: 632002
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.4.a', 'sub_level': 24, 'sub_mult': 12, 'weight': 4}
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id: 632005
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '32.4.a', 'sub_level': 32, 'sub_mult': 12, 'weight': 4}
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id: 632006
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.4.a', 'sub_level': 36, 'sub_mult': 7, 'weight': 4}
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id: 632008
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '48.4.a', 'sub_level': 48, 'sub_mult': 10, 'weight': 4}
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id: 632010
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '64.4.a', 'sub_level': 64, 'sub_mult': 9, 'weight': 4}
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id: 632011
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '72.4.a', 'sub_level': 72, 'sub_mult': 6, 'weight': 4}
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id: 632013
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '96.4.a', 'sub_level': 96, 'sub_mult': 8, 'weight': 4}
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id: 631996
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '128.4.a', 'sub_level': 128, 'sub_mult': 6, 'weight': 4}
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id: 631997
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '144.4.a', 'sub_level': 144, 'sub_mult': 5, 'weight': 4}
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id: 632000
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '192.4.a', 'sub_level': 192, 'sub_mult': 6, 'weight': 4}
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id: 632003
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 22, 'sub_label': '256.4.a', 'sub_level': 256, 'sub_mult': 3, 'weight': 4}
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id: 632004
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '288.4.a', 'sub_level': 288, 'sub_mult': 4, 'weight': 4}
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id: 632007
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 24, 'sub_label': '384.4.a', 'sub_level': 384, 'sub_mult': 4, 'weight': 4}
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id: 632009
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 29, 'sub_label': '576.4.a', 'sub_level': 576, 'sub_mult': 3, 'weight': 4}
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id: 632012
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 48, 'sub_label': '768.4.a', 'sub_level': 768, 'sub_mult': 2, 'weight': 4}
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id: 631994
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 60, 'sub_label': '1152.4.a', 'sub_level': 1152, 'sub_mult': 2, 'weight': 4}
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id: 632001
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2304.4.a', 'level': 2304, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 118, 'sub_label': '2304.4.a', 'sub_level': 2304, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '2304.4.a', 'level': 2304, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 12281000
{'hecke_orbit_code': 67111168, 'n': 1, 'trace_an': 118}
-
id: 12281001
{'hecke_orbit_code': 67111168, 'n': 2, 'trace_an': 0}
-
id: 12281002
{'hecke_orbit_code': 67111168, 'n': 3, 'trace_an': 0}
-
id: 12281003
{'hecke_orbit_code': 67111168, 'n': 4, 'trace_an': 0}
-
id: 12281004
{'hecke_orbit_code': 67111168, 'n': 5, 'trace_an': 0}
-
id: 12281005
{'hecke_orbit_code': 67111168, 'n': 6, 'trace_an': 0}
-
id: 12281006
{'hecke_orbit_code': 67111168, 'n': 7, 'trace_an': 0}
-
id: 12281007
{'hecke_orbit_code': 67111168, 'n': 8, 'trace_an': 0}
-
id: 12281008
{'hecke_orbit_code': 67111168, 'n': 9, 'trace_an': 0}
-
id: 12281009
{'hecke_orbit_code': 67111168, 'n': 10, 'trace_an': 0}
-
id: 12281010
{'hecke_orbit_code': 67111168, 'n': 11, 'trace_an': 0}
-
id: 12281011
{'hecke_orbit_code': 67111168, 'n': 12, 'trace_an': 0}
-
id: 12281012
{'hecke_orbit_code': 67111168, 'n': 13, 'trace_an': 0}
-
id: 12281013
{'hecke_orbit_code': 67111168, 'n': 14, 'trace_an': 0}
-
id: 12281014
{'hecke_orbit_code': 67111168, 'n': 15, 'trace_an': 0}
-
id: 12281015
{'hecke_orbit_code': 67111168, 'n': 16, 'trace_an': 0}
-
id: 12281016
{'hecke_orbit_code': 67111168, 'n': 17, 'trace_an': 4}
-
id: 12281017
{'hecke_orbit_code': 67111168, 'n': 18, 'trace_an': 0}
-
id: 12281018
{'hecke_orbit_code': 67111168, 'n': 19, 'trace_an': 0}
-
id: 12281019
{'hecke_orbit_code': 67111168, 'n': 20, 'trace_an': 0}
-
id: 12281020
{'hecke_orbit_code': 67111168, 'n': 21, 'trace_an': 0}
-
id: 12281021
{'hecke_orbit_code': 67111168, 'n': 22, 'trace_an': 0}
-
id: 12281022
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