{"upper_bound_constraints": [{"parameter": "", "name": "trivial_3", "value": 3583232}, {"parameter": "", "name": "heinlein_ihringer_semidefinite_programming", "value": 15883}, {"parameter": "", "name": "HKK_theorem_3_3_i_upper_bound_A_q_6_4", "value": 15876}, {"parameter": "", "name": "cdc_upper_bound", "value": 17182}, {"parameter": "", "name": "relax_d", "value": 17178}, {"parameter": "", "name": "improved_cdc_upper_bound", "value": 17180}, {"parameter": "", "name": "special_improved_cdc_upper_bound", "value": 17178}], "known_codes": [{"nrisotypes": null, "details": "LMRD", "file": "code_5_6_4_2_LMRD_625.txt.zip", "size": 625}], "upper_bound": 15876, "classified": false, "lower_bound": 15686, "lower_bound_constraints": [{"parameter": "", "name": "trivial_2", "value": 0}, {"parameter": "", "name": "gilbert_varshamov", "value": 48}, {"parameter": "", "name": "trivial_4", "value": 2}, {"parameter": "optimal [(0, 1, 2), (0, 3, 4), (1, 3, 5), (2, 4, 5)] (if conjecture about Ferrers Diagram Rank-Metric Codes is true: 15656 with optimal [(0, 1, 2), (0, 3, 4), (1, 3, 5), (2, 4, 5)])", "name": "echelon_ferrers", "value": 15656}, {"parameter": "[(0, 1, 2), (0, 3, 4), (1, 3, 5), (2, 4, 5)]", "name": "ef_computation", "value": 15656}, {"parameter": "", "name": "HKK_theorem_3_3_i_lower_bound_A_q_6_4", "value": 15686}, {"parameter": "", "name": "cdc_lower_bound", "value": 15686}, {"parameter": "", "name": "cdc_average_argument", "value": 6}, {"parameter": "", "name": "layer_construction", "value": 15686}, {"parameter": "", "name": "improved_cdc_lower_bound", "value": 15686}], "request": [5, 6, 4], "comments": "", "equal_bound_constraints": []}