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              "scale": 1.0
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            "variables": {
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              "scale": 1.0
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              "verifier": {
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          "unit": "iterations",
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          "raw_diagnostics": "adapter.version=1.0.0+highs.1.11.0\nnative.version=1.11.0\nnative.githash=n/a\nnative.archive_sha256=2b44b074cf41439325ce4d0bbdac2d51379f56faf17ba15320a410d3c1f07275\nprogram.problem=html01-literals\nprogram.id=contradictory-rows\noptions.solver=simplex\noptions.presolve=off\noptions.parallel=off\noptions.threads=1\noptions.random_seed=0\noptions.allow_unbounded_or_infeasible=false\noptions.log_to_console=true\nlogging.destination=callback\noptions.absolute_tolerance=1e-08\nresidual.relative_tolerance=1e-08\noptions.small_matrix_value=1e-12\noptions.infinite_bound=inf\noptions.infinite_cost=inf\noptions.large_matrix_value=inf\noptions.iteration_limit=2147483647\noptions.time_limit=inf\nmodel.reused=false\nnative.load_status=0\nnative_run=true\nnative.call_status=0\nnative.call_status_name=OK\nnative.model_status=8\nnative.model_status_name=Infeasible\nstop=none\nnative.info=available\nnative.objective=0\nnative.primal_infeasibility=1\nnative.dual_infeasibility=0\nnative.simplex_iterations=1\noriginal.objective=0\ncomplementarity=unavailable\ncertificates=unavailable\nbasis=unavailable\nnative.log:\nRunning HiGHS 1.11.0 (git hash: n/a): Copyright (c) 2025 HiGHS under MIT licence terms\nLP   has 2 rows; 1 cols; 2 nonzeros\nCoefficient ranges:\n  Matrix [1e+00, 1e+00]\n  Cost   [0e+00, 0e+00]\n  Bound  [0e+00, 0e+00]\n  RHS    [1e+00, 1e+00]\nSolving LP without presolve, or with basis, or unconstrained\nUsing EKK dual simplex solver - serial\n  Iteration        Objective     Infeasibilities num(sum)\n          0     0.0000000000e+00 Pr: 1(1); Du: 0(7.70355e-13) 0s\n          1     5.0487097934e-29 0s\nWARNING: LP solution KKT conditions\nnum/max      1 /        1 (relative      1 /      0.5) primal infeasibilities     (tolerance = 1e-08)\nnum/max      0 /        0 (relative      0 /        0)   dual infeasibilities     (tolerance = 1e-08)\n                                         0 / 5.05e-29  P-D objective error        (tolerance = 1e-07)\nModel status        : Infeasible\nSimplex   iterations: 1\nObjective value     :  0.0000000000e+00\nP-D objective error :  5.0487097934e-29\nHiGHS run time      :          0.00\n"
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          "value": 1,
          "unit": "iterations",
          "scope": "public_run"
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      },
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              "verifier": {
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          "dual_residuals": {
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                "program": "offset-triangle"
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              "verifier": {
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                "version": "1"
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          "raw_diagnostics": "adapter.version=1.0.0+highs.1.11.0\nnative.version=1.11.0\nnative.githash=n/a\nnative.archive_sha256=2b44b074cf41439325ce4d0bbdac2d51379f56faf17ba15320a410d3c1f07275\nprogram.problem=html01-literals\nprogram.id=offset-triangle\noptions.solver=simplex\noptions.presolve=off\noptions.parallel=off\noptions.threads=1\noptions.random_seed=0\noptions.allow_unbounded_or_infeasible=false\noptions.log_to_console=true\nlogging.destination=callback\noptions.absolute_tolerance=1e-08\nresidual.relative_tolerance=1e-08\noptions.small_matrix_value=1e-12\noptions.infinite_bound=inf\noptions.infinite_cost=inf\noptions.large_matrix_value=inf\noptions.iteration_limit=2147483647\noptions.time_limit=inf\nmodel.reused=false\nnative.load_status=0\nnative_run=true\nnative.call_status=0\nnative.call_status_name=OK\nnative.model_status=7\nnative.model_status_name=Optimal\nstop=none\nnative.info=available\nnative.objective=5\nnative.primal_infeasibility=0\nnative.dual_infeasibility=0\nnative.simplex_iterations=1\noriginal.objective=5\ncomplementarity=unavailable\ncertificates=unavailable\nbasis=unavailable\nnative.log:\nRunning HiGHS 1.11.0 (git hash: n/a): Copyright (c) 2025 HiGHS under MIT licence terms\nLP   has 1 rows; 2 cols; 2 nonzeros\nCoefficient ranges:\n  Matrix [1e+00, 1e+00]\n  Cost   [1e+00, 2e+00]\n  Bound  [0e+00, 0e+00]\n  RHS    [1e+00, 1e+00]\nSolving LP without presolve, or with basis, or unconstrained\nUsing EKK dual simplex solver - serial\n  Iteration        Objective     Infeasibilities num(sum)\n          0    -2.9999971925e+00 Ph1: 1(2); Du: 2(3) 0s\n          1     5.0000000000e+00 Pr: 0(0) 0s\nModel status        : Optimal\nSimplex   iterations: 1\nObjective value     :  5.0000000000e+00\nP-D objective error :  0.0000000000e+00\nHiGHS run time      :          0.00\n"
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        "native_iterations": {
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          "value": 1,
          "unit": "iterations",
          "scope": "public_run"
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      },
      {
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        "round": 4,
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        "purpose": "measurement",
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          "problem": "html01-literals",
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          "raw_diagnostics": "adapter.version=1.0.0+highs.1.11.0\nnative.version=1.11.0\nnative.githash=n/a\nnative.archive_sha256=2b44b074cf41439325ce4d0bbdac2d51379f56faf17ba15320a410d3c1f07275\nprogram.problem=html01-literals\nprogram.id=contradictory-rows\noptions.solver=simplex\noptions.presolve=off\noptions.parallel=off\noptions.threads=1\noptions.random_seed=0\noptions.allow_unbounded_or_infeasible=false\noptions.log_to_console=true\nlogging.destination=callback\noptions.absolute_tolerance=1e-08\nresidual.relative_tolerance=1e-08\noptions.small_matrix_value=1e-12\noptions.infinite_bound=inf\noptions.infinite_cost=inf\noptions.large_matrix_value=inf\noptions.iteration_limit=2147483647\noptions.time_limit=inf\nmodel.reused=false\nnative.load_status=0\nnative_run=true\nnative.call_status=0\nnative.call_status_name=OK\nnative.model_status=8\nnative.model_status_name=Infeasible\nstop=none\nnative.info=available\nnative.objective=0\nnative.primal_infeasibility=1\nnative.dual_infeasibility=0\nnative.simplex_iterations=1\noriginal.objective=0\ncomplementarity=unavailable\ncertificates=unavailable\nbasis=unavailable\nnative.log:\nRunning HiGHS 1.11.0 (git hash: n/a): Copyright (c) 2025 HiGHS under MIT licence terms\nLP   has 2 rows; 1 cols; 2 nonzeros\nCoefficient ranges:\n  Matrix [1e+00, 1e+00]\n  Cost   [0e+00, 0e+00]\n  Bound  [0e+00, 0e+00]\n  RHS    [1e+00, 1e+00]\nSolving LP without presolve, or with basis, or unconstrained\nUsing EKK dual simplex solver - serial\n  Iteration        Objective     Infeasibilities num(sum)\n          0     0.0000000000e+00 Pr: 1(1); Du: 0(7.70355e-13) 0s\n          1     5.0487097934e-29 0s\nWARNING: LP solution KKT conditions\nnum/max      1 /        1 (relative      1 /      0.5) primal infeasibilities     (tolerance = 1e-08)\nnum/max      0 /        0 (relative      0 /        0)   dual infeasibilities     (tolerance = 1e-08)\n                                         0 / 5.05e-29  P-D objective error        (tolerance = 1e-07)\nModel status        : Infeasible\nSimplex   iterations: 1\nObjective value     :  0.0000000000e+00\nP-D objective error :  5.0487097934e-29\nHiGHS run time      :          0.00\n"
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        "native_iterations": {
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              "verifier": {
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          "raw_diagnostics": "adapter.version=1.0.0+highs.1.11.0\nnative.version=1.11.0\nnative.githash=n/a\nnative.archive_sha256=2b44b074cf41439325ce4d0bbdac2d51379f56faf17ba15320a410d3c1f07275\nprogram.problem=html01-literals\nprogram.id=contradictory-rows\noptions.solver=simplex\noptions.presolve=off\noptions.parallel=off\noptions.threads=1\noptions.random_seed=0\noptions.allow_unbounded_or_infeasible=false\noptions.log_to_console=true\nlogging.destination=callback\noptions.absolute_tolerance=1e-08\nresidual.relative_tolerance=1e-08\noptions.small_matrix_value=1e-12\noptions.infinite_bound=inf\noptions.infinite_cost=inf\noptions.large_matrix_value=inf\noptions.iteration_limit=2147483647\noptions.time_limit=inf\nmodel.reused=false\nnative.load_status=0\nnative_run=true\nnative.call_status=0\nnative.call_status_name=OK\nnative.model_status=8\nnative.model_status_name=Infeasible\nstop=none\nnative.info=available\nnative.objective=0\nnative.primal_infeasibility=1\nnative.dual_infeasibility=0\nnative.simplex_iterations=1\noriginal.objective=0\ncomplementarity=unavailable\ncertificates=unavailable\nbasis=unavailable\nnative.log:\nRunning HiGHS 1.11.0 (git hash: n/a): Copyright (c) 2025 HiGHS under MIT licence terms\nLP   has 2 rows; 1 cols; 2 nonzeros\nCoefficient ranges:\n  Matrix [1e+00, 1e+00]\n  Cost   [0e+00, 0e+00]\n  Bound  [0e+00, 0e+00]\n  RHS    [1e+00, 1e+00]\nSolving LP without presolve, or with basis, or unconstrained\nUsing EKK dual simplex solver - serial\n  Iteration        Objective     Infeasibilities num(sum)\n          0     0.0000000000e+00 Pr: 1(1); Du: 0(7.70355e-13) 0s\n          1     5.0487097934e-29 0s\nWARNING: LP solution KKT conditions\nnum/max      1 /        1 (relative      1 /      0.5) primal infeasibilities     (tolerance = 1e-08)\nnum/max      0 /        0 (relative      0 /        0)   dual infeasibilities     (tolerance = 1e-08)\n                                         0 / 5.05e-29  P-D objective error        (tolerance = 1e-07)\nModel status        : Infeasible\nSimplex   iterations: 1\nObjective value     :  0.0000000000e+00\nP-D objective error :  5.0487097934e-29\nHiGHS run time      :          0.00\n"
        },
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        },
        "native_iterations": {
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          "value": 1,
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      {
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        "purpose": "measurement",
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              "verifier": {
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