From 3e72d8d67e5e548beac2940488d5c9f1d15654f3 Mon Sep 17 00:00:00 2001 From: Dustin Kenefake Date: Tue, 2 Jun 2026 19:37:02 -0400 Subject: [PATCH 1/2] sdp subproblems from mixing cut, and other changes --- Cargo.toml | 2 +- benches/common.rs | 9 +- src/branch_node.rs | 14 +- src/branch_stratagy.rs | 18 +- src/branch_subproblem.rs | 56 +- src/branchbound.rs | 277 +- src/early_termination.rs | 8 +- src/heuristic_stratagy.rs | 55 +- src/lib.rs | 1 + src/python_interopt.rs | 9 +- src/solver_options.rs | 13 + src/subproblemsolvers/clarabel_lp.rs | 9 +- src/subproblemsolvers/clarabel_qp.rs | 14 +- src/subproblemsolvers/hercules_abqp.rs | 14 +- src/subproblemsolvers/hercules_cd_qp.rs | 11 +- src/subproblemsolvers/mixingcut_sdp.rs | 234 + src/subproblemsolvers/roofdual.rs | 11 +- .../.ipynb_checkpoints/G_11-checkpoint.qubo | 2120 +++ .../bq100.1-checkpoint.qubo | 5004 ++++++ .../bqp500-1-checkpoint.qubo | 112 + .../.ipynb_checkpoints/mk47s-checkpoint.qubo | 1177 ++ .../.ipynb_checkpoints/mk487b-checkpoint.qubo | 5879 ++++++++ .../.ipynb_checkpoints/mk487c-checkpoint.qubo | 8999 +++++++++++ .../pm1s_100.3-checkpoint.qubo | 596 + .../pw01_100.0-checkpoint.qubo | 596 + .../sg3dl101000-checkpoint.qubo | 3698 +++++ .../t2g10_5555-checkpoint.qubo | 301 + .../.ipynb_checkpoints/test-checkpoint.qubo | 18 + test_data/G_11.qubo | 2120 +++ .../be100.1-checkpoint.qubo | 5004 ++++++ .../be100.10-checkpoint.qubo | 5005 ++++++ test_data/be/be100.1.qubo | 5004 ++++++ test_data/be/be100.10.qubo | 5005 ++++++ test_data/be/be100.2.qubo | 5005 ++++++ test_data/be/be100.3.qubo | 5000 ++++++ test_data/be/be100.4.qubo | 5006 ++++++ test_data/be/be100.5.qubo | 5006 ++++++ test_data/be/be100.6.qubo | 4992 ++++++ test_data/be/be100.7.qubo | 5016 ++++++ test_data/be/be100.8.qubo | 5010 ++++++ test_data/be/be100.9.qubo | 4998 ++++++ test_data/bq100.1.qubo | 5004 ++++++ test_data/bqp/bqp100-1.qubo | 476 + test_data/bqp/bqp100-10.qubo | 498 + test_data/bqp/bqp100-2.qubo | 495 + test_data/bqp/bqp100-3.qubo | 506 + test_data/bqp/bqp100-4.qubo | 488 + test_data/bqp/bqp100-5.qubo | 472 + test_data/bqp/bqp100-6.qubo | 529 + test_data/bqp/bqp100-7.qubo | 479 + test_data/bqp/bqp100-8.qubo | 500 + test_data/bqp/bqp100-9.qubo | 512 + test_data/bqp/bqp250-1.qubo | 3121 ++++ test_data/bqp/bqp250-10.qubo | 3070 ++++ test_data/bqp/bqp250-2.qubo | 3065 ++++ test_data/bqp/bqp250-3.qubo | 3093 ++++ test_data/bqp/bqp250-4.qubo | 3174 ++++ test_data/bqp/bqp250-5.qubo | 3135 ++++ test_data/bqp/bqp250-6.qubo | 3209 ++++ test_data/bqp/bqp250-7.qubo | 3112 ++++ test_data/bqp/bqp250-8.qubo | 3040 ++++ test_data/bqp/bqp250-9.qubo | 3168 ++++ test_data/bqp/bqp50-1.qubo | 112 + test_data/bqp/bqp50-10.qubo | 112 + test_data/bqp/bqp50-2.qubo | 124 + test_data/bqp/bqp50-3.qubo | 137 + test_data/bqp/bqp50-4.qubo | 116 + test_data/bqp/bqp50-5.qubo | 139 + test_data/bqp/bqp50-6.qubo | 116 + test_data/bqp/bqp50-7.qubo | 128 + test_data/bqp/bqp50-8.qubo | 148 + test_data/bqp/bqp50-9.qubo | 130 + test_data/bqp/bqp500-1.qubo | 12422 +++++++++++++++ test_data/bqp/bqp500-10.qubo | 12457 +++++++++++++++ test_data/bqp/bqp500-2.qubo | 12318 +++++++++++++++ test_data/bqp/bqp500-3.qubo | 12557 ++++++++++++++++ test_data/bqp/bqp500-4.qubo | 12333 +++++++++++++++ test_data/bqp/bqp500-5.qubo | 12378 +++++++++++++++ test_data/bqp/bqp500-6.qubo | 12371 +++++++++++++++ test_data/bqp/bqp500-7.qubo | 12459 +++++++++++++++ test_data/bqp/bqp500-8.qubo | 12315 +++++++++++++++ test_data/bqp/bqp500-9.qubo | 12401 +++++++++++++++ test_data/bqp500-1.qubo | 112 + test_data/gka/gka1a.qubo | 157 + test_data/{ => gka}/gka1b.qubo | 0 test_data/gka/gka1c.qubo | 666 + test_data/gka/gka1d.qubo | 594 + test_data/gka/gka2a.qubo | 223 + test_data/{ => gka}/gka2b.qubo | 0 test_data/gka/gka2c.qubo | 814 + test_data/gka/gka2d.qubo | 1117 ++ test_data/gka/gka3a.qubo | 293 + test_data/gka/gka3b.qubo | 812 + test_data/gka/gka3c.qubo | 762 + test_data/gka/gka3d.qubo | 1526 ++ test_data/gka/gka4a.qubo | 384 + test_data/gka/gka4b.qubo | 1259 ++ test_data/gka/gka4c.qubo | 790 + test_data/gka/gka4d.qubo | 2101 +++ test_data/gka/gka5a.qubo | 282 + test_data/gka/gka5b.qubo | 1812 +++ test_data/gka/gka5c.qubo | 722 + test_data/gka/gka5d.qubo | 2514 ++++ test_data/{ => gka}/gka6a.qubo | 0 test_data/gka/gka6b.qubo | 2459 +++ test_data/gka/gka6c.qubo | 490 + test_data/gka/gka6d.qubo | 3049 ++++ test_data/{ => gka}/gka7a.qubo | 0 test_data/gka/gka7b.qubo | 3206 ++++ test_data/mk47s.qubo | 1177 ++ test_data/mk487b.qubo | 5879 ++++++++ test_data/mk487c.qubo | 8999 +++++++++++ test_data/qplib_mittelmann_lp/QPLIB_3506.lp | 227 + test_data/qplib_mittelmann_lp/QPLIB_3565.lp | 133 + test_data/qplib_mittelmann_lp/QPLIB_3642.lp | 457 + test_data/qplib_mittelmann_lp/QPLIB_3650.lp | 418 + test_data/qplib_mittelmann_lp/QPLIB_3693.lp | 504 + test_data/qplib_mittelmann_lp/QPLIB_3705.lp | 176 + test_data/qplib_mittelmann_lp/QPLIB_3706.lp | 315 + test_data/qplib_mittelmann_lp/QPLIB_3738.lp | 200 + test_data/qplib_mittelmann_lp/QPLIB_3745.lp | 154 + test_data/qplib_mittelmann_lp/QPLIB_3822.lp | 382 + test_data/qplib_mittelmann_lp/QPLIB_3832.lp | 254 + test_data/qplib_mittelmann_lp/QPLIB_3838.lp | 348 + test_data/qplib_mittelmann_lp/QPLIB_3850.lp | 554 + test_data/qplib_mittelmann_lp/QPLIB_3852.lp | 115 + test_data/qplib_mittelmann_lp/QPLIB_3877.lp | 284 + test_data/qplib_mittelmann_lp/QPLIB_5721.lp | 5265 +++++++ test_data/qplib_mittelmann_lp/QPLIB_5725.lp | 276 + test_data/qplib_mittelmann_lp/QPLIB_5755.lp | 244 + test_data/qplib_mittelmann_lp/QPLIB_5875.lp | 2499 +++ test_data/qplib_mittelmann_lp/QPLIB_5881.lp | 346 + test_data/qplib_mittelmann_lp/QPLIB_5882.lp | 1370 ++ test_data/qplib_mittelmann_lp/QPLIB_5909.lp | 538 + test_data/qplib_mittelmann_lp/QPLIB_5922.lp | 2107 +++ test_data/sg3dl101000.qubo | 3698 +++++ test_data/t2g10_5555.qubo | 301 + test_data/w/g05_60.0.qubo | 946 ++ test_data/w/g05_60.1.qubo | 946 ++ test_data/w/pm1d_80.0.qubo | 3204 ++++ test_data/w/pm1d_80.1.qubo | 3204 ++++ test_data/w/pm1s_100.3.qubo | 596 + test_data/w/pm1s_80.0.qubo | 387 + test_data/w/pm1s_80.1.qubo | 386 + test_data/w/pw01_100.0.qubo | 596 + test_data/w/pw01_100.1.qubo | 596 + test_data/w/pw09_100.0.qubo | 4556 ++++++ test_data/w/w01_100.0.qubo | 565 + test_data/w/w09_100.0.qubo | 4322 ++++++ 149 files changed, 341450 insertions(+), 63 deletions(-) create mode 100644 src/subproblemsolvers/mixingcut_sdp.rs create mode 100644 test_data/.ipynb_checkpoints/G_11-checkpoint.qubo create mode 100644 test_data/.ipynb_checkpoints/bq100.1-checkpoint.qubo create mode 100644 test_data/.ipynb_checkpoints/bqp500-1-checkpoint.qubo create mode 100644 test_data/.ipynb_checkpoints/mk47s-checkpoint.qubo create mode 100644 test_data/.ipynb_checkpoints/mk487b-checkpoint.qubo create mode 100644 test_data/.ipynb_checkpoints/mk487c-checkpoint.qubo create mode 100644 test_data/.ipynb_checkpoints/pm1s_100.3-checkpoint.qubo create mode 100644 test_data/.ipynb_checkpoints/pw01_100.0-checkpoint.qubo create mode 100644 test_data/.ipynb_checkpoints/sg3dl101000-checkpoint.qubo create mode 100644 test_data/.ipynb_checkpoints/t2g10_5555-checkpoint.qubo create mode 100644 test_data/.ipynb_checkpoints/test-checkpoint.qubo create mode 100644 test_data/G_11.qubo create mode 100644 test_data/be/.ipynb_checkpoints/be100.1-checkpoint.qubo create mode 100644 test_data/be/.ipynb_checkpoints/be100.10-checkpoint.qubo create mode 100644 test_data/be/be100.1.qubo create mode 100644 test_data/be/be100.10.qubo create mode 100644 test_data/be/be100.2.qubo create mode 100644 test_data/be/be100.3.qubo create mode 100644 test_data/be/be100.4.qubo create mode 100644 test_data/be/be100.5.qubo create mode 100644 test_data/be/be100.6.qubo create mode 100644 test_data/be/be100.7.qubo create mode 100644 test_data/be/be100.8.qubo create mode 100644 test_data/be/be100.9.qubo create mode 100644 test_data/bq100.1.qubo create mode 100644 test_data/bqp/bqp100-1.qubo create mode 100644 test_data/bqp/bqp100-10.qubo create mode 100644 test_data/bqp/bqp100-2.qubo create mode 100644 test_data/bqp/bqp100-3.qubo create mode 100644 test_data/bqp/bqp100-4.qubo create mode 100644 test_data/bqp/bqp100-5.qubo create mode 100644 test_data/bqp/bqp100-6.qubo create mode 100644 test_data/bqp/bqp100-7.qubo create mode 100644 test_data/bqp/bqp100-8.qubo create mode 100644 test_data/bqp/bqp100-9.qubo create mode 100644 test_data/bqp/bqp250-1.qubo create mode 100644 test_data/bqp/bqp250-10.qubo create mode 100644 test_data/bqp/bqp250-2.qubo create mode 100644 test_data/bqp/bqp250-3.qubo create mode 100644 test_data/bqp/bqp250-4.qubo create mode 100644 test_data/bqp/bqp250-5.qubo create mode 100644 test_data/bqp/bqp250-6.qubo create mode 100644 test_data/bqp/bqp250-7.qubo create mode 100644 test_data/bqp/bqp250-8.qubo create mode 100644 test_data/bqp/bqp250-9.qubo create mode 100644 test_data/bqp/bqp50-1.qubo create mode 100644 test_data/bqp/bqp50-10.qubo create mode 100644 test_data/bqp/bqp50-2.qubo create mode 100644 test_data/bqp/bqp50-3.qubo create mode 100644 test_data/bqp/bqp50-4.qubo create mode 100644 test_data/bqp/bqp50-5.qubo create mode 100644 test_data/bqp/bqp50-6.qubo create mode 100644 test_data/bqp/bqp50-7.qubo create mode 100644 test_data/bqp/bqp50-8.qubo create mode 100644 test_data/bqp/bqp50-9.qubo create mode 100644 test_data/bqp/bqp500-1.qubo create mode 100644 test_data/bqp/bqp500-10.qubo create mode 100644 test_data/bqp/bqp500-2.qubo create mode 100644 test_data/bqp/bqp500-3.qubo create mode 100644 test_data/bqp/bqp500-4.qubo create mode 100644 test_data/bqp/bqp500-5.qubo create mode 100644 test_data/bqp/bqp500-6.qubo create mode 100644 test_data/bqp/bqp500-7.qubo create mode 100644 test_data/bqp/bqp500-8.qubo create mode 100644 test_data/bqp/bqp500-9.qubo create mode 100644 test_data/bqp500-1.qubo create mode 100644 test_data/gka/gka1a.qubo rename test_data/{ => gka}/gka1b.qubo (100%) create mode 100644 test_data/gka/gka1c.qubo create mode 100644 test_data/gka/gka1d.qubo create mode 100644 test_data/gka/gka2a.qubo rename test_data/{ => gka}/gka2b.qubo (100%) create mode 100644 test_data/gka/gka2c.qubo create mode 100644 test_data/gka/gka2d.qubo create mode 100644 test_data/gka/gka3a.qubo create mode 100644 test_data/gka/gka3b.qubo create mode 100644 test_data/gka/gka3c.qubo create mode 100644 test_data/gka/gka3d.qubo create mode 100644 test_data/gka/gka4a.qubo create mode 100644 test_data/gka/gka4b.qubo create mode 100644 test_data/gka/gka4c.qubo create mode 100644 test_data/gka/gka4d.qubo create mode 100644 test_data/gka/gka5a.qubo create mode 100644 test_data/gka/gka5b.qubo create mode 100644 test_data/gka/gka5c.qubo create mode 100644 test_data/gka/gka5d.qubo rename test_data/{ => gka}/gka6a.qubo (100%) create mode 100644 test_data/gka/gka6b.qubo create mode 100644 test_data/gka/gka6c.qubo create mode 100644 test_data/gka/gka6d.qubo rename test_data/{ => gka}/gka7a.qubo (100%) create mode 100644 test_data/gka/gka7b.qubo create mode 100644 test_data/mk47s.qubo create mode 100644 test_data/mk487b.qubo create mode 100644 test_data/mk487c.qubo create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_3506.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_3565.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_3642.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_3650.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_3693.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_3705.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_3706.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_3738.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_3745.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_3822.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_3832.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_3838.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_3850.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_3852.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_3877.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_5721.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_5725.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_5755.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_5875.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_5881.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_5882.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_5909.lp create mode 100644 test_data/qplib_mittelmann_lp/QPLIB_5922.lp create mode 100644 test_data/sg3dl101000.qubo create mode 100644 test_data/t2g10_5555.qubo create mode 100644 test_data/w/g05_60.0.qubo create mode 100644 test_data/w/g05_60.1.qubo create mode 100644 test_data/w/pm1d_80.0.qubo create mode 100644 test_data/w/pm1d_80.1.qubo create mode 100644 test_data/w/pm1s_100.3.qubo create mode 100644 test_data/w/pm1s_80.0.qubo create mode 100644 test_data/w/pm1s_80.1.qubo create mode 100644 test_data/w/pw01_100.0.qubo create mode 100644 test_data/w/pw01_100.1.qubo create mode 100644 test_data/w/pw09_100.0.qubo create mode 100644 test_data/w/w01_100.0.qubo create mode 100644 test_data/w/w09_100.0.qubo diff --git a/Cargo.toml b/Cargo.toml index 871a032..0ce073a 100644 --- a/Cargo.toml +++ b/Cargo.toml @@ -28,7 +28,7 @@ rayon = "1.10.0" petgraph = "0.8.3" pyo3 = { version = "0.25.0", optional = true, features = ["extension-module", "abi3-py37"] } clarabel = "0.10.0" -mixingcut = "0.1.3" +mixingcut = "0.1.4" herculesabqp = "0.1.2" intel-mkl-src = "0.8.1" rustc-hash = "2.1.1" diff --git a/benches/common.rs b/benches/common.rs index 1210454..fb1bebc 100644 --- a/benches/common.rs +++ b/benches/common.rs @@ -56,10 +56,10 @@ pub fn make_bench_data() -> BenchData { let qubo_medium = Qubo::make_random_qubo(128, &mut prng, 0.08); let qubo_enum = Qubo::make_random_qubo(10, &mut enum_prng, 0.25); let qubo_solve = Qubo::make_random_qubo(96, &mut solve_prng, 0.08); - let qubo_gka1b = Qubo::read_qubo("test_data/gka1b.qubo"); - let qubo_gka2b = Qubo::read_qubo("test_data/gka2b.qubo"); - let qubo_gka6a = Qubo::read_qubo("test_data/gka6a.qubo"); - let qubo_gka7a = Qubo::read_qubo("test_data/gka7a.qubo"); + let qubo_gka1b = Qubo::read_qubo("test_data/gka/gka1b.qubo"); + let qubo_gka2b = Qubo::read_qubo("test_data/gka/gka2b.qubo"); + let qubo_gka6a = Qubo::read_qubo("test_data/gka/gka6a.qubo"); + let qubo_gka7a = Qubo::read_qubo("test_data/gka/gka7a.qubo"); let qubo_bqp50 = Qubo::read_qubo("test_data/bqp50.qubo"); let qubo_test_large = Qubo::read_qubo("test_data/test_large.qubo"); let x_small = generate_random_binary_point(qubo_small.num_x(), &mut prng, 0.5); @@ -73,6 +73,7 @@ pub fn make_bench_data() -> BenchData { solution: 0.5 * Array1::ones(process_solver.qubo.num_x()), fixed_variables: process_solver.options.fixed_variables.clone(), run_heuristic: false, + subproblem_state: None, }; BenchData { diff --git a/src/branch_node.rs b/src/branch_node.rs index 33f283a..8315046 100644 --- a/src/branch_node.rs +++ b/src/branch_node.rs @@ -1,7 +1,18 @@ use crate::FixedVarMap; -use ndarray::Array1; +use ndarray::{Array1, Array2}; use std::cmp::Ordering; +#[derive(Clone)] +pub struct MixingCutNodeState { + pub factor_matrix: Array2, + pub free_variables: Vec, +} + +#[derive(Clone)] +pub enum SubProblemNodeState { + MixingCut(MixingCutNodeState), +} + /// Struct the describes the branch and bound tree nodes #[derive(Clone)] pub struct QuboBBNode { @@ -9,6 +20,7 @@ pub struct QuboBBNode { pub solution: Array1, pub fixed_variables: FixedVarMap, pub run_heuristic: bool, + pub subproblem_state: Option, } impl Eq for QuboBBNode {} diff --git a/src/branch_stratagy.rs b/src/branch_stratagy.rs index cc322f7..58fb225 100644 --- a/src/branch_stratagy.rs +++ b/src/branch_stratagy.rs @@ -366,6 +366,7 @@ pub fn full_strong_branching(solver: &BBSolver, node: &QuboBBNode) -> BranchResu fixed_variables: list_0, solution: node.solution.clone(), run_heuristic: false, + subproblem_state: node.subproblem_state.clone(), }; let node_1 = QuboBBNode { @@ -373,6 +374,7 @@ pub fn full_strong_branching(solver: &BBSolver, node: &QuboBBNode) -> BranchResu fixed_variables: list_1, solution: node.solution.clone(), run_heuristic: false, + subproblem_state: node.subproblem_state.clone(), }; // solve for the @@ -384,12 +386,12 @@ pub fn full_strong_branching(solver: &BBSolver, node: &QuboBBNode) -> BranchResu .solve_lower_bound(solver, &node_1, None); // find the minimum of the two objectives - let score = bound_0.0.min(bound_1.0); + let score = bound_0.lower_bound().min(bound_1.lower_bound()); - if bound_0.0 >= solver.best_solution_value { + if bound_0.lower_bound() >= solver.best_solution_value { found_fixes.insert(*i, 1); fixed_variables.insert(*i, 1); - } else if bound_1.0 >= solver.best_solution_value { + } else if bound_1.lower_bound() >= solver.best_solution_value { found_fixes.insert(*i, 0); fixed_variables.insert(*i, 0); } @@ -475,6 +477,7 @@ pub fn partial_strong_branching(solver: &BBSolver, node: &QuboBBNode) -> BranchR fixed_variables: list_0, solution: node.solution.clone(), run_heuristic: false, + subproblem_state: node.subproblem_state.clone(), }; let node_1 = QuboBBNode { @@ -482,6 +485,7 @@ pub fn partial_strong_branching(solver: &BBSolver, node: &QuboBBNode) -> BranchR fixed_variables: list_1, solution: node.solution.clone(), run_heuristic: false, + subproblem_state: node.subproblem_state.clone(), }; let bound_0 = solver @@ -492,12 +496,12 @@ pub fn partial_strong_branching(solver: &BBSolver, node: &QuboBBNode) -> BranchR .subproblem_solver .solve_lower_bound(solver, &node_1, None); - let score_i = bound_0.0.min(bound_1.0); + let score_i = bound_0.lower_bound().min(bound_1.lower_bound()); - if bound_0.0 >= solver.best_solution_value { + if bound_0.lower_bound() >= solver.best_solution_value { found_fixes.insert(j, 1); fixed_variables.insert(j, 1); - } else if bound_1.0 >= solver.best_solution_value { + } else if bound_1.lower_bound() >= solver.best_solution_value { found_fixes.insert(j, 0); fixed_variables.insert(j, 0); } @@ -704,6 +708,7 @@ mod tests { solution: 0.5 * Array1::ones(3), fixed_variables, run_heuristic: false, + subproblem_state: None, }; let result = connected_components(&solver, &node); @@ -721,6 +726,7 @@ mod tests { solution: 0.5 * Array1::ones(3), fixed_variables, run_heuristic: false, + subproblem_state: None, }; let result = worst_approximation_second_order(&solver, &node); diff --git a/src/branch_subproblem.rs b/src/branch_subproblem.rs index 4e18865..cbe9245 100644 --- a/src/branch_subproblem.rs +++ b/src/branch_subproblem.rs @@ -1,14 +1,62 @@ -use crate::branch_node::QuboBBNode; +use crate::branch_node::{QuboBBNode, SubProblemNodeState}; use crate::branchbound::BBSolver; use crate::qubo::Qubo; use crate::subproblemsolvers::clarabel_lp::ClarabelLPSolver; use crate::subproblemsolvers::clarabel_qp::ClarabelQPSolver; use crate::subproblemsolvers::hercules_abqp::HerculesABQPSolver; use crate::subproblemsolvers::hercules_cd_qp::HerculesCDQPSolver; +use crate::subproblemsolvers::mixingcut_sdp::MixingCutSDPSolver; use crate::subproblemsolvers::roofdual::RoofDualSolver; use ndarray::Array1; -pub type SubProblemResult = (f64, Array1); +pub trait SubProblemResult { + fn lower_bound(&self) -> f64; + fn relaxed_solution(&self) -> Option<&Array1>; + fn candidate_primal_solution(&self) -> Option<&Array1>; + fn subproblem_state(&self) -> Option<&SubProblemNodeState>; + fn into_parts( + self: Box, + ) -> ( + f64, + Option>, + Option>, + Option, + ); +} + +pub struct BasicSubProblemResult { + pub lower_bound: f64, + pub relaxed_solution: Array1, +} + +impl SubProblemResult for BasicSubProblemResult { + fn lower_bound(&self) -> f64 { + self.lower_bound + } + + fn relaxed_solution(&self) -> Option<&Array1> { + Some(&self.relaxed_solution) + } + + fn candidate_primal_solution(&self) -> Option<&Array1> { + None + } + + fn subproblem_state(&self) -> Option<&SubProblemNodeState> { + None + } + + fn into_parts( + self: Box, + ) -> ( + f64, + Option>, + Option>, + Option, + ) { + (self.lower_bound, Some(self.relaxed_solution), None, None) + } +} #[derive(Clone, Copy)] pub struct SubProblemOptions { @@ -33,7 +81,7 @@ pub trait SubProblemSolver { bbsolver: &BBSolver, node: &QuboBBNode, sub_problem_options: Option, - ) -> SubProblemResult; + ) -> Box; } #[derive(Clone, Copy)] @@ -42,6 +90,7 @@ pub enum SubProblemSelection { ClarabelLP, HerculesABQP, HerculesCDQP, + MixingCutSDP, RoofDualQPBO, } @@ -54,6 +103,7 @@ pub fn get_sub_problem_solver( SubProblemSelection::ClarabelLP => Box::new(ClarabelLPSolver::new(qubo)), SubProblemSelection::HerculesABQP => Box::new(HerculesABQPSolver::new(qubo)), SubProblemSelection::HerculesCDQP => Box::new(HerculesCDQPSolver::new(qubo)), + SubProblemSelection::MixingCutSDP => Box::new(MixingCutSDPSolver::new(qubo)), SubProblemSelection::RoofDualQPBO => Box::new(RoofDualSolver::new(qubo)), } } diff --git a/src/branchbound.rs b/src/branchbound.rs index 18ecd9e..ab9cb84 100644 --- a/src/branchbound.rs +++ b/src/branchbound.rs @@ -1,17 +1,18 @@ use crate::FixedVarMap; use crate::constraint::Constraint; +use crate::early_termination::beck_proof; use crate::qubo::Qubo; use ndarray::Array1; use rayon::prelude::*; use crate::branch_node::QuboBBNode; use crate::branch_stratagy::{BranchResult, BranchStrategy}; -use crate::branch_subproblem::{get_sub_problem_solver, SubProblemSolver}; +use crate::branch_subproblem::{get_sub_problem_solver, SubProblemResult, SubProblemSolver}; use crate::branchbound_utils::{check_integer_feasibility, get_current_time}; use crate::branchboundlogger::SolverOutputLogger; use crate::lower_bound::li_lower_bound; use crate::preprocess; -use crate::preprocess::{prepare_preprocess, preprocess_with_prepared, PreparedPreprocess}; +use crate::preprocess::{make_sub_problem, prepare_preprocess, preprocess_with_prepared, PreparedPreprocess}; use crate::solver_options::{NodeLowerBoundSelection, SolverOptions}; use crate::subproblemsolvers::roofdual::iterative_roof_duality_presolve; use crate::variable_reduction::probe_limited; @@ -124,12 +125,22 @@ impl BBSolver { solution: 0.5 * Array1::ones(self.qubo.num_x()), // initial guess is 0.5 for all variables fixed_variables, run_heuristic: true, + subproblem_state: None, }; // solve the root node subproblem - let (root_lower_bound, root_solution) = self.solve_node(&root_node); + let root_result = self.solve_node(&root_node); + let (root_lower_bound, root_relaxed_solution, root_primal_solution, root_subproblem_state) = + root_result.into_parts(); root_node.lower_bound = root_node.lower_bound.max(root_lower_bound); - root_node.solution = root_solution; + if let Some(solution) = root_relaxed_solution { + root_node.solution = solution; + } + root_node.subproblem_state = root_subproblem_state; + if let Some(solution) = root_primal_solution { + let value = self.qubo.eval_usize(&solution); + self.update_solution_if_better(&solution, value); + } // add the root node to the list of nodes self.nodes.push(root_node); @@ -275,11 +286,21 @@ impl BBSolver { } // We now need to solve the node to generate the lower bound and solution - let (lower_bound, solution) = self.solve_node(&node); - let lower_bound = lower_bound.max(node.lower_bound); + let solve_result = self.solve_node(&node); + let (solve_lower_bound, solve_relaxed_solution, solve_primal_solution, solve_subproblem_state) = + solve_result.into_parts(); + let lower_bound = solve_lower_bound.max(node.lower_bound); + + // inject the relaxed solution back into the node when available + if let Some(solution) = solve_relaxed_solution { + node.solution = solution; + } + node.subproblem_state = solve_subproblem_state; - // inject the solution back into the node - node.solution.clone_from(&solution); + let primal_update = solve_primal_solution.map(|solution| { + let value = self.qubo.eval_usize(&solution); + (solution, value) + }); // determine what variable we are branching on let branch_result = self.make_branch(&node); @@ -311,9 +332,16 @@ impl BBSolver { .run_heuristic .then(|| self.options.heuristic.make_heuristic(self, &node)); + let best_update = match (primal_update, best_update) { + (Some(primal), Some(heuristic)) => Some(if primal.1 <= heuristic.1 { primal } else { heuristic }), + (Some(primal), None) => Some(primal), + (None, heuristic) => heuristic, + }; + // generate the branches + let branch_solution = node.solution.clone(); let (zero_branch, one_branch) = - Self::branch(node, branch_result.branch_variable, lower_bound, solution); + Self::branch(node, branch_result.branch_variable, lower_bound, branch_solution); ProcessNodeState { best_update, @@ -470,7 +498,7 @@ impl BBSolver { (zero_branch, one_branch) } - pub fn solve_node(&self, node: &QuboBBNode) -> (f64, Array1) { + pub fn solve_node(&self, node: &QuboBBNode) -> Box { self.subproblem_solver.solve_lower_bound(self, node, None) } @@ -481,6 +509,30 @@ impl BBSolver { preprocess_with_prepared(&self.prepared_preprocess, fixed_variables) } + fn beck_proof_node_candidate(&self, node: &QuboBBNode) -> Option<(Array1, f64)> { + let (sub_qubo, mapping, _constant) = make_sub_problem(&self.qubo, &node.fixed_variables); + if sub_qubo.num_x() == 0 { + return None; + } + + let mut reduced_candidate = Array1::zeros(sub_qubo.num_x()); + let mut full_solution = self.best_solution.clone(); + for (&index, &value) in &node.fixed_variables { + full_solution[index] = value; + } + + for (&original_index, &reduced_index) in &mapping { + reduced_candidate[reduced_index] = full_solution[original_index]; + } + + if !beck_proof(&sub_qubo, &reduced_candidate) { + return None; + } + + let value = self.qubo.eval_usize(&full_solution); + Some((full_solution, value)) + } + fn apply_node_lower_bound(&self, fixed_variables: &mut FixedVarMap) -> f64 { match self.options.node_lower_bound { NodeLowerBoundSelection::Li => li_lower_bound(&self.qubo, fixed_variables), @@ -545,6 +597,7 @@ mod tests { solution: 0.5 * Array1::ones(2), fixed_variables: HashMap::default(), run_heuristic: true, + subproblem_state: None, }); let node = solver.get_next_node().expect("expected root node"); @@ -571,7 +624,7 @@ mod tests { #[test] pub fn test_gka2b_solve() { - let file_path = "test_data/gka2b.qubo"; + let file_path = "test_data/gka/gka2b.qubo"; let p = Qubo::read_qubo(file_path); let sol_val = Array1::from_vec(vec![ @@ -584,7 +637,7 @@ mod tests { #[test] pub fn test_gka1b_solve() { - let file_path = "test_data/gka1b.qubo"; + let file_path = "test_data/gka/gka1b.qubo"; let p = Qubo::read_qubo(file_path); let sol_val = Array1::from_vec(vec![ @@ -595,7 +648,7 @@ mod tests { #[test] pub fn test_gka6a_solve() { - let file_path = "test_data/gka6a.qubo"; + let file_path = "test_data/gka/gka6a.qubo"; let p = Qubo::read_qubo(file_path); let sol_val = Array1::from_vec(vec![ @@ -607,7 +660,7 @@ mod tests { #[test] pub fn test_gka7a_solve() { - let file_path = "test_data/gka7a.qubo"; + let file_path = "test_data/gka/gka7a.qubo"; let p = Qubo::read_qubo(file_path); let sol_val = Array1::from_vec(vec![ @@ -679,4 +732,200 @@ mod tests { // we don't check against the solution as there can be multiple optimal solutions assert!((sol_value - actual_obj).abs() <= 1E-5); } + + fn solve_public_bqp_instance_to_expected_objective_with_options( + file_path: &str, + expected_objective: f64, + branch_strategy: BranchStrategy, + sub_problem_solver: SubProblemSelection, + threads: usize, + ) { + let mut qubo = Qubo::read_qubo(file_path); + let mut tri_q = sprs::TriMat::::new((qubo.num_x(), qubo.num_x())); + for (&value, (i, j)) in &qubo.q { + let scale = if i == j { 2.0 } else { 4.0 }; + tri_q.add_triplet(i, j, scale * value); + } + qubo.q = tri_q.to_csr(); + + let mut options = SolverOptions::new(); + options.branch_strategy = branch_strategy; + options.sub_problem_solver = sub_problem_solver; + options.verbose = 0; + options.threads = threads; + options.max_time = f64::INFINITY; + + let mut solver = branchbound::BBSolver::new(qubo, options); + let (_, sol_value) = solver.solve(); + + assert!( + (sol_value - expected_objective).abs() <= 1E-5, + "instance {file_path} solved to {sol_value}, expected {expected_objective}" + ); + } + + fn solve_public_bqp_instance_to_expected_objective(file_path: &str, expected_objective: f64) { + solve_public_bqp_instance_to_expected_objective_with_options( + file_path, + expected_objective, + BranchStrategy::LargestEdges, + SubProblemSelection::MixingCutSDP, + 64, + ); + } + + fn solve_public_upper_triangle_instance_to_expected_objective_with_options( + file_path: &str, + expected_objective: f64, + branch_strategy: BranchStrategy, + sub_problem_solver: SubProblemSelection, + threads: usize, + ) { + let mut qubo = Qubo::read_qubo(file_path); + qubo.q = &qubo.q * 2.0; + + let mut options = SolverOptions::new(); + options.branch_strategy = branch_strategy; + options.sub_problem_solver = sub_problem_solver; + options.verbose = 0; + options.threads = threads; + options.max_time = f64::INFINITY; + + let mut solver = branchbound::BBSolver::new(qubo, options); + let (_, sol_value) = solver.solve(); + + assert!( + (sol_value - expected_objective).abs() <= 1E-5, + "instance {file_path} solved to {sol_value}, expected {expected_objective}" + ); + } + + #[test] + fn test_bqp50_objectives() { + // Expected objectives taken from: + // http://bqp.cs.uni-bonn.de/library/html/instances.html + let cases = [ + ("test_data/bqp/bqp50-1.qubo", -2098.0), + ("test_data/bqp/bqp50-2.qubo", -3702.0), + ("test_data/bqp/bqp50-3.qubo", -4626.0), + ("test_data/bqp/bqp50-4.qubo", -3544.0), + ("test_data/bqp/bqp50-5.qubo", -4012.0), + ("test_data/bqp/bqp50-6.qubo", -3693.0), + ("test_data/bqp/bqp50-7.qubo", -4520.0), + ("test_data/bqp/bqp50-8.qubo", -4216.0), + ("test_data/bqp/bqp50-9.qubo", -3780.0), + ("test_data/bqp/bqp50-10.qubo", -3507.0), + ]; + + for (file_path, expected_objective) in cases { + solve_public_bqp_instance_to_expected_objective(file_path, expected_objective); + } + } + + #[test] + fn test_bqp100_objectives() { + // Expected objectives taken from: + // http://bqp.cs.uni-bonn.de/library/html/instances.html + let cases = [ + ("test_data/bqp/bqp100-1.qubo", -7970.0), + ("test_data/bqp/bqp100-2.qubo", -11036.0), + ("test_data/bqp/bqp100-3.qubo", -12723.0), + ("test_data/bqp/bqp100-4.qubo", -10368.0), + ("test_data/bqp/bqp100-5.qubo", -9083.0), + ("test_data/bqp/bqp100-6.qubo", -10210.0), + ("test_data/bqp/bqp100-7.qubo", -10125.0), + ("test_data/bqp/bqp100-8.qubo", -11435.0), + ("test_data/bqp/bqp100-9.qubo", -11455.0), + ("test_data/bqp/bqp100-10.qubo", -12565.0), + ]; + + for (file_path, expected_objective) in cases { + solve_public_bqp_instance_to_expected_objective(file_path, expected_objective); + } + } + + #[test] + #[ignore = "expensive BE regression with MixingCutSDP + LargestEdges"] + fn test_be100_objectives_mixingcut_largest_edges() { + // Expected objectives taken from: + // http://bqp.cs.uni-bonn.de/library/html/instances.html + let cases = [ + ("test_data/be/be100.1.qubo", -19412.0), + ("test_data/be/be100.2.qubo", -17290.0), + ("test_data/be/be100.3.qubo", -17565.0), + ("test_data/be/be100.4.qubo", -19125.0), + ("test_data/be/be100.5.qubo", -15868.0), + ("test_data/be/be100.6.qubo", -17368.0), + ("test_data/be/be100.7.qubo", -18629.0), + ("test_data/be/be100.8.qubo", -18649.0), + ("test_data/be/be100.9.qubo", -13294.0), + ("test_data/be/be100.10.qubo", -15352.0), + ]; + + for (file_path, expected_objective) in cases { + solve_public_upper_triangle_instance_to_expected_objective_with_options( + file_path, + expected_objective, + BranchStrategy::LargestEdges, + SubProblemSelection::MixingCutSDP, + 64, + ); + } + } + + #[test] + fn test_gka_small_objectives() { + // Expected objectives taken from: + // http://bqp.cs.uni-bonn.de/library/html/instances.html + let cases = [ + ("test_data/gka/gka1a.qubo", -3414.0), + ("test_data/gka/gka1b.qubo", -133.0), + ("test_data/gka/gka1c.qubo", -5058.0), + ("test_data/gka/gka2a.qubo", -6063.0), + ("test_data/gka/gka2b.qubo", -121.0), + ("test_data/gka/gka2c.qubo", -6213.0), + ("test_data/gka/gka3a.qubo", -6037.0), + ("test_data/gka/gka3b.qubo", -118.0), + ("test_data/gka/gka3c.qubo", -6665.0), + ("test_data/gka/gka4a.qubo", -8598.0), + ("test_data/gka/gka4b.qubo", -129.0), + ("test_data/gka/gka5a.qubo", -5737.0), + ("test_data/gka/gka5b.qubo", -150.0), + ("test_data/gka/gka6b.qubo", -146.0), + ]; + + for (file_path, expected_objective) in cases { + solve_public_upper_triangle_instance_to_expected_objective_with_options( + file_path, + expected_objective, + BranchStrategy::LargestEdges, + SubProblemSelection::MixingCutSDP, + 64, + ); + } + } + + #[test] + #[ignore = "expensive W regression with MixingCutSDP + LargestEdges"] + fn test_w_small_objectives() { + // Expected objectives taken from: + // http://bqp.cs.uni-bonn.de/library/html/instances.html + let cases = [ + ("test_data/w/g05_60.0.qubo", -536.0), + ("test_data/w/pm1s_80.0.qubo", -79.0), + ("test_data/w/pm1d_80.0.qubo", -227.0), + ("test_data/w/w01_100.0.qubo", -651.0), + ("test_data/w/pw01_100.1.qubo", -2060.0), + ]; + + for (file_path, expected_objective) in cases { + solve_public_upper_triangle_instance_to_expected_objective_with_options( + file_path, + expected_objective, + BranchStrategy::LargestEdges, + SubProblemSelection::MixingCutSDP, + 64, + ); + } + } } diff --git a/src/early_termination.rs b/src/early_termination.rs index e67763d..888465b 100644 --- a/src/early_termination.rs +++ b/src/early_termination.rs @@ -23,6 +23,9 @@ use ndarray::Array1; /// let suff = early_termination::beck_proof(&p, &x); /// ``` pub fn beck_proof(qubo: &Qubo, x: &Array1) -> bool { + // find the minimum eigenvalue of the hessian + let eigs = qubo.hess_eigenvalues(); + let min_eig = eigs.iter().fold(f64::INFINITY, |acc, &x| x.min(acc)); // 2(2X - I)(Qx + c) <= min(Eig(Q))e // Where X is diag(x), lets just get a naive implementation done first @@ -31,10 +34,6 @@ pub fn beck_proof(qubo: &Qubo, x: &Array1) -> bool { let lhs = 2.0 * (2.0 * &x_float - 1.0) * &qx_b; // 2(2X - I)(Qx + c) - // find the minimum eigenvalue of the hessian - let eigs = qubo.hess_eigenvalues(); - let min_eig = eigs.iter().fold(f64::INFINITY, |acc, &x| x.min(acc)); - // check if the Sufficiency condition is met for each index for i in 0..qubo.num_x() { // if we do not meet the sufficiency condition, return false @@ -68,4 +67,5 @@ mod tests { // the sufficiency condition should be met assert!(beck_proof(&p, &cand_sol)); } + } diff --git a/src/heuristic_stratagy.rs b/src/heuristic_stratagy.rs index 2707d34..cbb96cb 100644 --- a/src/heuristic_stratagy.rs +++ b/src/heuristic_stratagy.rs @@ -10,6 +10,18 @@ pub enum HeuristicSelection { } impl HeuristicSelection { + fn apply_node_fixings(solution: &mut Array1, node: &QuboBBNode) { + for (&index, &value) in &node.fixed_variables { + solution[index] = value; + } + } + + fn unfixed_variables(solver: &BBSolver, node: &QuboBBNode) -> Vec { + (0..solver.qubo.num_x()) + .filter(|index| !node.fixed_variables.contains_key(index)) + .collect() + } + pub fn make_heuristic(self, solver: &BBSolver, node: &QuboBBNode) -> (Array1, f64) { match self { Self::SimpleRounding => Self::simple_rounding(solver, node), @@ -19,7 +31,8 @@ impl HeuristicSelection { pub fn simple_rounding(solver: &BBSolver, node: &QuboBBNode) -> (Array1, f64) { // round the solution to the nearest integer - let rounded_solution = utils::rounded_vector(&node.solution); + let mut rounded_solution = utils::rounded_vector(&node.solution); + Self::apply_node_fixings(&mut rounded_solution, node); let objective = solver.qubo.eval_usize(&rounded_solution); (rounded_solution, objective) @@ -27,8 +40,19 @@ impl HeuristicSelection { pub fn local_search(solver: &BBSolver, node: &QuboBBNode) -> (Array1, f64) { // round the solution to the nearest integer - let rounded_solution = utils::rounded_vector(&node.solution); - local_search_utils::two_step_local_search_descent_all(&solver.qubo, &rounded_solution, 100) + let mut rounded_solution = utils::rounded_vector(&node.solution); + Self::apply_node_fixings(&mut rounded_solution, node); + + let selected_vars = Self::unfixed_variables(solver, node); + let (mut solution, _) = local_search_utils::two_step_local_search_descent( + &solver.qubo, + &rounded_solution, + &selected_vars, + 100, + ); + Self::apply_node_fixings(&mut solution, node); + let objective = solver.qubo.eval_usize(&solution); + (solution, objective) } } @@ -69,6 +93,7 @@ mod tests { solution: x_0.clone(), fixed_variables: FixedVarMap::default(), run_heuristic: false, + subproblem_state: None, }; // compute the next step @@ -102,6 +127,7 @@ mod tests { solution: x_0.clone(), fixed_variables: FixedVarMap::default(), run_heuristic: false, + subproblem_state: None, }; let rounded_sol = utils::rounded_vector(&x_0); @@ -118,4 +144,27 @@ mod tests { } } + #[test] + fn heuristics_respect_node_fixings() { + let q = Qubo::new(sprs::CsMat::eye(4)); + let solver = BBSolver::new(q, SolverOptions::new()); + let mut fixed_variables = FixedVarMap::default(); + fixed_variables.insert(1, 1); + fixed_variables.insert(3, 0); + let node = QuboBBNode { + lower_bound: f64::NEG_INFINITY, + solution: Array1::from_vec(vec![0.2, 0.1, 0.8, 0.9]), + fixed_variables, + run_heuristic: false, + subproblem_state: None, + }; + + let (rounded, _) = HeuristicSelection::SimpleRounding.make_heuristic(&solver, &node); + assert_eq!(rounded[1], 1); + assert_eq!(rounded[3], 0); + + let (searched, _) = HeuristicSelection::LocalSearch.make_heuristic(&solver, &node); + assert_eq!(searched[1], 1); + assert_eq!(searched[3], 0); + } } diff --git a/src/lib.rs b/src/lib.rs index a5e4873..5dd3aad 100644 --- a/src/lib.rs +++ b/src/lib.rs @@ -59,6 +59,7 @@ pub mod subproblemsolvers { pub mod hercules_abqp; pub mod hercules_cd_qp; + pub mod mixingcut_sdp; pub mod enumerate_qubo; pub mod roofdual; diff --git a/src/python_interopt.rs b/src/python_interopt.rs index e464394..8e16156 100644 --- a/src/python_interopt.rs +++ b/src/python_interopt.rs @@ -391,11 +391,6 @@ pub fn solve_branch_bound( // read in the QUBO let p_input = Qubo::from_vec(problem.0, problem.1, problem.2, problem.3, problem.4); - let symm_p = p_input.make_symmetric(); - - // run preprocessing on the symmetric QUBO - let fixed_variables = preprocess_qubo(&symm_p, &FixedVarMap::default(), false); - let mut options = SolverOptions::new(); options.seed = seed.unwrap_or(12_345_679usize); @@ -414,9 +409,7 @@ pub fn solve_branch_bound( options.max_time = timeout; - options.fixed_variables = fixed_variables; - - let mut solver = BBSolver::new(symm_p, options); + let mut solver = BBSolver::new(p_input, options); // if we have a warm start, use it if let Some(x) = warm_start { diff --git a/src/solver_options.rs b/src/solver_options.rs index 635d367..7f93631 100644 --- a/src/solver_options.rs +++ b/src/solver_options.rs @@ -88,6 +88,9 @@ impl SolverOptions { "roof_dual" => { self.sub_problem_solver = SubProblemSelection::RoofDualQPBO; } + "mixingcut_sdp" => { + self.sub_problem_solver = SubProblemSelection::MixingCutSDP; + } _ => self.sub_problem_solver = SubProblemSelection::HerculesABQP, } } @@ -172,6 +175,16 @@ mod tests { )); } + #[test] + fn test_solver_options_set_sub_problem_strat_mixingcut() { + let mut options = SolverOptions::new(); + options.set_sub_problem_strategy(Some("mixingcut_sdp".to_string())); + assert!(matches!( + options.sub_problem_solver, + SubProblemSelection::MixingCutSDP + )); + } + #[test] fn test_solver_options_default_node_lower_bound() { let options = SolverOptions::new(); diff --git a/src/subproblemsolvers/clarabel_lp.rs b/src/subproblemsolvers/clarabel_lp.rs index 3b89122..24bbe09 100644 --- a/src/subproblemsolvers/clarabel_lp.rs +++ b/src/subproblemsolvers/clarabel_lp.rs @@ -1,6 +1,6 @@ use crate::branch_node::QuboBBNode; use crate::branch_subproblem::SubProblemSolver; -use crate::branch_subproblem::{SubProblemOptions, SubProblemResult}; +use crate::branch_subproblem::{BasicSubProblemResult, SubProblemOptions, SubProblemResult}; use crate::branchbound::BBSolver; use crate::qubo::Qubo; use clarabel::algebra::CscMatrix; @@ -30,7 +30,7 @@ impl SubProblemSolver for ClarabelLPSolver { bbsolver: &BBSolver, node: &QuboBBNode, _: Option, - ) -> SubProblemResult { + ) -> Box { // Uses the Glover Relaxation to solve the LP associated with the node let settings = DefaultSettings { verbose: false, @@ -127,6 +127,9 @@ impl SubProblemSolver for ClarabelLPSolver { let lower_bound = solver.solution.obj_val; // output a dummy value for now - (lower_bound, x_sol) + Box::new(BasicSubProblemResult { + lower_bound, + relaxed_solution: x_sol, + }) } } diff --git a/src/subproblemsolvers/clarabel_qp.rs b/src/subproblemsolvers/clarabel_qp.rs index b3d95d7..38474b6 100644 --- a/src/subproblemsolvers/clarabel_qp.rs +++ b/src/subproblemsolvers/clarabel_qp.rs @@ -1,6 +1,6 @@ use crate::branch_node::QuboBBNode; use crate::branch_subproblem::SubProblemSolver; -use crate::branch_subproblem::{SubProblemOptions, SubProblemResult}; +use crate::branch_subproblem::{BasicSubProblemResult, SubProblemOptions, SubProblemResult}; use crate::branchbound::BBSolver; use crate::preprocess::make_sub_problem; use crate::qubo::Qubo; @@ -18,7 +18,7 @@ impl SubProblemSolver for ClarabelQPSolver { bbsolver: &BBSolver, node: &QuboBBNode, _: Option, - ) -> SubProblemResult { + ) -> Box { // solve QP associated with the node // generate default settings let settings = DefaultSettings { @@ -33,7 +33,10 @@ impl SubProblemSolver for ClarabelQPSolver { sol[i] = val as f64; } let obj = bbsolver.qubo.eval(&sol); - return (obj, sol); + return Box::new(BasicSubProblemResult { + lower_bound: obj, + relaxed_solution: sol, + }); } // find projected subproblem @@ -88,7 +91,10 @@ impl SubProblemSolver for ClarabelQPSolver { } let obj = bbsolver.qubo.eval(&x); - (obj, x) + Box::new(BasicSubProblemResult { + lower_bound: obj, + relaxed_solution: x, + }) } } diff --git a/src/subproblemsolvers/hercules_abqp.rs b/src/subproblemsolvers/hercules_abqp.rs index 5341f03..ca6c293 100644 --- a/src/subproblemsolvers/hercules_abqp.rs +++ b/src/subproblemsolvers/hercules_abqp.rs @@ -1,5 +1,7 @@ use crate::branch_node::QuboBBNode; -use crate::branch_subproblem::{SubProblemOptions, SubProblemResult, SubProblemSolver}; +use crate::branch_subproblem::{ + BasicSubProblemResult, SubProblemOptions, SubProblemResult, SubProblemSolver, +}; use crate::branchbound::BBSolver; use crate::qubo::Qubo; use herculesabqp::matrix::QuadraticMatrix; @@ -38,7 +40,7 @@ impl SubProblemSolver for HerculesABQPSolver { bbsolver: &BBSolver, node: &QuboBBNode, sub_problem_options: Option, - ) -> SubProblemResult { + ) -> Box { let n = bbsolver.qubo.num_x(); let mut lb = vec![0.0; n]; let mut ub = vec![1.0; n]; @@ -60,10 +62,10 @@ impl SubProblemSolver for HerculesABQPSolver { .solve(&lb, &ub, &options) .expect("HerculesABQP subproblem solve failed"); - ( - result.quality.certified_lower_bound, - Array1::from_vec(result.x), - ) + Box::new(BasicSubProblemResult { + lower_bound: result.quality.certified_lower_bound, + relaxed_solution: Array1::from_vec(result.x), + }) } } diff --git a/src/subproblemsolvers/hercules_cd_qp.rs b/src/subproblemsolvers/hercules_cd_qp.rs index 867a206..22c17f4 100644 --- a/src/subproblemsolvers/hercules_cd_qp.rs +++ b/src/subproblemsolvers/hercules_cd_qp.rs @@ -1,5 +1,7 @@ use crate::branch_node::QuboBBNode; -use crate::branch_subproblem::{SubProblemOptions, SubProblemResult, SubProblemSolver}; +use crate::branch_subproblem::{ + BasicSubProblemResult, SubProblemOptions, SubProblemResult, SubProblemSolver, +}; use crate::branchbound::BBSolver; use crate::preprocess::make_sub_problem; use crate::qubo::Qubo; @@ -21,7 +23,7 @@ impl SubProblemSolver for HerculesCDQPSolver { bbsolver: &BBSolver, node: &QuboBBNode, sub_problem_options: Option, - ) -> SubProblemResult { + ) -> Box { let max_iterations = sub_problem_options .and_then(|opts| opts.max_iterations) .unwrap_or(100_000); @@ -34,7 +36,10 @@ impl SubProblemSolver for HerculesCDQPSolver { ); let obj = bbsolver.qubo.eval(&x); - (obj, x) + Box::new(BasicSubProblemResult { + lower_bound: obj, + relaxed_solution: x, + }) } } diff --git a/src/subproblemsolvers/mixingcut_sdp.rs b/src/subproblemsolvers/mixingcut_sdp.rs new file mode 100644 index 0000000..496eeb6 --- /dev/null +++ b/src/subproblemsolvers/mixingcut_sdp.rs @@ -0,0 +1,234 @@ +use crate::branch_node::{QuboBBNode, SubProblemNodeState}; +use crate::branch_subproblem::{SubProblemOptions, SubProblemResult, SubProblemSolver}; +use crate::branchbound::BBSolver; +use crate::preprocess::make_sub_problem; +use crate::qubo::Qubo; +use mixingcut::sdp_solver::{solve_qubo_sdp_subproblem, SolveOptions, WarmStart}; +use mixingcut::step_rules::StepRule; +use ndarray::{Array1, Array2}; +use smolprng::{JsfLarge, PRNG}; + +#[derive(Clone, Debug, Default)] +pub struct MixingCutSDPSolver; + +pub struct MixingCutSubProblemResult { + pub lower_bound: f64, + pub relaxed_solution: Array1, + pub candidate_primal_solution: Option>, + pub subproblem_state: Option, +} + +impl SubProblemResult for MixingCutSubProblemResult { + fn lower_bound(&self) -> f64 { + self.lower_bound + } + + fn relaxed_solution(&self) -> Option<&Array1> { + Some(&self.relaxed_solution) + } + + fn candidate_primal_solution(&self) -> Option<&Array1> { + self.candidate_primal_solution.as_ref() + } + + fn subproblem_state(&self) -> Option<&SubProblemNodeState> { + self.subproblem_state.as_ref() + } + + fn into_parts( + self: Box, + ) -> ( + f64, + Option>, + Option>, + Option, + ) { + ( + self.lower_bound, + Some(self.relaxed_solution), + self.candidate_primal_solution, + self.subproblem_state, + ) + } +} + +impl MixingCutSDPSolver { + const NUM_HYPERPLANES: usize = 8; + + pub fn new(qubo: &Qubo) -> Self { + let _ = qubo; + Self + } + + fn default_options( + num_free: usize, + max_iterations: Option, + ) -> SolveOptions { + SolveOptions { + rank: Some(((2.0 * (num_free + 1) as f64).sqrt().ceil() as usize).max(2)), + seed: Some(7), + max_iterations: max_iterations.unwrap_or(400), + min_stationarity_iterations: 1, + objective_tolerance: 1e-6, + stationarity_tolerance: 1e-5, + rounding_iterations: 0, + beam_width: Some(0), + compute_dual_bound: false, + compute_rounding: false, + step_rule: StepRule::CoordNoStep, + verbose: false, + warm_start: WarmStart::Random, + } + } + + fn relaxed_solution_from_factor(factor_matrix: &Array2) -> Array1 { + let free_n = factor_matrix.nrows().saturating_sub(1); + if free_n == 0 { + return Array1::zeros(0); + } + + let anchor = factor_matrix.row(free_n).to_owned(); + let mut reduced_solution = Array1::zeros(free_n); + + for i in 0..free_n { + let sign_correlation = factor_matrix.row(i).dot(&anchor).clamp(-1.0, 1.0); + reduced_solution[i] = 0.5 * (1.0 - sign_correlation); + } + + reduced_solution + } + + fn reduced_primal_solution_from_factor( + factor_matrix: &Array2, + reduced_qubo: &Qubo, + ) -> Array1 { + let free_n = factor_matrix.nrows().saturating_sub(1); + if free_n == 0 { + return Array1::zeros(0); + } + + let rank = factor_matrix.ncols(); + let mut prng = PRNG { + generator: JsfLarge::from(7_u64), + }; + let anchor = factor_matrix.row(free_n); + let mut best_solution = Array1::zeros(free_n); + let mut best_objective = f64::INFINITY; + + for _ in 0..Self::NUM_HYPERPLANES { + let mut direction = Array1::zeros(rank); + for component in &mut direction { + *component = 2.0 * prng.gen_f64() - 1.0; + } + + let anchor_dot = anchor.dot(&direction); + let mut candidate = Array1::zeros(free_n); + + for i in 0..free_n { + let same_side = (factor_matrix.row(i).dot(&direction) >= 0.0) + == (anchor_dot >= 0.0); + candidate[i] = usize::from(!same_side); + } + + let objective = reduced_qubo.eval_usize(&candidate); + if objective < best_objective { + best_objective = objective; + best_solution = candidate; + } + } + + best_solution + } +} + +impl SubProblemSolver for MixingCutSDPSolver { + fn solve_lower_bound( + &self, + bbsolver: &BBSolver, + node: &QuboBBNode, + sub_problem_options: Option, + ) -> Box { + let (sub_qubo, mapping, constant) = make_sub_problem(&bbsolver.qubo, &node.fixed_variables); + + if sub_qubo.num_x() == 0 { + let mut solution = node.solution.clone(); + for (&index, &value) in &node.fixed_variables { + solution[index] = value as f64; + } + return Box::new(MixingCutSubProblemResult { + lower_bound: constant, + relaxed_solution: solution, + candidate_primal_solution: Some(node.solution.mapv(|value| usize::from(value >= 0.5))), + subproblem_state: None, + }); + } + + let options = Self::default_options( + sub_qubo.num_x(), + sub_problem_options.and_then(|opts| opts.max_iterations), + ); + let result = solve_qubo_sdp_subproblem(&sub_qubo.q, &sub_qubo.c, &options); + let reduced_relaxed_solution = Self::relaxed_solution_from_factor(&result.factor_matrix); + let reduced_primal_solution = + Self::reduced_primal_solution_from_factor(&result.factor_matrix, &sub_qubo); + + let mut relaxed_solution = node.solution.clone(); + let mut primal_solution = Array1::zeros(node.solution.len()); + for (&original_index, &reduced_index) in &mapping { + relaxed_solution[original_index] = reduced_relaxed_solution[reduced_index]; + primal_solution[original_index] = reduced_primal_solution[reduced_index]; + } + for (&index, &value) in &node.fixed_variables { + relaxed_solution[index] = value as f64; + primal_solution[index] = value; + } + + Box::new(MixingCutSubProblemResult { + lower_bound: result.qubo_lower_bound + constant, + relaxed_solution, + candidate_primal_solution: Some(primal_solution), + subproblem_state: None, + }) + } +} + +#[cfg(test)] +mod tests { + use super::MixingCutSDPSolver; + use crate::branch_node::QuboBBNode; + use crate::branch_subproblem::SubProblemSolver; + use crate::branchbound::BBSolver; + use crate::qubo::Qubo; + use crate::solver_options::SolverOptions; + use crate::FixedVarMap; + use ndarray::Array1; + use sprs::CsMat; + + #[test] + fn mixingcut_backend_solves_small_node() { + let q = CsMat::eye(3); + let c = Array1::from_vec(vec![-1.0, -2.0, -3.0]); + let qubo = Qubo::new_with_c(q, c); + let solver = BBSolver::new(qubo, SolverOptions::new()); + let node = QuboBBNode { + lower_bound: f64::NEG_INFINITY, + solution: 0.5 * Array1::ones(3), + fixed_variables: FixedVarMap::default(), + run_heuristic: false, + subproblem_state: None, + }; + + let mixingcut = MixingCutSDPSolver::new(&solver.qubo); + let result = mixingcut.solve_lower_bound(&solver, &node, None); + + assert!(result.lower_bound().is_finite()); + let relaxed = result.relaxed_solution().expect("expected relaxed solution"); + assert_eq!(relaxed.len(), 3); + assert!(relaxed.iter().all(|value| (0.0..=1.0).contains(value))); + let primal = result + .candidate_primal_solution() + .expect("expected candidate primal solution"); + assert!(primal.iter().all(|value| *value <= 1)); + assert!(result.subproblem_state().is_none()); + } +} diff --git a/src/subproblemsolvers/roofdual.rs b/src/subproblemsolvers/roofdual.rs index 403f97e..f2e4c19 100644 --- a/src/subproblemsolvers/roofdual.rs +++ b/src/subproblemsolvers/roofdual.rs @@ -10,7 +10,9 @@ //! - read strong persistencies from the source side of the residual graph. use crate::branch_node::QuboBBNode; -use crate::branch_subproblem::{SubProblemOptions, SubProblemResult, SubProblemSolver}; +use crate::branch_subproblem::{ + BasicSubProblemResult, SubProblemOptions, SubProblemResult, SubProblemSolver, +}; use crate::branchbound::BBSolver; use crate::preprocess::make_sub_problem; use crate::qubo::Qubo; @@ -79,7 +81,7 @@ impl SubProblemSolver for RoofDualSolver { bbsolver: &BBSolver, node: &QuboBBNode, _: Option, - ) -> SubProblemResult { + ) -> Box { let result = roof_duality_presolve(&bbsolver.qubo_pp_form, &node.fixed_variables); let mut solution = Array1::from_elem(bbsolver.qubo.num_x(), 0.5); @@ -90,7 +92,10 @@ impl SubProblemSolver for RoofDualSolver { solution[index] = value as f64; } - (result.lower_bound.unwrap_or(f64::NEG_INFINITY), solution) + Box::new(BasicSubProblemResult { + lower_bound: result.lower_bound.unwrap_or(f64::NEG_INFINITY), + relaxed_solution: solution, + }) } } diff --git a/test_data/.ipynb_checkpoints/G_11-checkpoint.qubo b/test_data/.ipynb_checkpoints/G_11-checkpoint.qubo new file mode 100644 index 0000000..f004b19 --- /dev/null +++ b/test_data/.ipynb_checkpoints/G_11-checkpoint.qubo @@ -0,0 +1,2120 @@ +801 +2 2 2.000000 +3 3 2.000000 +4 4 2.000000 +5 5 2.000000 +6 6 2.000000 +7 7 -2.000000 +8 8 -4.000000 +10 10 -2.000000 +11 11 -2.000000 +12 12 -2.000000 +16 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b346 - 2 b347 + - 2 b348 + 2 b349 + 4 b350 + 2 b351 + 2 b352 + 2 b353 + 2 b354 + 4 b355 - 2 b356 + 4 b357 + 2 b358 + - 2 b359 + 4 b360 - 2 b361 - 2 b362 + 4 b363 - 2 b364 + 2 b365 + 2 b366 + 2 b367 + 2 b368 - 2 b369 + - 4 b370 + 2 b371 - 2 b372 + 4 b373 + 4 b374 + 4 b375 + 4 b376 + 4 b377 + 4 b378 - 2 b379 - 2 b380 + + 2 b381 + 2 b382 + 4 b383 + 2 b384 + 2 b385 - 2 b386 + 2 b387 - 2 b388 + 2 b389 - 2 b390 + 4 b391 + - 2 b392 - 2 b393 + 2 b394 - 2 b395 + 4 b396 + 2 b397 + 2 b398 + 2 b399 + 2 b400 + 2 b401 - 2 b402 + - 4 b403 + 2 b404 - 2 b405 + 4 b406 + 2 b407 + 2 b408 + 4 b409 + 2 b410 - 2 b411 + 2 b412 + 2 b413 + + 2 b414 + 4 b415 + 4 b416 + 4 b417 + 2 b418 + 2 b419 + 2 b420 - 2 b421 + 2 b422 + 2 b423 - 2 b424 + + 4 b425 - 2 b426 - 2 b427 - 2 b428 + 4 b429 - 2 b430 + 2 b431 + 4 b432 - 2 b433 + 2 b434 + 2 b435 + + 2 b436 + 2 b437 - 2 b438 - 4 b439 + 2 b440 - 4 b441 + 4 b442 + 2 b443 + 2 b444 + 2 b445 + 4 b446 + + 4 b447 + 4 b448 + 4 b449 + 4 b450 - 2 b451 + 2 b452 + 2 b453 + 2 b454 + 2 b455 + 4 b456 + 2 b457 + + 2 b458 + 2 b459 - 2 b460 + 2 b461 + 4 b462 - 2 b463 + 4 b464 - 2 b465 - 2 b466 + 4 b467 - 2 b468 + + 2 b469 + 2 b470 + 4 b471 - 2 b472 + 4 b473 + 2 b474 + 2 b475 - 2 b476 + 2 b477 - 2 b478 + 2 b479 + - 2 b480 + 4 b481 + 2 b482 + 2 b483 + 2 b484 + 2 b485 + 4 b486 + 4 b487 - 2 b488 + 4 b489 - 2 b490 + + 2 b491 + 2 b492 + 2 b493 + 2 b494 + 2 b495 + 4 b496 - 2 b497 + [ 4 b2 * b3 - 4 b2 * b67 - 4 b2 * b223 + + 4 b2 * b224 - 4 b3 * b221 - 4 b3 * b238 + 4 b3 * b441 + 4 b4 * b54 - 4 b4 * b242 + 4 b4 * b345 - 4 b4 * b377 + - 4 b5 * b6 + 4 b5 * b293 + 4 b5 * b348 - 4 b5 * b414 + 4 b6 * b18 - 4 b6 * b290 + 4 b6 * b347 - 4 b7 * b172 + - 4 b7 * b242 + 4 b7 * b382 + 4 b7 * b490 - 4 b8 * b71 + 4 b8 * b113 + 4 b8 * b255 - 4 b8 * b275 + 4 b9 * b10 + + 4 b9 * b94 - 4 b9 * b102 - 4 b9 * b306 + 4 b10 * b73 - 4 b10 * b175 - 4 b10 * b176 - 4 b11 * b43 + + 4 b11 * b177 + 4 b12 * b177 - 4 b12 * b459 + 4 b13 * b14 + 4 b13 * b112 - 4 b13 * b233 - 4 b13 * b276 + - 4 b14 * b70 + 4 b14 * b143 - 4 b14 * b428 + 4 b15 * b16 + 4 b15 * b89 - 4 b15 * b281 - 4 b15 * b435 + - 4 b16 * b174 - 4 b16 * b175 + 4 b16 * b365 + 4 b17 * b18 - 4 b17 * b172 + 4 b17 * b295 - 4 b17 * b416 + - 4 b18 * b453 - 4 b18 * b456 - 4 b19 * b31 + 4 b19 * b181 + 4 b20 * b181 - 4 b20 * b420 + 4 b21 * b251 + + 4 b21 * b274 - 4 b21 * b357 - 4 b21 * b464 + 4 b22 * b23 + 4 b22 * b107 - 4 b22 * b256 - 4 b22 * b304 + - 4 b23 * b62 + 4 b23 * b139 - 4 b23 * b466 + 4 b24 * b25 - 4 b24 * b26 + 4 b24 * b81 - 4 b24 * b398 + - 4 b25 * b173 - 4 b25 * b174 + 4 b25 * b397 + 4 b26 * b93 - 4 b26 * b182 + 4 b26 * b364 + 4 b27 * b28 + - 4 b27 * b53 + 4 b27 * b312 - 4 b27 * b400 - 4 b28 * b58 - 4 b28 * b81 + 4 b28 * b82 - 4 b29 * b30 + + 4 b29 * b379 + 4 b29 * b493 - 4 b29 * b494 + 4 b30 * b319 - 4 b30 * b450 + 4 b30 * b488 + 4 b31 * b32 + + 4 b31 * b191 - 4 b31 * b231 - 4 b32 * b385 - 4 b33 * b34 + 4 b33 * b254 + 4 b33 * b271 - 4 b33 * b302 + + 4 b34 * b124 + 4 b34 * b125 - 4 b34 * b202 + 4 b35 * b36 + 4 b35 * b100 - 4 b35 * b277 - 4 b35 * b332 + - 4 b36 * b56 - 4 b36 * b114 + 4 b36 * b134 + 4 b37 * b38 + 4 b37 * b49 - 4 b37 * b178 - 4 b37 * b235 + - 4 b38 * b100 + 4 b38 * b154 - 4 b38 * b233 + 4 b39 * b40 - 4 b39 * b60 + 4 b39 * b338 - 4 b39 * b367 + - 4 b40 * b65 - 4 b40 * b183 + 4 b40 * b477 - 4 b41 * b312 + 4 b41 * b314 + 4 b41 * b338 - 4 b41 * b340 + + 4 b42 * b109 + 4 b42 * b291 - 4 b42 * b380 - 4 b42 * b489 + 4 b43 * b44 + 4 b43 * b187 - 4 b43 * b250 + - 4 b44 * b354 - 4 b45 * b46 + 4 b45 * b253 + 4 b45 * b299 - 4 b45 * b329 + 4 b46 * b133 - 4 b46 * b208 + + 4 b46 * b386 + 4 b47 * b126 + 4 b47 * b253 - 4 b47 * b275 - 4 b47 * b464 - 4 b48 * b113 + 4 b48 * b160 + + 4 b48 * b173 - 4 b48 * b192 - 4 b49 * b173 + 4 b49 * b434 - 4 b49 * b473 + 4 b50 * b51 - 4 b50 * b237 + - 4 b50 * b336 + 4 b50 * b370 + 4 b51 * b65 - 4 b51 * b180 - 4 b51 * b236 - 4 b52 * b53 + 4 b52 * b83 + + 4 b52 * b370 - 4 b52 * b373 + 4 b53 * b121 + 4 b53 * b284 + 4 b54 * b117 - 4 b54 * b288 - 4 b54 * b348 + - 4 b55 * b219 + 4 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b75 * b76 + 4 b75 * b84 - 4 b75 * b239 + + 4 b75 * b405 - 4 b76 * b261 + 4 b76 * b443 + 4 b77 * b145 - 4 b77 * b241 - 4 b77 * b376 + 4 b77 * b451 + - 4 b78 * b255 - 4 b78 * b329 + 4 b78 * b331 + 4 b78 * b359 + 4 b79 * b333 - 4 b79 * b394 + 4 b79 * b468 + + 4 b80 * b306 - 4 b80 * b307 - 4 b80 * b309 + 4 b81 * b101 - 4 b81 * b336 - 4 b82 * b152 + 4 b82 * b221 + - 4 b82 * b437 + 4 b83 * b156 - 4 b83 * b184 - 4 b83 * b284 - 4 b84 * b184 + 4 b84 * b204 - 4 b84 * b212 + + 4 b85 * b142 - 4 b85 * b226 - 4 b85 * b344 + 4 b85 * b411 + 4 b86 * b202 - 4 b86 * b208 + 4 b86 * b423 + - 4 b86 * b462 + 4 b87 * b99 - 4 b87 * b276 - 4 b87 * b360 + 4 b87 * b390 - 4 b88 * b99 + 4 b88 * b159 + + 4 b88 * b188 - 4 b88 * b304 - 4 b89 * b310 - 4 b89 * b400 + 4 b89 * b433 - 4 b90 * b155 + 4 b90 * b400 + - 4 b90 * b401 + 4 b90 * b478 - 4 b91 * b186 + 4 b91 * b199 - 4 b91 * b225 + 4 b92 * b137 - 4 b92 * b213 + - 4 b92 * b317 + 4 b92 * b379 + 4 b93 * b468 - 4 b93 * b469 - 4 b93 * b471 - 4 b94 * b283 - 4 b94 * b367 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* b398 + - 4 b116 * b117 + 4 b116 * b118 - 4 b116 * b205 + 4 b116 * b243 + 4 b117 * b149 - 4 b117 * b320 - 4 b118 * b214 + + 4 b118 * b216 - 4 b118 * b229 + 4 b119 * b251 - 4 b119 * b252 - 4 b119 * b254 + 4 b119 * b359 - 4 b120 * b126 + + 4 b120 * b233 - 4 b120 * b256 + 4 b120 * b427 - 4 b121 * b238 + 4 b121 * b311 - 4 b121 * b437 + 4 b122 * b142 + + 4 b122 * b214 - 4 b122 * b265 - 4 b122 * b491 + 4 b123 * b138 - 4 b123 * b353 + 4 b124 * b353 - 4 b124 * b354 + - 4 b124 * b357 - 4 b125 * b232 - 4 b125 * b253 + 4 b125 * b328 + 4 b126 * b127 - 4 b126 * b467 + 4 b127 * b328 + - 4 b127 * b329 - 4 b127 * b332 - 4 b128 * b222 + 4 b128 * b337 - 4 b128 * b401 + 4 b129 * b407 + 4 b129 * b480 + - 4 b129 * b481 - 4 b129 * b484 + 4 b130 * b137 + 4 b130 * b227 - 4 b130 * b244 - 4 b130 * b452 + 4 b131 * b132 + - 4 b131 * b269 + 4 b131 * b386 - 4 b131 * b387 - 4 b132 * b458 - 4 b133 * b219 - 4 b133 * b273 + 4 b133 * b301 + + 4 b134 * b301 - 4 b134 * b302 - 4 b134 * b304 + 4 b135 * b237 - 4 b135 * b238 - 4 b135 * b372 + 4 b135 * b441 + + 4 b136 * b441 - 4 b136 * b442 + 4 b136 * b444 - 4 b136 * b445 - 4 b137 * b410 - 4 b137 * b412 - 4 b138 * b297 + + 4 b138 * b421 - 4 b138 * b422 + 4 b139 * b273 - 4 b139 * b274 - 4 b139 * b276 + 4 b140 * b466 - 4 b140 * b467 + - 4 b140 * b469 + 4 b141 * b405 - 4 b141 * b406 - 4 b141 * b408 + 4 b141 * b483 - 4 b142 * b378 - 4 b142 * b381 + + 4 b143 * b253 - 4 b143 * b254 - 4 b143 * b255 - 4 b144 * b161 + 4 b144 * b234 + 4 b144 * b428 - 4 b144 * b429 + + 4 b145 * b243 - 4 b145 * b346 - 4 b145 * b349 - 4 b146 * b167 + 4 b146 * b258 + 4 b146 * b393 - 4 b146 * b394 + + 4 b147 * b151 - 4 b147 * b366 - 4 b147 * b438 + 4 b147 * b476 + 4 b148 * b261 + 4 b148 * b476 - 4 b148 * b477 + - 4 b148 * b479 - 4 b149 * b318 - 4 b149 * b319 + 4 b150 * b272 + 4 b150 * b460 - 4 b150 * b461 - 4 b150 * b462 + + 4 b151 * b335 - 4 b151 * b337 + 4 b152 * b284 + 4 b152 * b438 - 4 b152 * b440 + 4 b153 * b300 + 4 b153 * b421 + - 4 b153 * b422 - 4 b153 * b423 - 4 b154 * b307 - 4 b154 * b334 + 4 b154 * b469 + 4 b155 * b313 + 4 b155 * b402 + - 4 b155 * b404 + 4 b156 * b157 - 4 b156 * b314 - 4 b156 * b408 + 4 b157 * b316 - 4 b157 * b375 - 4 b157 * b482 + + 4 b158 * b327 + 4 b158 * b386 - 4 b158 * b387 - 4 b158 * b389 + 4 b159 * b161 - 4 b159 * b333 - 4 b159 * b469 + + 4 b160 * b161 - 4 b160 * b334 - 4 b160 * b363 - 4 b161 * b470 + 4 b162 * b339 + 4 b162 * b369 - 4 b162 * b371 + + 4 b163 * b164 - 4 b163 * b351 - 4 b164 * b171 + 4 b164 * b495 - 4 b164 * b496 + 4 b165 * b465 - 4 b165 * b467 + + 4 b166 * b167 - 4 b166 * b363 - 4 b166 * b396 + 4 b167 * b395 - 4 b167 * b431 - 4 b168 * b383 + 4 b168 * b497 + + 4 b169 * b394 + 4 b169 * b426 - 4 b169 * b429 + 4 b170 * b410 + 4 b170 * b485 - 4 b170 * b486 - 4 b170 * b489 + + 4 b171 * b497 + 4 b172 * b380 - 4 b172 * b414 - 4 b173 * b278 - 4 b174 * b257 - 4 b176 * b234 - 4 b176 * b306 + + 4 b176 * b430 + 4 b177 * b202 - 4 b177 * b208 - 4 b178 * b182 - 4 b178 * b188 - 4 b179 * b258 - 4 b179 * b281 + - 4 b179 * b306 + 4 b179 * b468 + 4 b180 * b335 - 4 b180 * b400 - 4 b180 * b434 + 4 b181 * b197 - 4 b181 * b218 + - 4 b182 * b279 - 4 b182 * b281 + 4 b183 * b364 - 4 b183 * b367 - 4 b183 * b473 - 4 b184 * b262 + 4 b184 * b441 + - 4 b185 * b195 - 4 b185 * b417 - 4 b186 * b285 - 4 b186 * b314 + 4 b186 * b480 - 4 b187 * b299 + 4 b187 * b326 + + 4 b187 * b459 - 4 b188 * b429 - 4 b189 * b239 - 4 b189 * b315 - 4 b189 * b340 - 4 b190 * b206 - 4 b191 * b271 + + 4 b191 * b356 + 4 b191 * b420 + 4 b192 * b362 - 4 b192 * b467 - 4 b192 * b468 - 4 b193 * b262 - 4 b193 * b341 + - 4 b193 * b373 + 4 b194 * b239 - 4 b194 * b241 - 4 b194 * b341 - 4 b195 * b196 + 4 b195 * b228 - 4 b195 * b294 + - 4 b196 * b216 - 4 b197 * b251 + 4 b197 * b385 + 4 b197 * b388 - 4 b198 * b285 - 4 b198 * b374 - 4 b198 * b406 + - 4 b199 * b213 - 4 b199 * b264 - 4 b199 * b374 - 4 b200 * b201 + 4 b200 * b215 - 4 b200 * b321 - 4 b201 * b229 + + 4 b202 * b354 - 4 b203 * b315 - 4 b203 * b407 - 4 b203 * b442 - 4 b204 * b226 - 4 b204 * b287 - 4 b204 * b407 + + 4 b205 * b206 - 4 b205 * b227 - 4 b205 * b246 - 4 b206 * b207 - 4 b206 * b495 - 4 b207 * b246 + 4 b208 * b325 + - 4 b209 * b210 - 4 b209 * b220 - 4 b209 * b309 - 4 b210 * b221 - 4 b210 * b237 + 4 b210 * b368 - 4 b211 * b341 + - 4 b211 * b444 - 4 b211 * b481 - 4 b212 * b241 - 4 b212 * b317 - 4 b212 * b444 - 4 b213 * b446 - 4 b214 * b215 + - 4 b214 * b291 - 4 b215 * b244 - 4 b215 * b267 - 4 b216 * b217 - 4 b216 * b455 - 4 b217 * b267 - 4 b218 * b219 + + 4 b218 * b298 - 4 b218 * b388 + 4 b219 * b421 - 4 b220 * b222 - 4 b220 * b310 + 4 b220 * b403 - 4 b221 * b223 + - 4 b222 * b223 - 4 b223 * b405 - 4 b224 * b374 - 4 b224 * b483 - 4 b225 * b264 - 4 b225 * b344 - 4 b225 * b483 + - 4 b226 * b288 - 4 b227 * b228 - 4 b227 * b319 - 4 b228 * b265 - 4 b228 * b295 - 4 b229 * b230 - 4 b229 * b415 + - 4 b230 * b295 - 4 b231 * b232 + 4 b231 * b270 - 4 b231 * b356 + 4 b232 * b460 - 4 b233 * b234 - 4 b234 * b259 + - 4 b235 * b259 - 4 b235 * b308 - 4 b236 * b238 - 4 b236 * b283 + 4 b236 * b439 - 4 b239 * b240 - 4 b240 * b287 + - 4 b240 * b376 + 4 b240 * b484 + 4 b242 * b243 - 4 b243 * b292 - 4 b244 * b245 - 4 b244 * b349 - 4 b245 * b292 + - 4 b245 * b322 - 4 b246 * b247 - 4 b246 * b456 - 4 b247 * b322 - 4 b248 * b249 - 4 b248 * b353 + 4 b249 * b250 + - 4 b249 * b352 - 4 b249 * b355 - 4 b250 * b252 - 4 b250 * b326 + 4 b251 * b387 - 4 b252 * b355 - 4 b255 * b393 + - 4 b256 * b258 - 4 b256 * b278 - 4 b257 * b277 + 4 b257 * b280 - 4 b258 * b280 - 4 b259 * b260 - 4 b260 * b280 + - 4 b260 * b364 + 4 b260 * b433 + 4 b261 * b480 - 4 b262 * b263 - 4 b263 * b317 - 4 b263 * b409 + 4 b263 * b445 + - 4 b264 * b488 - 4 b265 * b266 - 4 b265 * b381 - 4 b266 * b320 - 4 b266 * b351 - 4 b267 * b268 - 4 b267 * b496 + - 4 b268 * b351 - 4 b269 * b270 - 4 b270 * b384 - 4 b270 * b460 + 4 b271 * b272 + 4 b271 * b422 - 4 b272 * b274 + + 4 b272 * b390 - 4 b275 * b303 + 4 b275 * b362 - 4 b276 * b362 - 4 b277 * b279 + 4 b278 * b305 - 4 b279 * b305 + + 4 b279 * b395 - 4 b280 * b282 + 4 b281 * b335 - 4 b282 * b305 - 4 b282 * b335 + 4 b282 * b472 - 4 b283 * b398 + + 4 b283 * b438 - 4 b285 * b286 - 4 b285 * b446 - 4 b286 * b344 + 4 b286 * b408 - 4 b286 * b448 - 4 b287 * b289 + - 4 b288 * b290 - 4 b288 * b449 - 4 b289 * b290 - 4 b289 * b448 - 4 b289 * b490 - 4 b290 * b291 - 4 b291 * b350 + - 4 b292 * b294 - 4 b292 * b412 + 4 b293 * b322 - 4 b293 * b383 + 4 b293 * b494 - 4 b294 * b350 - 4 b294 * b383 + - 4 b295 * b296 - 4 b296 * b383 - 4 b297 * b298 - 4 b298 * b419 - 4 b298 * b421 + 4 b299 * b300 + 4 b299 * b461 + - 4 b300 * b302 + 4 b300 * b424 - 4 b303 * b304 - 4 b303 * b391 + 4 b303 * b424 - 4 b305 * b307 - 4 b308 * b309 + + 4 b308 * b334 - 4 b308 * b435 - 4 b309 * b311 + 4 b310 * b402 - 4 b310 * b435 - 4 b311 * b399 - 4 b311 * b402 + + 4 b312 * b313 + 4 b312 * b476 - 4 b313 * b314 - 4 b315 * b316 - 4 b316 * b376 - 4 b316 * b487 - 4 b317 * b318 + - 4 b318 * b451 - 4 b318 * b487 - 4 b319 * b382 - 4 b320 * b321 - 4 b320 * b453 - 4 b321 * b382 - 4 b321 * b416 + - 4 b322 * b323 - 4 b323 * b416 - 4 b324 * b325 - 4 b324 * b458 - 4 b325 * b386 - 4 b325 * b457 + 4 b326 * b327 + - 4 b327 * b329 + 4 b327 * b463 - 4 b330 * b332 - 4 b330 * b425 + 4 b330 * b463 - 4 b331 * b333 + 4 b331 * b428 + - 4 b332 * b333 + 4 b336 * b369 - 4 b337 * b369 - 4 b337 * b436 + 4 b338 * b339 + 4 b338 * b438 - 4 b339 * b340 + - 4 b340 * b443 - 4 b341 * b343 - 4 b342 * b343 - 4 b342 * b443 - 4 b342 * b446 - 4 b343 * b345 - 4 b343 * b409 + - 4 b344 * b346 - 4 b345 * b346 - 4 b345 * b447 - 4 b346 * b411 + 4 b347 * b349 - 4 b347 * b410 + 4 b348 * b413 + + 4 b348 * b451 - 4 b349 * b413 - 4 b350 * b492 - 4 b350 * b495 + 4 b351 * b414 - 4 b352 * b354 - 4 b353 * b355 + - 4 b355 * b357 + 4 b356 * b358 - 4 b357 * b358 - 4 b358 * b360 - 4 b358 * b463 - 4 b359 * b462 + 4 b359 * b465 + - 4 b360 * b465 + 4 b361 * b466 + 4 b362 * b395 - 4 b363 * b365 + 4 b364 * b366 - 4 b365 * b366 - 4 b366 * b368 + - 4 b368 * b474 + 4 b369 * b403 + 4 b370 * b371 + 4 b370 * b402 - 4 b371 * b373 + 4 b372 * b482 - 4 b373 * b482 + - 4 b374 * b375 - 4 b375 * b377 - 4 b375 * b448 - 4 b376 * b378 - 4 b377 * b378 - 4 b377 * b486 - 4 b378 * b379 + + 4 b379 * b381 + 4 b380 * b411 + 4 b380 * b454 - 4 b381 * b454 - 4 b382 * b455 - 4 b384 * b385 - 4 b385 * b387 + + 4 b388 * b389 - 4 b389 * b391 - 4 b389 * b424 - 4 b390 * b423 + 4 b390 * b426 - 4 b391 * b426 - 4 b392 * b394 + + 4 b392 * b426 - 4 b396 * b397 - 4 b396 * b431 - 4 b396 * b472 - 4 b397 * b399 + 4 b398 * b401 - 4 b399 * b401 + + 4 b403 * b404 - 4 b404 * b406 - 4 b407 * b485 - 4 b408 * b485 - 4 b409 * b410 + 4 b411 * b412 - 4 b412 * b493 + - 4 b413 * b415 - 4 b413 * b495 - 4 b414 * b417 - 4 b415 * b417 - 4 b415 * b493 - 4 b416 * b418 - 4 b417 * b418 + - 4 b419 * b420 - 4 b420 * b422 - 4 b423 * b425 - 4 b427 * b429 + 4 b427 * b465 + 4 b430 * b470 - 4 b431 * b432 + - 4 b432 * b433 - 4 b432 * b434 - 4 b432 * b470 + 4 b433 * b436 - 4 b434 * b436 + 4 b435 * b437 - 4 b436 * b437 + + 4 b439 * b440 - 4 b440 * b442 - 4 b443 * b445 - 4 b444 * b447 - 4 b445 * b447 - 4 b446 * b449 - 4 b447 * b449 + - 4 b448 * b450 - 4 b449 * b450 - 4 b450 * b452 + 4 b451 * b453 - 4 b452 * b453 - 4 b454 * b455 - 4 b454 * b456 + + 4 b455 * b497 - 4 b456 * b497 - 4 b457 * b459 + 4 b458 * b460 - 4 b458 * b461 - 4 b459 * b461 - 4 b462 * b464 + - 4 b470 * b471 - 4 b471 * b473 + 4 b472 * b474 - 4 b473 * b474 - 4 b474 * b475 - 4 b475 * b476 - 4 b475 * b477 + - 4 b477 * b478 + 4 b478 * b479 - 4 b479 * b480 - 4 b479 * b481 - 4 b482 * b484 - 4 b483 * b486 - 4 b484 * b486 + - 4 b485 * b487 - 4 b487 * b489 + 4 b488 * b491 - 4 b489 * b491 + 4 b490 * b492 - 4 b491 * b492 - 4 b492 * b494 + - 4 b493 * b496 - 4 b494 * b496 ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 + b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 + b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 + b324 b325 b326 b327 b328 b329 b330 b331 b332 b333 b334 b335 b336 b337 b338 b339 b340 b341 b342 + b343 b344 b345 b346 b347 b348 b349 b350 b351 b352 b353 b354 b355 b356 b357 b358 b359 b360 b361 + b362 b363 b364 b365 b366 b367 b368 b369 b370 b371 b372 b373 b374 b375 b376 b377 b378 b379 b380 + b381 b382 b383 b384 b385 b386 b387 b388 b389 b390 b391 b392 b393 b394 b395 b396 b397 b398 b399 + b400 b401 b402 b403 b404 b405 b406 b407 b408 b409 b410 b411 b412 b413 b414 b415 b416 b417 b418 + b419 b420 b421 b422 b423 b424 b425 b426 b427 b428 b429 b430 b431 b432 b433 b434 b435 b436 b437 + b438 b439 b440 b441 b442 b443 b444 b445 b446 b447 b448 b449 b450 b451 b452 b453 b454 b455 b456 + b457 b458 b459 b460 b461 b462 b463 b464 b465 b466 b467 b468 b469 b470 b471 b472 b473 b474 b475 + b476 b477 b478 b479 b480 b481 b482 b483 b484 b485 b486 b487 b488 b489 b490 b491 b492 b493 b494 + b495 b496 b497 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_3565.lp b/test_data/qplib_mittelmann_lp/QPLIB_3565.lp new file mode 100644 index 0000000..9654fe8 --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_3565.lp @@ -0,0 +1,133 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 276 0 276 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 276 0 276 0 +\ +Maximize + obj: 0 b2 + 0 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 + 0 b13 + 0 b14 + 0 b15 + + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 0 b25 + 0 b26 + 0 b27 + 0 b28 + + 0 b29 + 0 b30 + 0 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + 0 b41 + + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + 0 b54 + + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 0 b62 + 0 b63 + 0 b64 + 0 b65 + 0 b66 + 0 b67 + + 0 b68 + 0 b69 + 0 b70 + 0 b71 + 0 b72 + 0 b73 + 0 b74 + 0 b75 + 0 b76 + 0 b77 + 0 b78 + 0 b79 + 0 b80 + + 0 b81 + 0 b82 + 0 b83 + 0 b84 + 0 b85 + 0 b86 + 0 b87 + 0 b88 + 0 b89 + 0 b90 + 0 b91 + 0 b92 + 0 b93 + + 0 b94 + 0 b95 + 2 b96 + 2 b97 + 2 b98 + 2 b99 + 2 b100 + 2 b101 + 2 b102 + 2 b103 + 2 b104 + 2 b105 + + 2 b106 + 2 b107 + 2 b108 + 2 b109 + 2 b110 + 2 b111 + 4 b112 + 2 b113 + 2 b114 + 2 b115 + 4 b116 + + 2 b117 + 4 b118 + 2 b119 + 2 b120 + 2 b121 + 4 b122 + 4 b123 + 2 b124 + 4 b125 + 4 b126 + 4 b127 + + 4 b128 + 2 b129 + 2 b130 + 2 b131 + 2 b132 + 4 b133 - 2 b134 + 2 b135 + 4 b136 - 2 b137 + 4 b138 + + 4 b139 + 4 b140 + 2 b141 + 4 b142 + 4 b143 + 4 b144 + 2 b145 + 2 b146 + 4 b147 - 2 b148 + 4 b149 + + 2 b150 + 2 b151 + 2 b152 - 2 b153 - 2 b154 + 4 b155 + 2 b156 + 4 b157 + 4 b158 + 4 b159 + 4 b160 + + 2 b161 + 4 b162 - 2 b163 - 4 b164 + 4 b165 + 2 b166 + 2 b167 + 2 b168 + 2 b169 + 2 b170 - 4 b171 + - 2 b172 + 4 b173 + 2 b174 + 4 b175 + 4 b176 + 4 b177 + 4 b178 + 2 b179 + 4 b180 + 4 b181 + 4 b182 + + 2 b183 - 4 b184 + 2 b185 + 2 b186 - 2 b187 + 2 b188 + 2 b189 - 4 b190 + 2 b191 + 4 b192 + 4 b193 + + 2 b194 + 4 b195 + 4 b196 - 2 b197 + 2 b198 + 4 b199 + 2 b200 + 4 b201 + 4 b202 + 2 b203 + 2 b204 + - 4 b205 + 4 b206 + 2 b207 + 2 b208 - 2 b209 - 2 b210 + 2 b211 + 4 b212 + 2 b213 + 2 b214 + 2 b215 + + 4 b216 + 4 b217 + 2 b218 + 4 b219 - 2 b220 + 2 b221 + 4 b222 + 2 b223 - 2 b224 - 2 b225 - 2 b226 + + 4 b227 + 2 b228 + 2 b229 + 2 b230 - 2 b231 + 2 b232 - 2 b233 + 2 b234 - 2 b235 + 4 b236 + 2 b237 + + 4 b238 + 4 b239 + 2 b240 + 4 b241 - 2 b242 + 2 b243 + 2 b244 + 2 b245 + 2 b246 + 2 b247 + 4 b248 + + 2 b249 - 2 b250 - 4 b251 + 2 b252 + 2 b253 + 4 b254 + 4 b255 + 2 b256 + 2 b257 + 2 b258 + 4 b259 + - 4 b260 + 2 b261 + 2 b262 + 4 b263 + 2 b264 + 2 b265 + 2 b266 + 4 b267 + 4 b268 + 4 b269 - 2 b270 + + 2 b271 + 2 b272 + 2 b273 + 2 b274 + 2 b275 + 4 b276 + 2 b277 + [ - 4 b2 * b37 - 4 b2 * b123 + 4 b2 * b124 + + 4 b2 * b137 + 4 b3 * b28 - 4 b3 * b141 + 4 b3 * b218 - 4 b3 * b240 + 4 b4 * b5 - 4 b4 * b96 + 4 b4 * b247 + - 4 b4 * b248 - 4 b5 * b14 - 4 b5 * b97 + 4 b5 * b275 + 4 b6 * b7 + 4 b6 * b52 - 4 b6 * b106 - 4 b6 * b167 + + 4 b7 * b36 - 4 b7 * b99 - 4 b7 * b101 - 4 b8 * b19 + 4 b8 * b96 + 4 b8 * b220 - 4 b8 * b244 + 4 b9 * b10 + - 4 b9 * b11 + 4 b9 * b42 - 4 b9 * b109 + 4 b10 * b31 - 4 b10 * b98 - 4 b10 * b99 + 4 b11 * b51 + 4 b11 * b53 + - 4 b11 * b103 + 4 b12 * b13 - 4 b12 * b135 + 4 b12 * b153 - 4 b12 * b170 - 4 b13 * b42 - 4 b13 * b52 + + 4 b13 * b209 - 4 b14 * b28 + 4 b14 * b242 + 4 b14 * b273 + 4 b15 * b23 - 4 b15 * b133 + 4 b15 * b148 + - 4 b15 * b252 + 4 b16 * b17 - 4 b16 * b122 - 4 b16 * b152 + 4 b16 * b171 - 4 b17 * b42 + 4 b17 * b45 + - 4 b17 * b102 - 4 b18 * b153 + 4 b18 * b171 + 4 b18 * b191 - 4 b18 * b212 + 4 b19 * b64 + 4 b19 * b179 + - 4 b19 * b269 - 4 b20 * b141 - 4 b20 * b244 + 4 b20 * b245 + 4 b20 * b270 + 4 b21 * b164 - 4 b21 * b204 + + 4 b21 * b224 - 4 b21 * b252 - 4 b22 * b33 - 4 b22 * b98 + 4 b22 * b150 + 4 b22 * b163 - 4 b23 * b98 + + 4 b23 * b228 - 4 b23 * b255 + 4 b24 * b25 - 4 b24 * b26 - 4 b24 * b136 + 4 b24 * b190 - 4 b25 * b100 + - 4 b25 * b102 + 4 b25 * b232 - 4 b26 * b109 + 4 b26 * b134 + 4 b26 * b257 + 4 b27 * b55 - 4 b27 * b135 + + 4 b27 * b190 - 4 b27 * b236 + 4 b28 * b78 - 4 b28 * b176 - 4 b29 * b30 - 4 b29 * b148 + 4 b29 * b184 + + 4 b29 * b250 + 4 b30 * b225 + 4 b31 * b100 - 4 b31 * b206 - 4 b31 * b229 + 4 b32 * b47 - 4 b32 * b122 + + 4 b32 * b210 - 4 b32 * b263 + 4 b33 * b34 - 4 b33 * b35 + 4 b33 * b205 - 4 b34 * b162 + 4 b35 * b251 + + 4 b36 * b102 - 4 b36 * b186 - 4 b36 * b207 + 4 b37 * b48 - 4 b37 * b193 + 4 b37 * b235 + 4 b38 * b84 + - 4 b38 * b157 - 4 b38 * b217 + 4 b38 * b270 + 4 b39 * b40 - 4 b39 * b41 - 4 b39 * b132 + 4 b39 * b226 + - 4 b40 * b147 + 4 b41 * b163 + 4 b42 * b43 + 4 b43 * b167 - 4 b43 * b168 - 4 b43 * b188 + 4 b44 * b45 + - 4 b44 * b115 - 4 b44 * b123 + 4 b44 * b262 - 4 b45 * b90 - 4 b45 * b208 + 4 b46 * b76 + 4 b46 * b104 + - 4 b46 * b123 - 4 b46 * b262 - 4 b47 * b104 - 4 b47 * b154 + 4 b47 * b237 - 4 b48 * b104 + 4 b48 * b113 + - 4 b48 * b118 + 4 b49 * b80 - 4 b49 * b140 - 4 b49 * b195 + 4 b49 * b242 + 4 b50 * b79 - 4 b50 * b147 + - 4 b51 * b89 + 4 b51 * b252 - 4 b51 * b254 + 4 b52 * b53 - 4 b52 * b170 - 4 b53 * b151 - 4 b53 * b169 + + 4 b54 * b73 + 4 b54 * b105 - 4 b54 * b124 - 4 b54 * b234 - 4 b55 * b105 - 4 b55 * b172 + 4 b55 * b213 + + 4 b56 * b77 - 4 b56 * b127 - 4 b56 * b175 + 4 b56 * b220 + 4 b57 * b106 - 4 b57 * b133 + 4 b57 * b188 + - 4 b57 * b254 + 4 b58 * b107 - 4 b58 * b116 + 4 b58 * b154 - 4 b58 * b211 - 4 b59 * b63 - 4 b59 * b157 + + 4 b59 * b197 + 4 b59 * b271 + 4 b60 * b68 - 4 b60 * b114 + 4 b60 * b129 - 4 b60 * b143 - 4 b61 * b85 + - 4 b61 * b89 + 4 b61 * b205 + 4 b61 * b250 - 4 b62 * b66 + 4 b62 * b110 - 4 b62 * b112 + 4 b62 * b172 + + 4 b63 * b64 - 4 b63 * b111 + 4 b63 * b266 - 4 b64 * b140 - 4 b64 * b141 - 4 b65 * b87 - 4 b65 * b92 + + 4 b65 * b184 + 4 b65 * b224 + 4 b66 * b90 + 4 b66 * b190 - 4 b66 * b191 + 4 b67 * b71 - 4 b67 * b128 + + 4 b67 * b130 - 4 b67 * b144 - 4 b68 * b130 - 4 b69 * b133 - 4 b69 * b169 + 4 b69 * b186 + 4 b69 * b256 + - 4 b70 * b122 + 4 b70 * b153 + 4 b70 * b208 - 4 b70 * b259 + 4 b71 * b74 - 4 b71 * b75 - 4 b71 * b119 + + 4 b72 * b168 - 4 b72 * b206 + 4 b72 * b229 - 4 b72 * b257 + 4 b73 * b135 - 4 b73 * b136 - 4 b73 * b235 + + 4 b74 * b77 - 4 b74 * b128 - 4 b74 * b271 + 4 b75 * b80 + 4 b75 * b141 - 4 b75 * b142 + 4 b76 * b214 + - 4 b76 * b263 - 4 b76 * b265 - 4 b77 * b241 - 4 b77 * b243 + 4 b78 * b84 - 4 b78 * b128 - 4 b78 * b158 + + 4 b79 * b132 - 4 b79 * b146 - 4 b79 * b149 - 4 b80 * b219 - 4 b80 * b221 + 4 b81 * b169 - 4 b81 * b188 + - 4 b81 * b231 + 4 b81 * b260 + 4 b82 * b154 + 4 b82 * b260 - 4 b82 * b261 - 4 b82 * b262 + 4 b83 * b95 + + 4 b83 * b174 - 4 b83 * b237 - 4 b83 * b264 - 4 b84 * b196 - 4 b84 * b198 + 4 b85 * b163 + 4 b86 * b172 + + 4 b86 * b231 - 4 b86 * b232 - 4 b86 * b234 + 4 b87 * b251 + 4 b88 * b89 + 4 b88 * b184 - 4 b88 * b186 + - 4 b88 * b206 + 4 b89 * b251 + 4 b90 * b209 - 4 b90 * b211 + 4 b91 * b92 + 4 b91 * b205 - 4 b91 * b206 + - 4 b91 * b227 + 4 b92 * b225 - 4 b92 * b253 + 4 b93 * b94 - 4 b93 * b223 + 4 b94 * b274 - 4 b94 * b275 + - 4 b94 * b277 + 4 b95 * b240 - 4 b95 * b265 - 4 b95 * b268 - 4 b96 * b97 - 4 b96 * b200 - 4 b97 * b178 + + 4 b97 * b197 + 4 b98 * b164 - 4 b99 * b132 + 4 b99 * b184 - 4 b100 * b228 - 4 b100 * b258 - 4 b101 * b149 + - 4 b101 * b167 + 4 b101 * b205 - 4 b102 * b255 - 4 b103 * b165 - 4 b103 * b167 + 4 b103 * b226 - 4 b104 * b117 + - 4 b105 * b117 - 4 b105 * b125 - 4 b106 * b152 - 4 b106 * b170 - 4 b107 * b125 - 4 b107 * b138 - 4 b107 * b191 + - 4 b108 * b120 - 4 b108 * b248 - 4 b109 * b152 + 4 b109 * b187 - 4 b110 * b138 - 4 b110 * b155 - 4 b110 * b212 + + 4 b111 * b117 - 4 b111 * b127 - 4 b111 * b138 - 4 b112 * b155 - 4 b112 * b173 - 4 b112 * b236 - 4 b113 * b127 + - 4 b113 * b140 - 4 b113 * b155 - 4 b114 * b144 - 4 b115 * b135 + 4 b115 * b230 - 4 b115 * b258 - 4 b116 * b173 + - 4 b116 * b192 - 4 b116 * b263 - 4 b117 * b126 - 4 b118 * b140 - 4 b118 * b157 - 4 b118 * b173 + 4 b119 * b120 + - 4 b119 * b142 - 4 b119 * b160 - 4 b120 * b121 - 4 b120 * b159 - 4 b121 * b160 - 4 b122 * b123 - 4 b124 * b192 + - 4 b124 * b214 - 4 b125 * b139 - 4 b125 * b266 - 4 b126 * b157 - 4 b126 * b175 - 4 b126 * b192 - 4 b127 * b176 + - 4 b128 * b129 - 4 b129 * b158 - 4 b129 * b182 - 4 b130 * b131 - 4 b130 * b181 - 4 b131 * b182 - 4 b132 * b150 + - 4 b133 * b150 - 4 b134 * b136 + 4 b134 * b171 + 4 b134 * b189 - 4 b136 * b137 + 4 b137 * b233 + 4 b137 * b235 + - 4 b138 * b156 - 4 b139 * b175 - 4 b139 * b195 - 4 b139 * b214 - 4 b142 * b143 - 4 b142 * b179 - 4 b143 * b180 + - 4 b143 * b202 - 4 b144 * b145 - 4 b144 * b201 - 4 b145 * b202 - 4 b146 * b162 - 4 b147 * b149 - 4 b147 * b252 + + 4 b148 * b166 + 4 b148 * b251 - 4 b149 * b166 - 4 b150 * b151 - 4 b151 * b166 + 4 b151 * b187 + 4 b152 * b260 + + 4 b153 * b154 - 4 b155 * b174 - 4 b156 * b195 - 4 b156 * b217 + 4 b156 * b265 - 4 b158 * b159 - 4 b158 * b198 + - 4 b159 * b199 - 4 b159 * b223 - 4 b160 * b161 - 4 b160 * b274 - 4 b161 * b223 - 4 b162 * b165 - 4 b162 * b226 + - 4 b163 * b165 + 4 b164 * b185 + 4 b164 * b225 - 4 b165 * b185 - 4 b166 * b168 - 4 b168 * b185 - 4 b169 * b258 + + 4 b170 * b231 + 4 b171 * b172 - 4 b173 * b194 - 4 b174 * b217 - 4 b174 * b239 - 4 b175 * b177 - 4 b176 * b178 + - 4 b176 * b268 - 4 b177 * b178 - 4 b177 * b239 - 4 b177 * b270 - 4 b178 * b179 - 4 b179 * b180 - 4 b180 * b181 + - 4 b180 * b221 - 4 b181 * b222 - 4 b181 * b247 - 4 b182 * b183 - 4 b182 * b246 - 4 b183 * b247 - 4 b185 * b186 + + 4 b187 * b207 - 4 b187 * b227 - 4 b188 * b189 - 4 b189 * b207 - 4 b189 * b209 + 4 b190 * b260 - 4 b191 * b213 + - 4 b192 * b216 - 4 b193 * b213 - 4 b193 * b216 - 4 b193 * b266 + 4 b194 * b215 - 4 b194 * b239 - 4 b194 * b267 + - 4 b195 * b196 - 4 b196 * b242 - 4 b196 * b267 + 4 b197 * b198 - 4 b197 * b241 - 4 b198 * b199 - 4 b199 * b201 + - 4 b199 * b243 + 4 b200 * b223 - 4 b200 * b244 - 4 b200 * b276 - 4 b201 * b245 - 4 b201 * b276 - 4 b202 * b203 + - 4 b202 * b275 - 4 b203 * b276 - 4 b204 * b225 - 4 b207 * b208 - 4 b208 * b229 + 4 b209 * b233 + 4 b210 * b211 + + 4 b210 * b231 - 4 b210 * b261 - 4 b211 * b212 - 4 b212 * b237 - 4 b213 * b215 - 4 b214 * b238 - 4 b215 * b237 + - 4 b215 * b238 - 4 b216 * b218 - 4 b216 * b267 - 4 b217 * b219 - 4 b218 * b219 - 4 b218 * b238 - 4 b219 * b220 + + 4 b220 * b221 - 4 b221 * b222 - 4 b222 * b272 - 4 b222 * b274 + 4 b226 * b253 - 4 b227 * b228 - 4 b227 * b253 + - 4 b228 * b256 - 4 b229 * b230 - 4 b230 * b232 - 4 b230 * b256 - 4 b232 * b233 + 4 b233 * b234 - 4 b234 * b236 + + 4 b235 * b264 - 4 b236 * b264 - 4 b238 * b240 - 4 b239 * b241 - 4 b240 * b241 + 4 b242 * b243 - 4 b243 * b245 + + 4 b244 * b246 - 4 b245 * b246 - 4 b246 * b248 - 4 b247 * b249 - 4 b248 * b249 - 4 b253 * b254 - 4 b254 * b255 + - 4 b255 * b257 - 4 b256 * b259 - 4 b257 * b259 + 4 b258 * b261 - 4 b259 * b261 - 4 b262 * b263 - 4 b264 * b265 + - 4 b266 * b268 - 4 b267 * b269 - 4 b268 * b269 - 4 b269 * b271 + 4 b270 * b272 - 4 b271 * b272 - 4 b272 * b273 + - 4 b273 * b274 - 4 b273 * b275 - 4 b276 * b277 ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_3642.lp b/test_data/qplib_mittelmann_lp/QPLIB_3642.lp new file mode 100644 index 0000000..9526415 --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_3642.lp @@ -0,0 +1,457 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 1035 0 1035 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 1035 0 1035 0 +\ +Maximize + obj: 0 b2 + 0 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 + 0 b13 + 0 b14 + 0 b15 + + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 0 b25 + 0 b26 + 0 b27 + 0 b28 + + 0 b29 + 0 b30 + 0 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + 0 b41 + + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + 0 b54 + + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 0 b62 + 0 b63 + 0 b64 + 0 b65 + 0 b66 + 0 b67 + + 0 b68 + 0 b69 + 0 b70 + 0 b71 + 0 b72 + 0 b73 + 0 b74 + 0 b75 + 0 b76 + 0 b77 + 0 b78 + 0 b79 + 0 b80 + + 0 b81 + 0 b82 + 0 b83 + 0 b84 + 0 b85 + 0 b86 + 0 b87 + 0 b88 + 0 b89 + 0 b90 + 0 b91 + 0 b92 + 0 b93 + + 0 b94 + 0 b95 + 0 b96 + 0 b97 + 0 b98 + 0 b99 + 0 b100 + 0 b101 + 0 b102 + 0 b103 + 0 b104 + 0 b105 + + 0 b106 + 0 b107 + 0 b108 + 0 b109 + 0 b110 + 0 b111 + 0 b112 + 0 b113 + 0 b114 + 0 b115 + 0 b116 + + 0 b117 + 0 b118 + 0 b119 + 0 b120 + 0 b121 + 0 b122 + 0 b123 + 0 b124 + 0 b125 + 0 b126 + 0 b127 + + 0 b128 + 0 b129 + 0 b130 + 0 b131 + 0 b132 + 0 b133 + 0 b134 + 0 b135 + 0 b136 + 0 b137 + 0 b138 + + 0 b139 + 0 b140 + 0 b141 + 0 b142 + 0 b143 + 0 b144 + 0 b145 + 0 b146 + 0 b147 + 0 b148 + 0 b149 + + 0 b150 + 0 b151 + 0 b152 + 0 b153 + 0 b154 + 0 b155 + 0 b156 + 0 b157 + 0 b158 + 0 b159 + 0 b160 + + 0 b161 + 0 b162 + 0 b163 + 0 b164 + 0 b165 + 0 b166 + 0 b167 + 0 b168 + 0 b169 + 0 b170 + 0 b171 + + 0 b172 + 0 b173 + 0 b174 + 0 b175 + 0 b176 + 0 b177 + 0 b178 + 0 b179 + 0 b180 + 0 b181 + 0 b182 + + 0 b183 + 0 b184 + 0 b185 + 0 b186 + 0 b187 + 0 b188 + 0 b189 + 0 b190 + 0 b191 + 0 b192 + 0 b193 + + 0 b194 + 0 b195 + 0 b196 + 0 b197 + 0 b198 + 0 b199 + 0 b200 + 0 b201 + 0 b202 + 0 b203 + 0 b204 + + 0 b205 + 0 b206 + 0 b207 + 0 b208 + 0 b209 + 0 b210 + 0 b211 + 0 b212 + 0 b213 + 0 b214 + 0 b215 + + 0 b216 + 0 b217 + 0 b218 + 0 b219 + 0 b220 + 0 b221 + 0 b222 + 0 b223 + 0 b224 + 0 b225 + 0 b226 + + 0 b227 + 0 b228 + 0 b229 + 0 b230 + 0 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b566 * b688 - 4 b567 * b686 - 4 b567 * b726 + 4 b569 * b801 - 4 b571 * b598 + - 4 b571 * b728 - 4 b571 * b1006 - 4 b572 * b573 - 4 b572 * b902 - 4 b573 * b731 - 4 b574 * b695 - 4 b574 * b731 + - 4 b574 * b854 + 4 b575 * b576 - 4 b576 * b819 + 4 b576 * b1022 - 4 b577 * b578 - 4 b578 * b630 - 4 b578 * b742 + + 4 b578 * b968 - 4 b580 * b581 - 4 b580 * b707 - 4 b581 * b636 - 4 b581 * b747 - 4 b582 * b583 - 4 b582 * b924 + - 4 b583 * b747 - 4 b585 * b675 - 4 b585 * b833 - 4 b586 * b587 - 4 b587 * b589 - 4 b587 * b794 + 4 b587 * b840 + + 4 b588 * b649 + 4 b589 * b611 - 4 b589 * b649 - 4 b590 * b592 + 4 b590 * b652 - 4 b591 * b592 - 4 b591 * b649 + - 4 b592 * b593 + 4 b593 * b594 - 4 b594 * b596 + 4 b595 * b842 - 4 b597 * b624 - 4 b597 * b765 - 4 b598 * b847 + - 4 b599 * b600 - 4 b599 * b953 - 4 b600 * b768 - 4 b602 * b603 - 4 b603 * b665 - 4 b603 * b780 + 4 b603 * b917 + - 4 b604 * b666 - 4 b605 * b606 - 4 b605 * b745 - 4 b606 * b670 - 4 b606 * b785 - 4 b607 * b608 - 4 b607 * b979 + - 4 b608 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b942 - 4 b652 * b654 + + 4 b652 * b941 - 4 b653 * b654 - 4 b654 * b999 - 4 b655 * b656 + 4 b655 * b946 - 4 b656 * b950 - 4 b658 * b659 + - 4 b659 * b851 + 4 b659 * b903 - 4 b660 * b733 - 4 b660 * b851 + 4 b660 * b1012 - 4 b661 * b734 + 4 b661 * b859 + - 4 b663 * b664 - 4 b664 * b742 + 4 b664 * b822 - 4 b664 * b868 - 4 b665 * b667 - 4 b666 * b780 - 4 b667 * b827 + - 4 b667 * b868 + 4 b668 * b669 - 4 b668 * b826 + 4 b668 * b975 - 4 b669 * b746 - 4 b670 * b671 - 4 b670 * b828 + - 4 b671 * b746 - 4 b671 * b876 - 4 b672 * b673 - 4 b673 * b876 - 4 b674 * b789 - 4 b674 * b982 - 4 b678 * b757 + - 4 b679 * b838 - 4 b679 * b937 - 4 b680 * b682 - 4 b681 * b684 + 4 b681 * b889 - 4 b682 * b684 - 4 b682 * b937 + + 4 b683 * b763 - 4 b683 * b939 - 4 b684 * b763 - 4 b685 * b687 - 4 b686 * b689 + 4 b686 * b994 - 4 b687 * b689 + - 4 b687 * b763 - 4 b688 * b690 + 4 b688 * b891 - 4 b689 * b690 - 4 b690 * b944 - 4 b691 * b692 + 4 b691 * b895 + - 4 b692 * b899 - 4 b695 * b696 + 4 b695 * b769 - 4 b695 * b813 - 4 b696 * b698 - 4 b697 * b771 + 4 b697 * b816 + - 4 b698 * b816 - 4 b698 * b1015 + 4 b699 * b700 + 4 b699 * b1018 - 4 b700 * b701 - 4 b702 * b703 - 4 b703 * b780 + - 4 b703 * b918 - 4 b704 * b705 - 4 b705 * b782 - 4 b705 * b918 + 4 b706 * b707 - 4 b706 * b781 + 4 b706 * b920 + - 4 b707 * b784 - 4 b708 * b709 - 4 b708 * b872 - 4 b709 * b784 - 4 b709 * b925 - 4 b710 * b711 - 4 b711 * b925 + + 4 b713 * b755 - 4 b713 * b834 - 4 b715 * b793 - 4 b716 * b888 - 4 b716 * b990 - 4 b717 * b718 - 4 b718 * b720 + - 4 b718 * b840 - 4 b718 * b990 + 4 b719 * b799 - 4 b719 * b992 - 4 b720 * b799 - 4 b721 * b723 - 4 b722 * b725 + - 4 b723 * b725 - 4 b723 * b799 - 4 b724 * b727 - 4 b725 * b727 - 4 b726 * b800 + 4 b726 * b893 - 4 b727 * b893 + - 4 b728 * b844 - 4 b729 * b730 - 4 b731 * b732 + 4 b735 * b774 - 4 b735 * b813 + 4 b736 * b737 - 4 b737 * b738 + - 4 b738 * b864 - 4 b739 * b741 - 4 b740 * b741 - 4 b740 * b864 - 4 b740 * b969 - 4 b741 * b824 - 4 b741 * b971 + - 4 b742 * b743 - 4 b743 * b744 - 4 b743 * b971 + 4 b744 * b745 + 4 b744 * b871 - 4 b745 * b829 - 4 b746 * b921 + - 4 b746 * b1034 - 4 b748 * b750 + 4 b749 * b751 - 4 b750 * b751 - 4 b750 * b980 - 4 b752 * b754 + 4 b754 * b791 + - 4 b754 * b884 - 4 b756 * b837 - 4 b757 * b759 - 4 b757 * b937 - 4 b758 * b760 - 4 b759 * b760 - 4 b759 * b837 + - 4 b760 * b762 - 4 b760 * b797 - 4 b761 * b796 + 4 b761 * b841 - 4 b762 * b841 - 4 b765 * b803 - 4 b766 * b767 + + 4 b766 * b845 - 4 b767 * b903 - 4 b768 * b769 + 4 b771 * b773 + 4 b774 * b911 + 4 b775 * b776 - 4 b776 * b777 + - 4 b777 * b915 - 4 b778 * b779 - 4 b779 * b868 - 4 b779 * b1029 - 4 b780 * b781 - 4 b781 * b1029 + 4 b782 * b783 + - 4 b783 * b873 - 4 b784 * b976 - 4 b784 * b978 + 4 b785 * b874 + 4 b787 * b788 - 4 b789 * b790 - 4 b790 * b931 + - 4 b791 * b986 - 4 b792 * b887 - 4 b793 * b795 - 4 b793 * b990 - 4 b794 * b796 - 4 b795 * b796 - 4 b795 * b887 + - 4 b796 * b798 + 4 b797 * b890 - 4 b798 * b890 - 4 b800 * b802 - 4 b800 * b997 - 4 b801 * b802 - 4 b802 * b1002 + + 4 b803 * b846 + 4 b804 * b805 - 4 b805 * b806 - 4 b806 * b849 + 4 b807 * b809 - 4 b808 * b810 - 4 b809 * b810 + - 4 b810 * b812 + 4 b813 * b815 + 4 b816 * b860 + 4 b817 * b818 + 4 b817 * b859 - 4 b818 * b820 + 4 b819 * b966 + - 4 b820 * b966 - 4 b821 * b823 - 4 b822 * b823 - 4 b822 * b966 - 4 b823 * b825 - 4 b823 * b918 - 4 b824 * b826 + - 4 b825 * b826 - 4 b825 * b970 + 4 b827 * b828 - 4 b828 * b922 - 4 b829 * b923 - 4 b829 * b1032 - 4 b829 * b1034 + + 4 b832 * b833 - 4 b834 * b835 - 4 b835 * b984 - 4 b836 * b935 - 4 b837 * b839 - 4 b838 * b992 - 4 b839 * b935 + - 4 b839 * b992 + 4 b843 * b845 + 4 b844 * b900 - 4 b846 * b848 - 4 b851 * b853 + 4 b852 * b855 - 4 b853 * b855 + + 4 b854 * b856 - 4 b855 * b856 - 4 b856 * b858 - 4 b857 * b958 + 4 b860 * b861 - 4 b861 * b863 + 4 b862 * b1024 + - 4 b863 * b1024 - 4 b864 * b866 - 4 b865 * b867 - 4 b866 * b867 - 4 b866 * b1024 - 4 b867 * b869 - 4 b867 * b971 + - 4 b868 * b870 - 4 b869 * b870 - 4 b869 * b1028 + 4 b871 * b977 - 4 b872 * b977 - 4 b873 * b875 - 4 b873 * b978 + - 4 b874 * b877 - 4 b875 * b877 - 4 b875 * b977 - 4 b876 * b878 - 4 b877 * b878 + 4 b880 * b882 + 4 b881 * b883 + - 4 b882 * b883 - 4 b883 * b885 - 4 b884 * b886 - 4 b885 * b886 - 4 b887 * b889 - 4 b888 * b939 - 4 b889 * b939 + - 4 b889 * b988 - 4 b890 * b891 - 4 b892 * b894 + 4 b894 * b1001 - 4 b895 * b896 + 4 b895 * b1000 - 4 b896 * b898 + + 4 b899 * b951 - 4 b900 * b902 - 4 b900 * b1007 - 4 b901 * b1006 + 4 b904 * b907 - 4 b905 * b907 - 4 b905 * b1012 + + 4 b906 * b908 - 4 b906 * b1011 - 4 b907 * b908 - 4 b908 * b910 - 4 b909 * b1014 - 4 b910 * b1018 + + 4 b911 * b912 - 4 b912 * b914 - 4 b915 * b917 - 4 b916 * b1027 - 4 b917 * b1027 - 4 b918 * b919 + 4 b920 * b1033 + - 4 b921 * b1033 - 4 b922 * b923 - 4 b922 * b924 - 4 b924 * b1033 - 4 b925 * b926 + 4 b928 * b930 - 4 b929 * b930 + - 4 b930 * b932 - 4 b931 * b933 - 4 b932 * b933 - 4 b934 * b936 - 4 b935 * b938 - 4 b936 * b938 - 4 b937 * b940 + - 4 b938 * b940 - 4 b942 * b943 - 4 b943 * b945 + 4 b945 * b946 - 4 b946 * b948 - 4 b948 * b1004 - 4 b949 * b1003 + + 4 b950 * b1006 - 4 b951 * b952 - 4 b951 * b953 - 4 b955 * b956 - 4 b955 * b957 + 4 b956 * b959 + 4 b956 * b1014 + - 4 b957 * b959 + 4 b958 * b960 + 4 b958 * b1012 - 4 b959 * b960 - 4 b960 * b961 + 4 b962 * b963 - 4 b963 * b965 + - 4 b966 * b968 - 4 b967 * b970 - 4 b968 * b970 - 4 b969 * b972 - 4 b970 * b972 - 4 b971 * b973 - 4 b972 * b973 + - 4 b973 * b974 - 4 b974 * b976 - 4 b977 * b979 + 4 b978 * b1036 - 4 b979 * b1036 + 4 b981 * b983 - 4 b982 * b983 + - 4 b983 * b985 - 4 b984 * b986 - 4 b985 * b986 - 4 b987 * b989 - 4 b988 * b991 - 4 b989 * b991 - 4 b990 * b993 + - 4 b991 * b993 - 4 b994 * b995 - 4 b996 * b998 - 4 b997 * b1000 - 4 b998 * b1000 - 4 b1001 * b1003 + - 4 b1006 * b1008 - 4 b1009 * b1010 - 4 b1010 * b1011 - 4 b1011 * b1013 + 4 b1012 * b1015 - 4 b1013 * b1015 + + 4 b1014 * b1017 - 4 b1015 * b1017 + 4 b1016 * b1019 - 4 b1017 * b1019 - 4 b1019 * b1020 + 4 b1020 * b1021 + - 4 b1021 * b1022 - 4 b1021 * b1023 - 4 b1024 * b1026 - 4 b1025 * b1028 - 4 b1026 * b1028 - 4 b1027 * b1029 + - 4 b1029 * b1030 - 4 b1030 * b1031 - 4 b1031 * b1032 - 4 b1033 * b1035 ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 + b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 + b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 + b324 b325 b326 b327 b328 b329 b330 b331 b332 b333 b334 b335 b336 b337 b338 b339 b340 b341 b342 + b343 b344 b345 b346 b347 b348 b349 b350 b351 b352 b353 b354 b355 b356 b357 b358 b359 b360 b361 + b362 b363 b364 b365 b366 b367 b368 b369 b370 b371 b372 b373 b374 b375 b376 b377 b378 b379 b380 + b381 b382 b383 b384 b385 b386 b387 b388 b389 b390 b391 b392 b393 b394 b395 b396 b397 b398 b399 + b400 b401 b402 b403 b404 b405 b406 b407 b408 b409 b410 b411 b412 b413 b414 b415 b416 b417 b418 + b419 b420 b421 b422 b423 b424 b425 b426 b427 b428 b429 b430 b431 b432 b433 b434 b435 b436 b437 + b438 b439 b440 b441 b442 b443 b444 b445 b446 b447 b448 b449 b450 b451 b452 b453 b454 b455 b456 + b457 b458 b459 b460 b461 b462 b463 b464 b465 b466 b467 b468 b469 b470 b471 b472 b473 b474 b475 + b476 b477 b478 b479 b480 b481 b482 b483 b484 b485 b486 b487 b488 b489 b490 b491 b492 b493 b494 + b495 b496 b497 b498 b499 b500 b501 b502 b503 b504 b505 b506 b507 b508 b509 b510 b511 b512 b513 + b514 b515 b516 b517 b518 b519 b520 b521 b522 b523 b524 b525 b526 b527 b528 b529 b530 b531 b532 + b533 b534 b535 b536 b537 b538 b539 b540 b541 b542 b543 b544 b545 b546 b547 b548 b549 b550 b551 + b552 b553 b554 b555 b556 b557 b558 b559 b560 b561 b562 b563 b564 b565 b566 b567 b568 b569 b570 + b571 b572 b573 b574 b575 b576 b577 b578 b579 b580 b581 b582 b583 b584 b585 b586 b587 b588 b589 + b590 b591 b592 b593 b594 b595 b596 b597 b598 b599 b600 b601 b602 b603 b604 b605 b606 b607 b608 + b609 b610 b611 b612 b613 b614 b615 b616 b617 b618 b619 b620 b621 b622 b623 b624 b625 b626 b627 + b628 b629 b630 b631 b632 b633 b634 b635 b636 b637 b638 b639 b640 b641 b642 b643 b644 b645 b646 + b647 b648 b649 b650 b651 b652 b653 b654 b655 b656 b657 b658 b659 b660 b661 b662 b663 b664 b665 + b666 b667 b668 b669 b670 b671 b672 b673 b674 b675 b676 b677 b678 b679 b680 b681 b682 b683 b684 + b685 b686 b687 b688 b689 b690 b691 b692 b693 b694 b695 b696 b697 b698 b699 b700 b701 b702 b703 + b704 b705 b706 b707 b708 b709 b710 b711 b712 b713 b714 b715 b716 b717 b718 b719 b720 b721 b722 + b723 b724 b725 b726 b727 b728 b729 b730 b731 b732 b733 b734 b735 b736 b737 b738 b739 b740 b741 + b742 b743 b744 b745 b746 b747 b748 b749 b750 b751 b752 b753 b754 b755 b756 b757 b758 b759 b760 + b761 b762 b763 b764 b765 b766 b767 b768 b769 b770 b771 b772 b773 b774 b775 b776 b777 b778 b779 + b780 b781 b782 b783 b784 b785 b786 b787 b788 b789 b790 b791 b792 b793 b794 b795 b796 b797 b798 + b799 b800 b801 b802 b803 b804 b805 b806 b807 b808 b809 b810 b811 b812 b813 b814 b815 b816 b817 + b818 b819 b820 b821 b822 b823 b824 b825 b826 b827 b828 b829 b830 b831 b832 b833 b834 b835 b836 + b837 b838 b839 b840 b841 b842 b843 b844 b845 b846 b847 b848 b849 b850 b851 b852 b853 b854 b855 + b856 b857 b858 b859 b860 b861 b862 b863 b864 b865 b866 b867 b868 b869 b870 b871 b872 b873 b874 + b875 b876 b877 b878 b879 b880 b881 b882 b883 b884 b885 b886 b887 b888 b889 b890 b891 b892 b893 + b894 b895 b896 b897 b898 b899 b900 b901 b902 b903 b904 b905 b906 b907 b908 b909 b910 b911 b912 + b913 b914 b915 b916 b917 b918 b919 b920 b921 b922 b923 b924 b925 b926 b927 b928 b929 b930 b931 + b932 b933 b934 b935 b936 b937 b938 b939 b940 b941 b942 b943 b944 b945 b946 b947 b948 b949 b950 + b951 b952 b953 b954 b955 b956 b957 b958 b959 b960 b961 b962 b963 b964 b965 b966 b967 b968 b969 + b970 b971 b972 b973 b974 b975 b976 b977 b978 b979 b980 b981 b982 b983 b984 b985 b986 b987 b988 + b989 b990 b991 b992 b993 b994 b995 b996 b997 b998 b999 b1000 b1001 b1002 b1003 b1004 b1005 + b1006 b1007 b1008 b1009 b1010 b1011 b1012 b1013 b1014 b1015 b1016 b1017 b1018 b1019 b1020 b1021 + b1022 b1023 b1024 b1025 b1026 b1027 b1028 b1029 b1030 b1031 b1032 b1033 b1034 b1035 b1036 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_3650.lp b/test_data/qplib_mittelmann_lp/QPLIB_3650.lp new file mode 100644 index 0000000..1e133df --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_3650.lp @@ -0,0 +1,418 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 946 0 946 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 946 0 946 0 +\ +Maximize + obj: 0 b2 + 0 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 + 0 b13 + 0 b14 + 0 b15 + + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 0 b25 + 0 b26 + 0 b27 + 0 b28 + + 0 b29 + 0 b30 + 0 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + 0 b41 + + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + 0 b54 + + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 0 b62 + 0 b63 + 0 b64 + 0 b65 + 0 b66 + 0 b67 + + 0 b68 + 0 b69 + 0 b70 + 0 b71 + 0 b72 + 0 b73 + 0 b74 + 0 b75 + 0 b76 + 0 b77 + 0 b78 + 0 b79 + 0 b80 + + 0 b81 + 0 b82 + 0 b83 + 0 b84 + 0 b85 + 0 b86 + 0 b87 + 0 b88 + 0 b89 + 0 b90 + 0 b91 + 0 b92 + 0 b93 + + 0 b94 + 0 b95 + 0 b96 + 0 b97 + 0 b98 + 0 b99 + 0 b100 + 0 b101 + 0 b102 + 0 b103 + 0 b104 + 0 b105 + + 0 b106 + 0 b107 + 0 b108 + 0 b109 + 0 b110 + 0 b111 + 0 b112 + 0 b113 + 0 b114 + 0 b115 + 0 b116 + + 0 b117 + 0 b118 + 0 b119 + 0 b120 + 0 b121 + 0 b122 + 0 b123 + 0 b124 + 0 b125 + 0 b126 + 0 b127 + + 0 b128 + 0 b129 + 0 b130 + 0 b131 + 0 b132 + 0 b133 + 0 b134 + 0 b135 + 0 b136 + 0 b137 + 0 b138 + + 0 b139 + 0 b140 + 0 b141 + 0 b142 + 0 b143 + 0 b144 + 0 b145 + 0 b146 + 0 b147 + 0 b148 + 0 b149 + + 0 b150 + 0 b151 + 0 b152 + 0 b153 + 0 b154 + 0 b155 + 0 b156 + 0 b157 + 0 b158 + 0 b159 + 0 b160 + + 0 b161 + 0 b162 + 0 b163 + 0 b164 + 0 b165 + 0 b166 + 0 b167 + 0 b168 + 0 b169 + 0 b170 + 0 b171 + + 0 b172 + 0 b173 + 0 b174 + 0 b175 + 0 b176 + 0 b177 + 0 b178 + 0 b179 + 0 b180 + 0 b181 + 0 b182 + + 0 b183 + 0 b184 + 0 b185 + 0 b186 + 0 b187 + 0 b188 + 0 b189 + 0 b190 + 0 b191 + 0 b192 + 0 b193 + + 0 b194 + 0 b195 + 0 b196 + 0 b197 + 0 b198 + 0 b199 + 0 b200 + 0 b201 + 0 b202 + 0 b203 + 0 b204 + + 0 b205 + 0 b206 + 0 b207 + 0 b208 + 0 b209 + 0 b210 + 0 b211 + 0 b212 + 0 b213 + 0 b214 + 0 b215 + + 0 b216 + 0 b217 + 0 b218 + 0 b219 + 0 b220 + 0 b221 + 0 b222 + 0 b223 + 0 b224 + 0 b225 + 0 b226 + + 0 b227 + 0 b228 + 0 b229 + 0 b230 + 0 b231 + 0 b232 + 0 b233 + 0 b234 + 0 b235 + 0 b236 + 0 b237 + + 0 b238 + 0 b239 + 0 b240 + 0 b241 + 0 b242 + 0 b243 + 0 b244 + 0 b245 + 0 b246 + 0 b247 + 0 b248 + + 0 b249 + 0 b250 + 0 b251 + 0 b252 + 0 b253 + 0 b254 + 0 b255 + 0 b256 + 0 b257 + 0 b258 + 0 b259 + + 0 b260 + 0 b261 + 0 b262 + 0 b263 + 0 b264 + 0 b265 + 0 b266 + 0 b267 + 0 b268 + 0 b269 + 0 b270 + + 0 b271 + 0 b272 + 0 b273 + 0 b274 + 0 b275 + 0 b276 + 0 b277 + 0 b278 + 0 b279 + 0 b280 + 0 b281 + + 0 b282 + 0 b283 + 0 b284 + 0 b285 + 0 b286 + 0 b287 + 0 b288 + 0 b289 + 0 b290 + 0 b291 + 0 b292 + + 0 b293 + 0 b294 + 0 b295 + 0 b296 + 0 b297 + 0 b298 + 0 b299 + 0 b300 + 0 b301 + 0 b302 + 0 b303 + + 0 b304 + 0 b305 + 0 b306 + 0 b307 + 0 b308 + 0 b309 + 0 b310 + 0 b311 + 0 b312 + 0 b313 + 0 b314 + + 0 b315 + 0 b316 + 0 b317 + 0 b318 + 0 b319 + 0 b320 + 0 b321 + 0 b322 + 0 b323 + 0 b324 + 0 b325 + + 0 b326 + 0 b327 + 0 b328 + 0 b329 + 0 b330 + 0 b331 + 0 b332 + 0 b333 + 0 b334 + 0 b335 + 0 b336 + + 0 b337 + 0 b338 + 0 b339 + 0 b340 + 0 b341 + 0 b342 + 0 b343 + 0 b344 + 0 b345 + 0 b346 + 2 b347 + + 2 b348 + 2 b349 + 2 b350 + 2 b351 + 2 b352 + 2 b353 + 2 b354 + 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4 b650 * b688 - 4 b651 * b688 - 4 b651 * b866 + 4 b652 * b653 + 4 b652 * b869 - 4 b653 * b654 - 4 b655 * b656 + - 4 b656 * b732 - 4 b656 * b879 - 4 b657 * b659 - 4 b658 * b695 - 4 b659 * b660 - 4 b659 * b879 + 4 b660 * b661 + + 4 b660 * b774 - 4 b661 * b737 - 4 b662 * b824 - 4 b662 * b945 + 4 b664 * b741 - 4 b665 * b741 - 4 b666 * b667 + - 4 b667 * b741 + 4 b668 * b669 - 4 b669 * b746 - 4 b670 * b672 - 4 b671 * b673 - 4 b672 * b673 - 4 b672 * b746 + - 4 b673 * b674 - 4 b674 * b676 - 4 b674 * b712 - 4 b675 * b711 + 4 b675 * b906 - 4 b676 * b906 + 4 b677 * b849 + + 4 b678 * b719 - 4 b679 * b719 - 4 b680 * b681 + 4 b680 * b753 - 4 b681 * b806 - 4 b682 * b684 - 4 b687 * b926 + + 4 b688 * b815 + 4 b689 * b690 + 4 b689 * b813 - 4 b690 * b691 - 4 b691 * b935 - 4 b692 * b694 - 4 b693 * b694 + - 4 b693 * b877 - 4 b693 * b935 - 4 b694 * b771 - 4 b694 * b940 - 4 b695 * b696 - 4 b696 * b940 + 4 b697 * b698 + - 4 b698 * b776 - 4 b699 * b883 - 4 b699 * b885 + 4 b700 * b777 + 4 b701 * b784 - 4 b702 * b784 - 4 b703 * b704 + - 4 b704 * b784 - 4 b706 * b790 - 4 b707 * b709 - 4 b708 * b710 - 4 b709 * b710 - 4 b709 * b790 - 4 b710 * b711 + - 4 b711 * b713 + 4 b712 * b849 - 4 b713 * b849 + 4 b714 * b906 - 4 b715 * b717 - 4 b715 * b796 - 4 b716 * b717 + + 4 b718 * b720 + 4 b719 * b754 + 4 b720 * b721 - 4 b721 * b722 - 4 b722 * b757 - 4 b723 * b924 + 4 b726 * b765 + + 4 b727 * b728 + 4 b727 * b764 - 4 b728 * b729 - 4 b730 * b731 - 4 b731 * b733 - 4 b731 * b821 - 4 b732 * b734 + - 4 b733 * b734 - 4 b733 * b878 + 4 b735 * b736 - 4 b736 * b825 - 4 b737 * b826 - 4 b737 * b943 - 4 b737 * b945 + + 4 b739 * b832 - 4 b740 * b832 - 4 b741 * b742 - 4 b742 * b832 - 4 b743 * b744 - 4 b745 * b840 - 4 b746 * b748 + - 4 b747 * b901 - 4 b748 * b840 - 4 b748 * b901 + 4 b749 * b795 + 4 b751 * b753 - 4 b751 * b913 + 4 b752 * b804 + - 4 b754 * b756 + 4 b758 * b921 - 4 b759 * b760 - 4 b759 * b864 - 4 b759 * b921 - 4 b760 * b762 + 4 b761 * b763 + - 4 b762 * b763 + 4 b765 * b766 - 4 b766 * b768 - 4 b769 * b770 - 4 b770 * b772 - 4 b770 * b879 - 4 b771 * b773 + - 4 b772 * b773 - 4 b772 * b939 + 4 b774 * b884 - 4 b775 * b884 - 4 b776 * b778 - 4 b776 * b885 - 4 b777 * b780 + - 4 b778 * b780 - 4 b778 * b884 - 4 b779 * b781 - 4 b780 * b781 + 4 b782 * b889 - 4 b783 * b889 - 4 b784 * b785 + - 4 b785 * b787 - 4 b785 * b889 - 4 b786 * b788 - 4 b787 * b788 - 4 b789 * b897 - 4 b790 * b792 - 4 b791 * b844 + - 4 b792 * b844 - 4 b792 * b897 - 4 b796 * b798 - 4 b797 * b798 + 4 b798 * b912 - 4 b799 * b800 + 4 b799 * b911 + - 4 b800 * b802 - 4 b800 * b857 - 4 b801 * b856 + 4 b803 * b859 - 4 b804 * b805 - 4 b808 * b809 - 4 b808 * b810 + + 4 b809 * b811 - 4 b810 * b811 - 4 b811 * b812 - 4 b812 * b814 - 4 b814 * b931 + 4 b815 * b816 - 4 b815 * b930 + - 4 b816 * b818 - 4 b819 * b938 - 4 b820 * b938 - 4 b821 * b822 + 4 b823 * b944 - 4 b824 * b944 - 4 b825 * b826 + - 4 b825 * b827 - 4 b827 * b944 - 4 b828 * b829 - 4 b832 * b834 - 4 b833 * b836 - 4 b834 * b836 - 4 b835 * b838 + - 4 b836 * b838 - 4 b839 * b841 - 4 b840 * b843 - 4 b841 * b843 - 4 b842 * b845 - 4 b843 * b845 + 4 b846 * b848 + - 4 b850 * b853 - 4 b851 * b853 + 4 b853 * b854 - 4 b854 * b856 - 4 b855 * b914 + 4 b858 * b916 - 4 b859 * b860 + + 4 b862 * b865 - 4 b863 * b865 + 4 b864 * b866 - 4 b865 * b866 - 4 b866 * b868 + 4 b867 * b870 - 4 b868 * b870 + - 4 b870 * b871 + 4 b871 * b872 - 4 b872 * b874 - 4 b875 * b878 - 4 b876 * b878 - 4 b877 * b880 - 4 b878 * b880 + - 4 b879 * b881 - 4 b880 * b881 - 4 b884 * b886 + 4 b885 * b947 - 4 b886 * b947 - 4 b889 * b891 - 4 b890 * b893 + - 4 b891 * b893 - 4 b892 * b895 - 4 b893 * b895 - 4 b896 * b898 - 4 b897 * b900 - 4 b898 * b900 - 4 b899 * b902 + - 4 b900 * b902 + 4 b903 * b905 - 4 b907 * b909 - 4 b908 * b911 - 4 b909 * b911 - 4 b912 * b913 - 4 b916 * b917 + - 4 b916 * b918 - 4 b921 * b923 + 4 b922 * b925 - 4 b923 * b925 + 4 b924 * b926 - 4 b925 * b926 - 4 b926 * b928 + + 4 b927 * b930 - 4 b928 * b929 - 4 b928 * b930 + 4 b931 * b932 - 4 b932 * b933 - 4 b932 * b934 - 4 b935 * b937 + - 4 b936 * b939 - 4 b937 * b939 - 4 b938 * b940 - 4 b940 * b941 - 4 b941 * b942 - 4 b942 * b943 - 4 b944 * b946 + ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 + b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 + b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 + b324 b325 b326 b327 b328 b329 b330 b331 b332 b333 b334 b335 b336 b337 b338 b339 b340 b341 b342 + b343 b344 b345 b346 b347 b348 b349 b350 b351 b352 b353 b354 b355 b356 b357 b358 b359 b360 b361 + b362 b363 b364 b365 b366 b367 b368 b369 b370 b371 b372 b373 b374 b375 b376 b377 b378 b379 b380 + b381 b382 b383 b384 b385 b386 b387 b388 b389 b390 b391 b392 b393 b394 b395 b396 b397 b398 b399 + b400 b401 b402 b403 b404 b405 b406 b407 b408 b409 b410 b411 b412 b413 b414 b415 b416 b417 b418 + b419 b420 b421 b422 b423 b424 b425 b426 b427 b428 b429 b430 b431 b432 b433 b434 b435 b436 b437 + b438 b439 b440 b441 b442 b443 b444 b445 b446 b447 b448 b449 b450 b451 b452 b453 b454 b455 b456 + b457 b458 b459 b460 b461 b462 b463 b464 b465 b466 b467 b468 b469 b470 b471 b472 b473 b474 b475 + b476 b477 b478 b479 b480 b481 b482 b483 b484 b485 b486 b487 b488 b489 b490 b491 b492 b493 b494 + b495 b496 b497 b498 b499 b500 b501 b502 b503 b504 b505 b506 b507 b508 b509 b510 b511 b512 b513 + b514 b515 b516 b517 b518 b519 b520 b521 b522 b523 b524 b525 b526 b527 b528 b529 b530 b531 b532 + b533 b534 b535 b536 b537 b538 b539 b540 b541 b542 b543 b544 b545 b546 b547 b548 b549 b550 b551 + b552 b553 b554 b555 b556 b557 b558 b559 b560 b561 b562 b563 b564 b565 b566 b567 b568 b569 b570 + b571 b572 b573 b574 b575 b576 b577 b578 b579 b580 b581 b582 b583 b584 b585 b586 b587 b588 b589 + b590 b591 b592 b593 b594 b595 b596 b597 b598 b599 b600 b601 b602 b603 b604 b605 b606 b607 b608 + b609 b610 b611 b612 b613 b614 b615 b616 b617 b618 b619 b620 b621 b622 b623 b624 b625 b626 b627 + b628 b629 b630 b631 b632 b633 b634 b635 b636 b637 b638 b639 b640 b641 b642 b643 b644 b645 b646 + b647 b648 b649 b650 b651 b652 b653 b654 b655 b656 b657 b658 b659 b660 b661 b662 b663 b664 b665 + b666 b667 b668 b669 b670 b671 b672 b673 b674 b675 b676 b677 b678 b679 b680 b681 b682 b683 b684 + b685 b686 b687 b688 b689 b690 b691 b692 b693 b694 b695 b696 b697 b698 b699 b700 b701 b702 b703 + b704 b705 b706 b707 b708 b709 b710 b711 b712 b713 b714 b715 b716 b717 b718 b719 b720 b721 b722 + b723 b724 b725 b726 b727 b728 b729 b730 b731 b732 b733 b734 b735 b736 b737 b738 b739 b740 b741 + b742 b743 b744 b745 b746 b747 b748 b749 b750 b751 b752 b753 b754 b755 b756 b757 b758 b759 b760 + b761 b762 b763 b764 b765 b766 b767 b768 b769 b770 b771 b772 b773 b774 b775 b776 b777 b778 b779 + b780 b781 b782 b783 b784 b785 b786 b787 b788 b789 b790 b791 b792 b793 b794 b795 b796 b797 b798 + b799 b800 b801 b802 b803 b804 b805 b806 b807 b808 b809 b810 b811 b812 b813 b814 b815 b816 b817 + b818 b819 b820 b821 b822 b823 b824 b825 b826 b827 b828 b829 b830 b831 b832 b833 b834 b835 b836 + b837 b838 b839 b840 b841 b842 b843 b844 b845 b846 b847 b848 b849 b850 b851 b852 b853 b854 b855 + b856 b857 b858 b859 b860 b861 b862 b863 b864 b865 b866 b867 b868 b869 b870 b871 b872 b873 b874 + b875 b876 b877 b878 b879 b880 b881 b882 b883 b884 b885 b886 b887 b888 b889 b890 b891 b892 b893 + b894 b895 b896 b897 b898 b899 b900 b901 b902 b903 b904 b905 b906 b907 b908 b909 b910 b911 b912 + b913 b914 b915 b916 b917 b918 b919 b920 b921 b922 b923 b924 b925 b926 b927 b928 b929 b930 b931 + b932 b933 b934 b935 b936 b937 b938 b939 b940 b941 b942 b943 b944 b945 b946 b947 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_3693.lp b/test_data/qplib_mittelmann_lp/QPLIB_3693.lp new file mode 100644 index 0000000..3583bad --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_3693.lp @@ -0,0 +1,504 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 1128 0 1128 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 1128 0 1128 0 +\ +Maximize + obj: 0 b2 + 0 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 + 0 b13 + 0 b14 + 0 b15 + + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 0 b25 + 0 b26 + 0 b27 + 0 b28 + + 0 b29 + 0 b30 + 0 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + 0 b41 + + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + 0 b54 + + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 0 b62 + 0 b63 + 0 b64 + 0 b65 + 0 b66 + 0 b67 + + 0 b68 + 0 b69 + 0 b70 + 0 b71 + 0 b72 + 0 b73 + 0 b74 + 0 b75 + 0 b76 + 0 b77 + 0 b78 + 0 b79 + 0 b80 + + 0 b81 + 0 b82 + 0 b83 + 0 b84 + 0 b85 + 0 b86 + 0 b87 + 0 b88 + 0 b89 + 0 b90 + 0 b91 + 0 b92 + 0 b93 + + 0 b94 + 0 b95 + 0 b96 + 0 b97 + 0 b98 + 0 b99 + 0 b100 + 0 b101 + 0 b102 + 0 b103 + 0 b104 + 0 b105 + + 0 b106 + 0 b107 + 0 b108 + 0 b109 + 0 b110 + 0 b111 + 0 b112 + 0 b113 + 0 b114 + 0 b115 + 0 b116 + + 0 b117 + 0 b118 + 0 b119 + 0 b120 + 0 b121 + 0 b122 + 0 b123 + 0 b124 + 0 b125 + 0 b126 + 0 b127 + + 0 b128 + 0 b129 + 0 b130 + 0 b131 + 0 b132 + 0 b133 + 0 b134 + 0 b135 + 0 b136 + 0 b137 + 0 b138 + + 0 b139 + 0 b140 + 0 b141 + 0 b142 + 0 b143 + 0 b144 + 0 b145 + 0 b146 + 0 b147 + 0 b148 + 0 b149 + + 0 b150 + 0 b151 + 0 b152 + 0 b153 + 0 b154 + 0 b155 + 0 b156 + 0 b157 + 0 b158 + 0 b159 + 0 b160 + + 0 b161 + 0 b162 + 0 b163 + 0 b164 + 0 b165 + 0 b166 + 0 b167 + 0 b168 + 0 b169 + 0 b170 + 0 b171 + + 0 b172 + 0 b173 + 0 b174 + 0 b175 + 0 b176 + 0 b177 + 0 b178 + 0 b179 + 0 b180 + 0 b181 + 0 b182 + + 0 b183 + 0 b184 + 0 b185 + 0 b186 + 0 b187 + 0 b188 + 0 b189 + 0 b190 + 0 b191 + 0 b192 + 0 b193 + + 0 b194 + 0 b195 + 0 b196 + 0 b197 + 0 b198 + 0 b199 + 0 b200 + 0 b201 + 0 b202 + 0 b203 + 0 b204 + + 0 b205 + 0 b206 + 0 b207 + 0 b208 + 0 b209 + 0 b210 + 0 b211 + 0 b212 + 0 b213 + 0 b214 + 0 b215 + + 0 b216 + 0 b217 + 0 b218 + 0 b219 + 0 b220 + 0 b221 + 0 b222 + 0 b223 + 0 b224 + 0 b225 + 0 b226 + + 0 b227 + 0 b228 + 0 b229 + 0 b230 + 0 b231 + 0 b232 + 0 b233 + 0 b234 + 0 b235 + 0 b236 + 0 b237 + + 0 b238 + 0 b239 + 0 b240 + 0 b241 + 0 b242 + 0 b243 + 0 b244 + 0 b245 + 0 b246 + 0 b247 + 0 b248 + + 0 b249 + 0 b250 + 0 b251 + 0 b252 + 0 b253 + 0 b254 + 0 b255 + 0 b256 + 0 b257 + 0 b258 + 0 b259 + + 0 b260 + 0 b261 + 0 b262 + 0 b263 + 0 b264 + 0 b265 + 0 b266 + 0 b267 + 0 b268 + 0 b269 + 0 b270 + + 0 b271 + 0 b272 + 0 b273 + 0 b274 + 0 b275 + 0 b276 + 0 b277 + 0 b278 + 0 b279 + 0 b280 + 0 b281 + + 0 b282 + 0 b283 + 0 b284 + 0 b285 + 0 b286 + 0 b287 + 0 b288 + 0 b289 + 0 b290 + 0 b291 + 0 b292 + + 0 b293 + 0 b294 + 0 b295 + 0 b296 + 0 b297 + 0 b298 + 0 b299 + 0 b300 + 0 b301 + 0 b302 + 0 b303 + + 0 b304 + 0 b305 + 0 b306 + 0 b307 + 0 b308 + 0 b309 + 0 b310 + 0 b311 + 0 b312 + 0 b313 + 0 b314 + + 0 b315 + 0 b316 + 0 b317 + 0 b318 + 0 b319 + 0 b320 + 0 b321 + 0 b322 + 0 b323 + 0 b324 + 0 b325 + + 0 b326 + 0 b327 + 0 b328 + 0 b329 + 0 b330 + 0 b331 + 0 b332 + 0 b333 + 0 b334 + 0 b335 + 0 b336 + + 0 b337 + 0 b338 + 0 b339 + 0 b340 + 0 b341 + 0 b342 + 0 b343 + 0 b344 + 0 b345 + 0 b346 + 0 b347 + + 0 b348 + 0 b349 + 0 b350 + 0 b351 + 0 b352 + 0 b353 + 0 b354 + 0 b355 + 0 b356 + 0 b357 + 0 b358 + + 0 b359 + 0 b360 + 0 b361 + 0 b362 + 0 b363 + 0 b364 + 0 b365 + 0 b366 + 0 b367 + 0 b368 + 0 b369 + + 0 b370 + 0 b371 + 0 b372 + 0 b373 + 0 b374 + 0 b375 + 0 b376 + 0 b377 + 0 b378 + 0 b379 + 0 b380 + + 0 b381 + 0 b382 + 2 b383 + 2 b384 + 2 b385 + 2 b386 + 2 b387 + 2 b388 + 2 b389 + 2 b390 + 4 b391 + + 2 b392 + 4 b393 + 2 b394 + 4 b395 + 2 b396 + 2 b397 + 2 b398 + 2 b399 + 2 b400 + 2 b401 + 2 b402 + + 2 b403 + 2 b404 + 2 b405 + 2 b406 + 2 b407 + 2 b408 + 2 b409 + 2 b410 + 2 b411 + 2 b412 + 2 b413 + + 2 b414 + 2 b415 + 2 b416 + 2 b417 + 2 b418 + 2 b419 + 2 b420 + 2 b421 + 2 b422 + 4 b423 + 2 b424 + + 2 b425 + 4 b426 + 4 b427 + 2 b428 + 2 b429 + 2 b430 + 2 b431 + 4 b432 + 2 b433 + 2 b434 + 2 b435 + + 2 b436 + 2 b437 + 4 b438 + 2 b439 + 2 b440 + 2 b441 + 2 b442 + 2 b443 + 2 b444 + 2 b445 + 2 b446 + + 2 b447 + 4 b448 + 2 b449 + 2 b450 - 2 b451 + 2 b452 + 4 b453 + 2 b454 + 2 b455 + 2 b456 + 2 b457 + + 2 b458 + 2 b459 + 4 b460 + 2 b461 + 2 b462 + 4 b463 - 2 b464 + 2 b465 + 2 b466 + 4 b467 + 2 b468 + + 4 b469 + 2 b470 + 2 b471 + 2 b472 + 2 b473 + 2 b474 + 4 b475 + 2 b476 + 2 b477 - 2 b478 - 2 b479 + + 2 b480 + 2 b481 + 2 b482 + 2 b483 + 2 b484 + 4 b485 + 4 b486 + 4 b487 + 2 b488 - 2 b489 + 2 b490 + + 2 b491 + 2 b492 + 2 b493 + 2 b494 + 4 b495 + 2 b496 + 2 b497 + 2 b498 + 2 b499 - 2 b500 - 2 b501 + + 2 b502 + 4 b503 + 2 b504 + 2 b505 + 2 b506 + 4 b507 + 4 b508 - 2 b509 + 4 b510 + 2 b511 + 2 b512 + + 2 b513 + 2 b514 + 4 b515 + 2 b516 + 2 b517 - 2 b518 + 2 b519 + 4 b520 + 2 b521 + 2 b522 + 4 b523 + + 2 b524 + 4 b525 + 2 b526 + 2 b527 + 4 b528 + 4 b529 + 2 b530 + 4 b531 + 2 b532 + 4 b533 + 2 b534 + + 2 b535 + 4 b536 + 2 b537 + 2 b538 + 2 b539 - 2 b540 + 4 b541 + 2 b542 + 2 b543 + 2 b544 + 2 b545 + + 4 b546 - 2 b547 + 4 b548 + 2 b549 + 4 b550 + 4 b551 + 2 b552 + 4 b553 + 2 b554 + 4 b555 + 2 b556 + + 2 b557 + 4 b558 + 2 b559 + 2 b560 + 2 b561 + 2 b562 + 2 b563 + 2 b564 + 2 b565 - 4 b566 + 4 b567 + + 4 b568 + 2 b569 + 4 b570 + 2 b571 + 2 b572 + 4 b573 - 2 b574 + 2 b575 + 2 b576 + 4 b577 + 4 b578 + + 4 b579 + 4 b580 + 2 b581 + 2 b582 + 4 b583 + 2 b584 + 2 b585 + 4 b586 + 2 b587 + 4 b588 + 2 b589 + + 2 b590 - 2 b591 + 2 b592 + 2 b593 + 2 b594 - 4 b595 + 4 b596 + 2 b597 + 4 b598 + 2 b599 - 2 b600 + + 2 b601 + 2 b602 + 4 b603 - 2 b604 + 4 b605 + 4 b606 + 4 b607 + 2 b608 + 2 b609 + 4 b610 + 4 b611 + + 4 b612 + 4 b613 + 2 b614 + 2 b615 - 2 b616 + 4 b617 + 2 b618 + 2 b619 - 2 b620 + 2 b621 + 2 b622 + - 4 b623 - 2 b624 + 4 b625 + 4 b626 - 2 b627 + 2 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b235 * b442 - 4 b235 * b453 + 4 b235 * b754 + - 4 b236 * b472 + 4 b237 * b349 - 4 b237 * b685 - 4 b237 * b773 + 4 b237 * b958 + 4 b238 * b566 - 4 b238 * b567 + + 4 b238 * b969 - 4 b239 * b329 + 4 b239 * b789 + 4 b239 * b969 - 4 b239 * b970 + 4 b240 * b364 + 4 b240 * b796 + - 4 b240 * b797 + 4 b241 * b342 - 4 b241 * b646 - 4 b241 * b727 + 4 b241 * b1013 + 4 b242 * b517 - 4 b242 * b688 + - 4 b243 * b263 + 4 b243 * b361 + 4 b243 * b540 - 4 b243 * b785 + 4 b244 * b540 - 4 b244 * b541 + 4 b244 * b914 + + 4 b245 * b323 - 4 b245 * b573 + 4 b245 * b709 - 4 b245 * b1043 - 4 b246 * b247 + 4 b246 * b248 - 4 b246 * b456 + + 4 b246 * b509 + 4 b247 * b310 + 4 b247 * b530 - 4 b247 * b578 - 4 b248 * b470 + 4 b248 * b512 - 4 b248 * b533 + + 4 b249 * b333 - 4 b249 * b615 - 4 b249 * b685 + 4 b249 * b1078 + 4 b250 * b251 + 4 b250 * b440 - 4 b250 * b462 + - 4 b250 * b538 - 4 b251 * b649 + 4 b251 * b1085 + 4 b252 * b539 - 4 b252 * b741 + 4 b252 * b782 + 4 b253 * b518 + - 4 b253 * b519 + 4 b253 * b870 + 4 b254 * b749 - 4 b254 * b834 - 4 b254 * b879 - 4 b255 * b546 + 4 b255 * b666 + + 4 b255 * b708 - 4 b255 * b981 + 4 b256 * b318 - 4 b256 * b470 + 4 b256 * b552 - 4 b256 * b605 + 4 b257 * b341 + - 4 b257 * b460 + 4 b258 * b259 - 4 b258 * b584 + 4 b258 * b858 - 4 b258 * b904 + 4 b259 * b682 - 4 b259 * b950 + + 4 b260 * b326 - 4 b260 * b587 - 4 b260 * b646 + 4 b261 * b560 - 4 b261 * b617 - 4 b261 * b910 + 4 b261 * b1020 + - 4 b262 * b263 + 4 b262 * b738 + 4 b263 * b783 + 4 b263 * b965 + 4 b264 * b501 - 4 b264 * b502 + 4 b264 * b827 + - 4 b265 * b352 + 4 b265 * b827 - 4 b265 * b828 + 4 b265 * b916 - 4 b266 * b523 + 4 b266 * b752 - 4 b266 * b925 + + 4 b267 * b279 + 4 b267 * b490 - 4 b267 * b510 - 4 b267 * b1124 + 4 b268 * b324 - 4 b268 * b490 - 4 b268 * b636 + - 4 b269 * b475 + 4 b269 * b1064 + 4 b270 * b271 - 4 b270 * b613 + 4 b270 * b812 - 4 b270 * b955 + 4 b271 * b724 + - 4 b271 * b901 + 4 b272 * b321 - 4 b272 * b559 - 4 b272 * b615 - 4 b273 * b274 + 4 b273 * b693 + 4 b274 * b739 + - 4 b274 * b824 + 4 b274 * b1027 + 4 b275 * b479 - 4 b275 * b480 - 4 b275 * b743 + 4 b275 * b786 - 4 b276 * b355 + + 4 b276 * b786 - 4 b276 * b787 + 4 b276 * b971 - 4 b277 * b357 + 4 b277 * b627 + 4 b277 * b1100 - 4 b277 * b1101 + - 4 b278 * b545 + 4 b278 * b795 - 4 b278 * b882 - 4 b279 * b1057 - 4 b279 * b1059 + 4 b280 * b332 - 4 b280 * b510 + + 4 b280 * b604 - 4 b280 * b676 - 4 b281 * b495 + 4 b281 * b1001 + 4 b282 * b283 - 4 b282 * b644 + 4 b282 * b772 + - 4 b282 * b1010 + 4 b283 * b769 - 4 b283 * b854 - 4 b284 * b292 + 4 b284 * b313 + 4 b284 * b476 - 4 b284 * b587 + - 4 b285 * b286 + 4 b285 * b654 - 4 b285 * b964 + 4 b286 * b694 - 4 b286 * b869 + 4 b286 * b1092 - 4 b287 * b363 + + 4 b287 * b1035 - 4 b287 * b1036 + 4 b288 * b572 - 4 b288 * b573 - 4 b288 * b929 + 4 b289 * b489 - 4 b289 * b992 + - 4 b289 * b994 + 4 b290 * b340 - 4 b290 * b531 + 4 b290 * b635 - 4 b290 * b718 - 4 b291 * b515 + 4 b291 * b947 + + 4 b292 * b293 - 4 b292 * b772 + 4 b292 * b1076 - 4 b293 * b726 - 4 b293 * b813 + 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b312 * b313 + 4 b312 * b616 + - 4 b312 * b733 - 4 b312 * b817 - 4 b313 * b1012 - 4 b313 * b1015 + 4 b314 * b322 - 4 b314 * b564 - 4 b314 * b780 + + 4 b315 * b316 - 4 b315 * b543 - 4 b315 * b629 - 4 b316 * b702 - 4 b316 * b835 + 4 b316 * b921 + 4 b317 * b986 + - 4 b317 * b987 - 4 b317 * b990 + 4 b317 * b1118 - 4 b318 * b846 - 4 b318 * b847 - 4 b319 * b614 + 4 b319 * b615 + - 4 b319 * b685 + 4 b320 * b321 - 4 b320 * b777 - 4 b320 * b863 - 4 b321 * b957 - 4 b321 * b1079 - 4 b322 * b736 + - 4 b322 * b738 + 4 b323 * b347 - 4 b323 * b880 - 4 b323 * b982 - 4 b324 * b802 - 4 b324 * b804 + 4 b325 * b584 + + 4 b325 * b641 - 4 b325 * b642 - 4 b325 * b644 + 4 b326 * b648 - 4 b326 * b906 - 4 b326 * b1014 - 4 b327 * b691 + - 4 b327 * b693 + 4 b328 * b329 - 4 b328 * b597 - 4 b328 * b1034 - 4 b329 * b973 + 4 b330 * b338 - 4 b330 * b836 + - 4 b330 * b1044 + 4 b330 * b1111 + 4 b331 * b600 + 4 b331 * b1111 - 4 b331 * b1112 - 4 b331 * b1114 + + 4 b332 * b759 - 4 b332 * b760 - 4 b332 * b762 + 4 b333 * b687 - 4 b333 * b860 - 4 b333 * b959 - 4 b334 * b652 + - 4 b334 * b654 + 4 b335 * b624 + 4 b335 * b1092 - 4 b335 * b1093 - 4 b335 * b1096 + 4 b336 * b337 + - 4 b336 * b625 - 4 b336 * b1099 - 4 b337 * b915 - 4 b337 * b917 + 4 b338 * b793 - 4 b338 * b795 + 4 b339 * b631 + + 4 b339 * b1044 - 4 b339 * b1045 - 4 b339 * b1047 + 4 b340 * b714 - 4 b340 * b715 - 4 b340 * b717 + + 4 b341 * b642 - 4 b341 * b1063 - 4 b341 * b1066 + 4 b342 * b732 - 4 b342 * b814 - 4 b342 * b907 + 4 b343 * b377 + - 4 b343 * b654 + 4 b343 * b910 - 4 b343 * b963 + 4 b344 * b658 + 4 b344 * b1027 - 4 b344 * b1028 - 4 b344 * b1031 + + 4 b345 * b871 - 4 b345 * b872 - 4 b345 * b875 + 4 b346 * b662 - 4 b346 * b699 - 4 b346 * b701 + 4 b347 * b750 + - 4 b347 * b752 + 4 b348 * b667 + 4 b348 * b982 - 4 b348 * b983 - 4 b348 * b985 - 4 b349 * b774 + 4 b349 * b776 + - 4 b349 * b862 + 4 b350 * b380 - 4 b350 * b693 + 4 b351 * b697 + 4 b351 * b965 - 4 b351 * b966 - 4 b351 * b968 + + 4 b352 * b699 + 4 b352 * b829 - 4 b352 * b831 + 4 b353 * b710 + 4 b353 * b926 - 4 b353 * b928 + 4 b354 * b912 + - 4 b354 * b913 - 4 b354 * b1030 + 4 b355 * b746 + 4 b355 * b788 - 4 b355 * b790 + 4 b356 * b357 - 4 b356 * b749 + - 4 b356 * b877 + 4 b357 * b1102 + 4 b358 * b754 + 4 b358 * b883 - 4 b358 * b885 + 4 b359 * b360 - 4 b359 * b755 + - 4 b359 * b888 + 4 b360 * b757 - 4 b360 * b844 - 4 b360 * b988 - 4 b361 * b869 - 4 b361 * b1095 + 4 b362 * b363 + - 4 b362 * b792 - 4 b362 * b920 + 4 b363 * b1037 + 4 b364 * b839 - 4 b364 * b841 + 4 b365 * b366 - 4 b365 * b806 + - 4 b366 * b382 + 4 b366 * b1127 - 4 b366 * b1128 + 4 b367 * b1088 - 4 b367 * b1091 + 4 b368 * b369 + + 4 b368 * b832 - 4 b368 * b834 - 4 b368 * b977 + 4 b369 * b974 - 4 b370 * b849 + 4 b370 * b1129 + 4 b371 * b1023 + - 4 b371 * b1026 + 4 b372 * b872 + 4 b372 * b1095 - 4 b372 * b1096 + 4 b373 * b374 + 4 b373 * b876 + - 4 b373 * b877 - 4 b373 * b1039 + 4 b374 * b918 - 4 b374 * b1104 + 4 b375 * b376 - 4 b375 * b895 + 4 b376 * b996 + - 4 b376 * b997 - 4 b376 * b999 + 4 b377 * b1083 - 4 b377 * b1084 - 4 b377 * b1087 + 4 b378 * b963 + - 4 b378 * b964 + 4 b379 * b915 + 4 b379 * b1030 - 4 b379 * b1031 + 4 b380 * b1018 - 4 b380 * b1019 + - 4 b380 * b1022 + 4 b381 * b992 + 4 b381 * b1120 - 4 b381 * b1121 - 4 b381 * b1123 + 4 b382 * b1129 + - 4 b383 * b498 - 4 b384 * b941 + 4 b384 * b993 + 4 b385 * b1058 - 4 b386 * b428 - 4 b386 * b728 - 4 b386 * b954 + + 4 b386 * b1073 - 4 b387 * b433 - 4 b387 * b903 - 4 b388 * b428 - 4 b388 * b439 - 4 b388 * b857 - 4 b389 * b433 + - 4 b389 * b449 - 4 b390 * b412 - 4 b390 * b539 - 4 b391 * b439 - 4 b391 * b461 - 4 b393 * b449 - 4 b394 * b976 + - 4 b395 * b461 - 4 b395 * b497 - 4 b396 * b543 - 4 b397 * b653 - 4 b398 * b569 - 4 b398 * b748 + 4 b398 * b832 + - 4 b399 * b692 - 4 b400 * b599 - 4 b400 * b703 + 4 b400 * b876 - 4 b401 * b881 - 4 b401 * b1041 - 4 b402 * b539 + - 4 b402 * b737 - 4 b403 * b628 + 4 b403 * b919 + 4 b404 * b750 - 4 b404 * b837 - 4 b404 * b1107 - 4 b404 * b1109 + - 4 b405 * b406 - 4 b405 * b447 - 4 b406 * b410 - 4 b406 * b853 + 4 b406 * b1004 - 4 b407 * b562 - 4 b407 * b781 + - 4 b408 * b662 - 4 b408 * b748 + 4 b408 * b975 - 4 b409 * b549 + 4 b409 * b1048 - 4 b410 * b411 - 4 b410 * b459 + - 4 b411 * b415 - 4 b411 * b808 + 4 b411 * b1067 - 4 b412 * b463 + 4 b412 * b651 - 4 b412 * b1086 - 4 b413 * b701 + - 4 b413 * b703 + 4 b413 * b1038 - 4 b414 * b575 + 4 b414 * b1115 - 4 b415 * b416 - 4 b415 * b474 - 4 b416 * b419 + - 4 b416 * b768 - 4 b417 * b527 - 4 b417 * b601 - 4 b418 * b445 - 4 b418 * b944 - 4 b419 * b420 - 4 b419 * b494 + - 4 b420 * b423 - 4 b420 * b723 - 4 b421 * b770 + 4 b421 * b1073 - 4 b422 * b549 - 4 b422 * b632 - 4 b422 * b755 + - 4 b423 * b424 - 4 b423 * b514 - 4 b424 * b426 - 4 b424 * b681 - 4 b425 * b575 - 4 b425 * b668 - 4 b425 * b797 + - 4 b426 * b427 - 4 b426 * b535 - 4 b427 * b432 - 4 b427 * b643 + 4 b428 * b775 - 4 b428 * b958 - 4 b429 * b601 + - 4 b429 * b711 - 4 b429 * b842 - 4 b430 * b487 + 4 b430 * b575 - 4 b430 * b711 - 4 b431 * b492 - 4 b432 * b557 + - 4 b432 * b1065 + 4 b433 * b730 - 4 b433 * b1013 - 4 b434 * b504 - 4 b434 * b597 - 4 b434 * b830 + 4 b434 * b969 + - 4 b435 * b632 - 4 b435 * b756 - 4 b435 * b886 - 4 b436 * b455 - 4 b436 * b508 + 4 b436 * b549 - 4 b436 * b756 + - 4 b437 * b512 - 4 b438 * b582 - 4 b438 * b1002 - 4 b438 * b1065 + 4 b439 * b686 - 4 b439 * b1078 + - 4 b440 * b517 - 4 b440 * b731 - 4 b440 * b958 - 4 b441 * b625 - 4 b441 * b873 + 4 b441 * b1032 - 4 b442 * b668 + - 4 b442 * b798 - 4 b442 * b930 - 4 b443 * b469 + 4 b443 * b527 - 4 b443 * b529 - 4 b443 * b798 - 4 b444 * b488 + - 4 b444 * b529 + 4 b444 * b635 - 4 b445 * b446 + 4 b445 * b511 - 4 b445 * b637 - 4 b446 * b533 - 4 b447 * b460 + - 4 b448 * b609 - 4 b448 * b948 - 4 b448 * b1002 + 4 b449 * b647 - 4 b450 * b517 - 4 b450 * b560 - 4 b450 * b1013 + - 4 b451 * b501 + 4 b451 * b623 - 4 b452 * b659 - 4 b452 * b916 + 4 b452 * b1097 - 4 b453 * b711 - 4 b453 * b843 + - 4 b453 * b987 - 4 b454 * b487 - 4 b454 * b551 - 4 b454 * b843 - 4 b455 * b1053 - 4 b456 * b490 + 4 b456 * b492 + - 4 b456 * b555 - 4 b457 * b458 + 4 b457 * b491 - 4 b457 * b677 - 4 b458 * b555 - 4 b459 * b475 - 4 b460 * b898 + - 4 b460 * b948 + 4 b461 * b616 - 4 b462 * b588 + 4 b462 * b861 - 4 b462 * b1078 - 4 b463 * b517 - 4 b463 * b588 + - 4 b464 * b479 + 4 b464 * b1094 - 4 b465 * b698 - 4 b465 * b971 - 4 b466 * b627 - 4 b466 * b699 - 4 b466 * b1103 + - 4 b467 * b756 - 4 b467 * b887 - 4 b467 * b1049 - 4 b468 * b508 - 4 b468 * b577 - 4 b468 * b887 - 4 b469 * b671 + - 4 b470 * b471 + 4 b470 * b489 + 4 b471 * b472 - 4 b471 * b510 - 4 b471 * b580 - 4 b472 * b473 - 4 b472 * b719 + - 4 b473 * b580 - 4 b474 * b495 - 4 b475 * b851 - 4 b475 * b898 - 4 b476 * b516 - 4 b477 * b560 - 4 b477 * b617 + + 4 b477 * b815 - 4 b478 * b480 + 4 b478 * b785 + 4 b478 * b1029 + 4 b479 * b1027 + 4 b480 * b1092 + - 4 b481 * b744 - 4 b481 * b1033 - 4 b482 * b746 - 4 b482 * b1038 - 4 b483 * b484 - 4 b483 * b544 - 4 b483 * b706 + - 4 b484 * b522 - 4 b484 * b572 + 4 b484 * b838 - 4 b485 * b798 - 4 b485 * b932 - 4 b485 * b1116 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b781 + 4 b563 * b1090 - 4 b564 * b1090 - 4 b565 * b567 + 4 b565 * b622 + 4 b566 * b824 + - 4 b568 * b569 - 4 b568 * b832 - 4 b568 * b917 - 4 b569 * b663 + 4 b569 * b974 - 4 b570 * b663 - 4 b570 * b705 + - 4 b571 * b573 - 4 b571 * b630 + 4 b571 * b927 + 4 b574 * b929 + 4 b574 * b1046 - 4 b575 * b576 - 4 b576 * b634 + - 4 b576 * b758 + 4 b576 * b1119 - 4 b578 * b579 - 4 b578 * b717 - 4 b579 * b636 - 4 b579 * b765 - 4 b580 * b581 + - 4 b580 * b942 - 4 b581 * b765 - 4 b582 * b610 - 4 b583 * b641 - 4 b583 * b680 - 4 b583 * b896 - 4 b584 * b585 + - 4 b584 * b1005 - 4 b585 * b586 - 4 b585 * b856 - 4 b586 * b646 - 4 b587 * b858 - 4 b588 * b589 - 4 b589 * b817 + - 4 b590 * b592 + 4 b590 * b739 - 4 b590 * b1086 - 4 b591 * b593 + 4 b591 * b737 + 4 b591 * b1025 - 4 b592 * b593 + + 4 b593 * b594 - 4 b594 * b596 + 4 b595 * b869 - 4 b598 * b599 - 4 b598 * b973 - 4 b599 * b702 + 4 b599 * b1037 + - 4 b601 * b602 - 4 b602 * b670 - 4 b602 * b801 + 4 b602 * b1052 - 4 b603 * b759 - 4 b604 * b937 - 4 b605 * b606 + - 4 b605 * b762 - 4 b606 * b676 - 4 b606 * b806 - 4 b607 * b608 - 4 b607 * b997 - 4 b608 * b806 - 4 b609 * b640 + - 4 b610 * b611 - 4 b610 * b641 - 4 b610 * b946 - 4 b611 * b612 - 4 b611 * b640 - 4 b611 * b681 - 4 b612 * b613 + - 4 b612 * b852 - 4 b613 * b614 - 4 b613 * b1068 + 4 b614 * b857 - 4 b614 * b902 - 4 b615 * b904 - 4 b616 * b687 + + 4 b616 * b1077 - 4 b617 * b618 - 4 b618 * b863 - 4 b619 * b621 + 4 b619 * b694 - 4 b619 * b1021 - 4 b620 * b622 + + 4 b620 * b692 - 4 b621 * b622 - 4 b622 * b1092 + 4 b623 * b624 + 4 b623 * b913 - 4 b624 * b625 + 4 b624 * b1097 + - 4 b626 * b628 - 4 b626 * b1036 + 4 b627 * b747 - 4 b628 * b747 + 4 b628 * b1102 - 4 b629 * b747 - 4 b629 * b793 + + 4 b629 * b978 - 4 b630 * b879 + 4 b630 * b1044 - 4 b632 * b633 - 4 b632 * b1053 - 4 b633 * b713 - 4 b633 * b845 + + 4 b633 * b990 - 4 b634 * b714 - 4 b635 * b892 + 4 b635 * b1058 - 4 b636 * b637 - 4 b636 * b804 - 4 b637 * b718 + - 4 b637 * b849 - 4 b638 * b639 - 4 b638 * b1062 - 4 b639 * b849 - 4 b640 * b642 - 4 b640 * b1000 - 4 b641 * b723 + - 4 b642 * b643 + 4 b643 * b644 - 4 b643 * b770 - 4 b644 * b645 + 4 b645 * b903 - 4 b645 * b952 - 4 b646 * b955 + - 4 b647 * b732 + 4 b647 * b1012 - 4 b648 * b817 - 4 b648 * b908 - 4 b649 * b651 - 4 b650 * b652 + 4 b650 * b1082 + - 4 b651 * b652 - 4 b651 * b908 - 4 b652 * b1086 + 4 b653 * b655 - 4 b653 * b656 - 4 b653 * b962 - 4 b654 * b656 + - 4 b655 * b657 - 4 b656 * b657 - 4 b657 * b1027 - 4 b658 * b659 + 4 b658 * b1094 - 4 b659 * b871 - 4 b661 * b662 + - 4 b661 * b1101 - 4 b662 * b791 - 4 b663 * b664 - 4 b664 * b750 - 4 b664 * b791 + 4 b664 * b1040 - 4 b665 * b923 + + 4 b665 * b982 + 4 b666 * b667 - 4 b668 * b669 - 4 b669 * b758 - 4 b669 * b890 + 4 b669 * b933 - 4 b670 * b672 + - 4 b671 * b674 - 4 b671 * b1056 - 4 b672 * b674 - 4 b672 * b890 + 4 b673 * b675 - 4 b673 * b846 + 4 b673 * b993 + - 4 b674 * b675 - 4 b675 * b763 - 4 b676 * b677 - 4 b676 * b847 - 4 b677 * b763 - 4 b677 * b895 - 4 b678 * b679 + - 4 b678 * b1128 - 4 b679 * b895 + 4 b680 * b682 - 4 b680 * b768 + 4 b681 * b683 - 4 b681 * b810 - 4 b682 * b683 + + 4 b682 * b1066 - 4 b683 * b684 - 4 b683 * b1071 + 4 b684 * b954 - 4 b684 * b1007 - 4 b685 * b1010 + - 4 b686 * b776 + 4 b686 * b957 - 4 b687 * b863 - 4 b687 * b960 - 4 b688 * b690 - 4 b689 * b691 + 4 b689 * b1017 + - 4 b690 * b691 - 4 b690 * b960 - 4 b691 * b1021 - 4 b692 * b695 - 4 b692 * b911 - 4 b693 * b695 - 4 b694 * b696 + + 4 b694 * b963 - 4 b695 * b696 - 4 b696 * b965 - 4 b697 * b698 + 4 b697 * b1029 - 4 b698 * b829 - 4 b700 * b701 + - 4 b701 * b833 - 4 b702 * b704 - 4 b704 * b833 + 4 b704 * b1106 - 4 b705 * b706 + 4 b705 * b792 - 4 b705 * b923 + - 4 b706 * b708 + 4 b707 * b926 - 4 b708 * b924 - 4 b708 * b926 + 4 b709 * b710 - 4 b711 * b712 - 4 b712 * b801 + + 4 b712 * b888 - 4 b712 * b935 - 4 b713 * b715 - 4 b714 * b845 - 4 b715 * b803 - 4 b715 * b935 + 4 b716 * b717 + - 4 b716 * b802 + 4 b716 * b938 - 4 b717 * b805 - 4 b718 * b719 - 4 b718 * b893 - 4 b719 * b805 - 4 b719 * b943 + - 4 b720 * b721 - 4 b721 * b943 + 4 b722 * b724 - 4 b722 * b808 + 4 b723 * b725 - 4 b723 * b855 - 4 b724 * b725 + + 4 b724 * b1003 - 4 b725 * b726 + 4 b726 * b1009 - 4 b726 * b1070 - 4 b727 * b729 - 4 b727 * b1074 + - 4 b728 * b731 + 4 b728 * b861 - 4 b729 * b731 - 4 b729 * b813 - 4 b730 * b816 + 4 b730 * b906 - 4 b731 * b816 + - 4 b732 * b908 - 4 b732 * b1016 - 4 b733 * b735 - 4 b734 * b736 + 4 b734 * b961 - 4 b735 * b736 - 4 b735 * b1016 + - 4 b736 * b962 - 4 b737 * b740 - 4 b737 * b867 - 4 b738 * b740 - 4 b738 * b1022 - 4 b739 * b742 + 4 b739 * b1023 + - 4 b740 * b742 - 4 b741 * b823 + 4 b741 * b912 - 4 b742 * b912 + 4 b743 * b788 - 4 b744 * b788 - 4 b745 * b746 + - 4 b746 * b1102 - 4 b747 * b749 + 4 b751 * b883 - 4 b752 * b883 - 4 b752 * b980 + 4 b753 * b754 + 4 b753 * b1111 + - 4 b754 * b755 - 4 b756 * b757 - 4 b757 * b845 - 4 b757 * b991 - 4 b758 * b760 - 4 b759 * b801 - 4 b760 * b761 + - 4 b760 * b991 + 4 b761 * b762 - 4 b762 * b848 - 4 b763 * b764 - 4 b763 * b939 - 4 b764 * b848 - 4 b764 * b998 + - 4 b765 * b766 - 4 b766 * b998 + 4 b767 * b769 - 4 b767 * b853 + 4 b768 * b771 - 4 b769 * b771 + 4 b769 * b949 + - 4 b772 * b859 - 4 b773 * b774 - 4 b774 * b859 + 4 b774 * b861 + 4 b775 * b860 - 4 b775 * b862 - 4 b776 * b960 + - 4 b776 * b1081 - 4 b777 * b778 - 4 b778 * b779 - 4 b778 * b1081 - 4 b779 * b780 - 4 b779 * b911 - 4 b780 * b782 + - 4 b781 * b784 - 4 b781 * b821 - 4 b782 * b784 - 4 b782 * b1087 - 4 b783 * b785 + 4 b783 * b1088 - 4 b784 * b785 + + 4 b788 * b1033 - 4 b789 * b790 - 4 b790 * b1037 - 4 b791 * b792 + 4 b794 * b839 - 4 b795 * b839 - 4 b795 * b1042 + + 4 b796 * b1044 - 4 b797 * b931 - 4 b798 * b800 - 4 b799 * b800 - 4 b799 * b931 - 4 b799 * b1053 - 4 b800 * b890 + - 4 b800 * b1055 - 4 b801 * b802 - 4 b802 * b1055 + 4 b803 * b804 - 4 b804 * b894 - 4 b805 * b994 - 4 b805 * b1127 + + 4 b807 * b809 - 4 b807 * b900 + 4 b808 * b811 - 4 b808 * b951 - 4 b809 * b811 + 4 b809 * b899 - 4 b812 * b905 + - 4 b813 * b814 + 4 b814 * b815 - 4 b814 * b905 - 4 b815 * b907 - 4 b816 * b818 - 4 b816 * b1016 - 4 b817 * b819 + - 4 b818 * b819 - 4 b818 * b907 - 4 b819 * b820 - 4 b820 * b822 - 4 b820 * b867 - 4 b821 * b866 + 4 b821 * b1088 + - 4 b822 * b1088 - 4 b823 * b825 - 4 b823 * b1025 - 4 b824 * b825 - 4 b825 * b826 - 4 b826 * b828 - 4 b826 * b1097 + - 4 b827 * b1096 + 4 b829 * b1098 - 4 b830 * b831 + 4 b830 * b915 - 4 b831 * b974 - 4 b833 * b834 + 4 b835 * b836 + - 4 b836 * b838 - 4 b838 * b1108 + 4 b839 * b984 + 4 b840 * b841 + 4 b840 * b982 - 4 b841 * b842 - 4 b842 * b988 + - 4 b843 * b844 - 4 b844 * b935 - 4 b844 * b1122 - 4 b845 * b846 - 4 b846 * b1122 - 4 b847 * b940 - 4 b848 * b1059 + - 4 b848 * b1061 + 4 b849 * b941 - 4 b850 * b897 + 4 b851 * b854 - 4 b852 * b854 - 4 b852 * b897 + 4 b853 * b856 + - 4 b853 * b1006 - 4 b854 * b856 + 4 b857 * b956 - 4 b858 * b956 - 4 b859 * b860 - 4 b860 * b956 - 4 b861 * b959 + - 4 b862 * b864 - 4 b862 * b1081 - 4 b863 * b865 - 4 b864 * b865 - 4 b864 * b959 - 4 b865 * b866 - 4 b866 * b868 + + 4 b867 * b1023 - 4 b868 * b1023 + 4 b870 * b872 - 4 b870 * b1031 + 4 b872 * b873 - 4 b873 * b875 + + 4 b874 * b918 + 4 b874 * b1099 - 4 b875 * b918 - 4 b877 * b878 - 4 b877 * b1106 - 4 b878 * b880 + 4 b879 * b882 + - 4 b880 * b882 + 4 b883 * b927 + 4 b884 * b885 + 4 b884 * b926 - 4 b885 * b886 - 4 b886 * b1050 - 4 b887 * b889 + - 4 b888 * b889 - 4 b888 * b1050 - 4 b889 * b891 - 4 b889 * b991 - 4 b890 * b892 - 4 b891 * b892 - 4 b891 * b1054 + - 4 b893 * b995 - 4 b894 * b996 - 4 b894 * b1125 - 4 b894 * b1127 - 4 b896 * b947 - 4 b897 * b899 + 4 b898 * b901 + - 4 b898 * b1004 - 4 b899 * b901 - 4 b899 * b947 + 4 b900 * b902 - 4 b900 * b1069 - 4 b901 * b902 + 4 b903 * b1011 + - 4 b904 * b1011 - 4 b905 * b906 - 4 b906 * b1011 - 4 b907 * b909 - 4 b908 * b1083 - 4 b909 * b1014 + - 4 b909 * b1083 - 4 b910 * b1084 + 4 b911 * b963 + 4 b914 * b915 - 4 b914 * b968 - 4 b916 * b917 + 4 b919 * b1104 + - 4 b920 * b922 - 4 b920 * b1040 - 4 b920 * b1104 + 4 b921 * b924 - 4 b921 * b1039 - 4 b922 * b924 + + 4 b923 * b925 - 4 b924 * b925 + 4 b927 * b928 - 4 b928 * b930 + 4 b929 * b1117 - 4 b930 * b1117 - 4 b931 * b933 + - 4 b932 * b934 - 4 b933 * b934 - 4 b933 * b1117 - 4 b934 * b936 - 4 b934 * b1055 - 4 b935 * b937 - 4 b936 * b937 + - 4 b936 * b1121 + 4 b938 * b1060 - 4 b939 * b1060 - 4 b940 * b942 - 4 b940 * b1061 - 4 b941 * b944 + - 4 b942 * b944 - 4 b942 * b1060 - 4 b943 * b945 - 4 b944 * b945 - 4 b946 * b1001 - 4 b947 * b949 + 4 b948 * b950 + - 4 b948 * b1067 - 4 b949 * b950 - 4 b949 * b1001 - 4 b950 * b952 + 4 b951 * b953 - 4 b952 * b953 - 4 b953 * b955 + + 4 b954 * b1075 - 4 b955 * b1075 - 4 b956 * b957 - 4 b957 * b1075 - 4 b958 * b1079 - 4 b959 * b961 + - 4 b960 * b1018 - 4 b961 * b1018 - 4 b961 * b1079 - 4 b964 * b966 + 4 b966 * b1094 - 4 b967 * b968 + + 4 b967 * b1093 - 4 b968 * b970 - 4 b969 * b1030 - 4 b971 * b973 - 4 b971 * b1100 - 4 b972 * b1098 + + 4 b976 * b979 - 4 b977 * b978 - 4 b977 * b979 + 4 b978 * b980 - 4 b979 * b980 - 4 b980 * b981 - 4 b981 * b983 + - 4 b983 * b1113 + 4 b984 * b985 - 4 b984 * b1112 - 4 b985 * b987 - 4 b988 * b990 - 4 b989 * b1120 + - 4 b990 * b1120 - 4 b991 * b992 + 4 b993 * b1126 - 4 b994 * b1126 - 4 b995 * b996 - 4 b995 * b997 + - 4 b997 * b1126 - 4 b998 * b999 - 4 b1000 * b1064 - 4 b1001 * b1003 + 4 b1002 * b1005 - 4 b1003 * b1005 + - 4 b1003 * b1064 + 4 b1004 * b1007 - 4 b1005 * b1007 + 4 b1006 * b1008 - 4 b1007 * b1008 - 4 b1008 * b1010 + - 4 b1011 * b1012 - 4 b1013 * b1015 - 4 b1014 * b1017 - 4 b1015 * b1017 - 4 b1016 * b1019 - 4 b1017 * b1019 + - 4 b1018 * b1020 + 4 b1020 * b1022 - 4 b1024 * b1026 - 4 b1025 * b1028 - 4 b1026 * b1028 + 4 b1028 * b1029 + - 4 b1029 * b1031 - 4 b1032 * b1095 - 4 b1033 * b1035 - 4 b1033 * b1036 - 4 b1034 * b1036 - 4 b1039 * b1041 + + 4 b1040 * b1042 - 4 b1041 * b1042 - 4 b1042 * b1043 - 4 b1043 * b1045 - 4 b1045 * b1046 + 4 b1046 * b1047 + - 4 b1047 * b1049 - 4 b1050 * b1052 - 4 b1051 * b1054 - 4 b1052 * b1054 - 4 b1053 * b1056 - 4 b1054 * b1056 + - 4 b1055 * b1057 - 4 b1056 * b1057 - 4 b1060 * b1062 + 4 b1061 * b1129 - 4 b1062 * b1129 - 4 b1064 * b1066 + + 4 b1065 * b1068 - 4 b1066 * b1068 + 4 b1067 * b1069 + 4 b1067 * b1070 - 4 b1068 * b1070 + 4 b1069 * b1072 + - 4 b1070 * b1072 - 4 b1071 * b1074 - 4 b1072 * b1074 - 4 b1075 * b1077 - 4 b1078 * b1080 - 4 b1079 * b1082 + - 4 b1080 * b1082 - 4 b1081 * b1084 - 4 b1082 * b1084 - 4 b1083 * b1085 + 4 b1085 * b1087 - 4 b1089 * b1091 + - 4 b1090 * b1093 - 4 b1091 * b1093 - 4 b1094 * b1096 - 4 b1098 * b1101 - 4 b1099 * b1101 - 4 b1104 * b1105 + - 4 b1105 * b1107 + 4 b1106 * b1108 - 4 b1107 * b1108 - 4 b1108 * b1110 + 4 b1109 * b1112 - 4 b1110 * b1111 + - 4 b1110 * b1112 + 4 b1113 * b1114 - 4 b1114 * b1115 - 4 b1114 * b1116 - 4 b1117 * b1119 - 4 b1118 * b1121 + - 4 b1119 * b1121 - 4 b1120 * b1122 - 4 b1122 * b1123 - 4 b1123 * b1124 - 4 b1124 * b1125 - 4 b1126 * b1128 + ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 + b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 + b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 + b324 b325 b326 b327 b328 b329 b330 b331 b332 b333 b334 b335 b336 b337 b338 b339 b340 b341 b342 + b343 b344 b345 b346 b347 b348 b349 b350 b351 b352 b353 b354 b355 b356 b357 b358 b359 b360 b361 + b362 b363 b364 b365 b366 b367 b368 b369 b370 b371 b372 b373 b374 b375 b376 b377 b378 b379 b380 + b381 b382 b383 b384 b385 b386 b387 b388 b389 b390 b391 b392 b393 b394 b395 b396 b397 b398 b399 + b400 b401 b402 b403 b404 b405 b406 b407 b408 b409 b410 b411 b412 b413 b414 b415 b416 b417 b418 + b419 b420 b421 b422 b423 b424 b425 b426 b427 b428 b429 b430 b431 b432 b433 b434 b435 b436 b437 + b438 b439 b440 b441 b442 b443 b444 b445 b446 b447 b448 b449 b450 b451 b452 b453 b454 b455 b456 + b457 b458 b459 b460 b461 b462 b463 b464 b465 b466 b467 b468 b469 b470 b471 b472 b473 b474 b475 + b476 b477 b478 b479 b480 b481 b482 b483 b484 b485 b486 b487 b488 b489 b490 b491 b492 b493 b494 + b495 b496 b497 b498 b499 b500 b501 b502 b503 b504 b505 b506 b507 b508 b509 b510 b511 b512 b513 + b514 b515 b516 b517 b518 b519 b520 b521 b522 b523 b524 b525 b526 b527 b528 b529 b530 b531 b532 + b533 b534 b535 b536 b537 b538 b539 b540 b541 b542 b543 b544 b545 b546 b547 b548 b549 b550 b551 + b552 b553 b554 b555 b556 b557 b558 b559 b560 b561 b562 b563 b564 b565 b566 b567 b568 b569 b570 + b571 b572 b573 b574 b575 b576 b577 b578 b579 b580 b581 b582 b583 b584 b585 b586 b587 b588 b589 + b590 b591 b592 b593 b594 b595 b596 b597 b598 b599 b600 b601 b602 b603 b604 b605 b606 b607 b608 + b609 b610 b611 b612 b613 b614 b615 b616 b617 b618 b619 b620 b621 b622 b623 b624 b625 b626 b627 + b628 b629 b630 b631 b632 b633 b634 b635 b636 b637 b638 b639 b640 b641 b642 b643 b644 b645 b646 + b647 b648 b649 b650 b651 b652 b653 b654 b655 b656 b657 b658 b659 b660 b661 b662 b663 b664 b665 + b666 b667 b668 b669 b670 b671 b672 b673 b674 b675 b676 b677 b678 b679 b680 b681 b682 b683 b684 + b685 b686 b687 b688 b689 b690 b691 b692 b693 b694 b695 b696 b697 b698 b699 b700 b701 b702 b703 + b704 b705 b706 b707 b708 b709 b710 b711 b712 b713 b714 b715 b716 b717 b718 b719 b720 b721 b722 + b723 b724 b725 b726 b727 b728 b729 b730 b731 b732 b733 b734 b735 b736 b737 b738 b739 b740 b741 + b742 b743 b744 b745 b746 b747 b748 b749 b750 b751 b752 b753 b754 b755 b756 b757 b758 b759 b760 + b761 b762 b763 b764 b765 b766 b767 b768 b769 b770 b771 b772 b773 b774 b775 b776 b777 b778 b779 + b780 b781 b782 b783 b784 b785 b786 b787 b788 b789 b790 b791 b792 b793 b794 b795 b796 b797 b798 + b799 b800 b801 b802 b803 b804 b805 b806 b807 b808 b809 b810 b811 b812 b813 b814 b815 b816 b817 + b818 b819 b820 b821 b822 b823 b824 b825 b826 b827 b828 b829 b830 b831 b832 b833 b834 b835 b836 + b837 b838 b839 b840 b841 b842 b843 b844 b845 b846 b847 b848 b849 b850 b851 b852 b853 b854 b855 + b856 b857 b858 b859 b860 b861 b862 b863 b864 b865 b866 b867 b868 b869 b870 b871 b872 b873 b874 + b875 b876 b877 b878 b879 b880 b881 b882 b883 b884 b885 b886 b887 b888 b889 b890 b891 b892 b893 + b894 b895 b896 b897 b898 b899 b900 b901 b902 b903 b904 b905 b906 b907 b908 b909 b910 b911 b912 + b913 b914 b915 b916 b917 b918 b919 b920 b921 b922 b923 b924 b925 b926 b927 b928 b929 b930 b931 + b932 b933 b934 b935 b936 b937 b938 b939 b940 b941 b942 b943 b944 b945 b946 b947 b948 b949 b950 + b951 b952 b953 b954 b955 b956 b957 b958 b959 b960 b961 b962 b963 b964 b965 b966 b967 b968 b969 + b970 b971 b972 b973 b974 b975 b976 b977 b978 b979 b980 b981 b982 b983 b984 b985 b986 b987 b988 + b989 b990 b991 b992 b993 b994 b995 b996 b997 b998 b999 b1000 b1001 b1002 b1003 b1004 b1005 + b1006 b1007 b1008 b1009 b1010 b1011 b1012 b1013 b1014 b1015 b1016 b1017 b1018 b1019 b1020 b1021 + b1022 b1023 b1024 b1025 b1026 b1027 b1028 b1029 b1030 b1031 b1032 b1033 b1034 b1035 b1036 b1037 + b1038 b1039 b1040 b1041 b1042 b1043 b1044 b1045 b1046 b1047 b1048 b1049 b1050 b1051 b1052 b1053 + b1054 b1055 b1056 b1057 b1058 b1059 b1060 b1061 b1062 b1063 b1064 b1065 b1066 b1067 b1068 b1069 + b1070 b1071 b1072 b1073 b1074 b1075 b1076 b1077 b1078 b1079 b1080 b1081 b1082 b1083 b1084 b1085 + b1086 b1087 b1088 b1089 b1090 b1091 b1092 b1093 b1094 b1095 b1096 b1097 b1098 b1099 b1100 b1101 + b1102 b1103 b1104 b1105 b1106 b1107 b1108 b1109 b1110 b1111 b1112 b1113 b1114 b1115 b1116 b1117 + b1118 b1119 b1120 b1121 b1122 b1123 b1124 b1125 b1126 b1127 b1128 b1129 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_3705.lp b/test_data/qplib_mittelmann_lp/QPLIB_3705.lp new file mode 100644 index 0000000..5a0b9be --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_3705.lp @@ -0,0 +1,176 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 378 0 378 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 378 0 378 0 +\ +Maximize + obj: 0 b2 + 0 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 + 0 b13 + 0 b14 + 0 b15 + + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 0 b25 + 0 b26 + 0 b27 + 0 b28 + + 0 b29 + 0 b30 + 0 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + 0 b41 + + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + 0 b54 + + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 0 b62 + 0 b63 + 0 b64 + 0 b65 + 0 b66 + 0 b67 + + 0 b68 + 0 b69 + 0 b70 + 0 b71 + 0 b72 + 0 b73 + 0 b74 + 0 b75 + 0 b76 + 0 b77 + 0 b78 + 0 b79 + 0 b80 + + 0 b81 + 0 b82 + 0 b83 + 0 b84 + 0 b85 + 0 b86 + 0 b87 + 0 b88 + 0 b89 + 0 b90 + 0 b91 + 0 b92 + 0 b93 + + 0 b94 + 0 b95 + 0 b96 + 0 b97 + 0 b98 + 0 b99 + 0 b100 + 0 b101 + 0 b102 + 0 b103 + 0 b104 + 0 b105 + + 0 b106 + 0 b107 + 0 b108 + 0 b109 + 0 b110 + 0 b111 + 0 b112 + 0 b113 + 0 b114 + 0 b115 + 0 b116 + + 0 b117 + 0 b118 + 0 b119 + 0 b120 + 0 b121 + 0 b122 + 0 b123 + 0 b124 + 0 b125 + 0 b126 + 0 b127 + + 0 b128 + 0 b129 + 0 b130 + 0 b131 + 0 b132 + 0 b133 + 0 b134 + 0 b135 + 2 b136 + 2 b137 + 2 b138 + + 2 b139 + 2 b140 + 4 b141 + 2 b142 + 2 b143 + 4 b144 + 2 b145 + 2 b146 + 2 b147 + 2 b148 + 2 b149 + + 2 b150 + 2 b151 + 2 b152 + 2 b153 + 2 b154 + 2 b155 + 4 b156 + 2 b157 + 2 b158 + 2 b159 + 4 b160 + + 2 b161 + 2 b162 + 2 b163 + 2 b164 + 2 b165 + 2 b166 + 2 b167 + 2 b168 + 4 b169 + 2 b170 + 4 b171 + + 2 b172 + 2 b173 + 2 b174 + 4 b175 - 2 b176 + 4 b177 + 2 b178 + 4 b179 + 2 b180 - 2 b181 + 2 b182 + + 2 b183 + 4 b184 + 2 b185 + 2 b186 + 2 b187 - 2 b188 + 2 b189 + 4 b190 + 2 b191 + 2 b192 + 4 b193 + + 2 b194 + 2 b195 + 4 b196 + 4 b197 + 2 b198 + 4 b199 + 2 b200 + 2 b201 + 4 b202 - 2 b203 - 2 b204 + + 2 b205 + 2 b206 + 2 b207 + 2 b208 - 2 b209 - 2 b210 + 4 b211 + 2 b212 + 2 b213 + 4 b214 + 4 b215 + + 4 b216 + 2 b217 + 2 b218 + 2 b219 + 4 b220 - 2 b221 + 2 b222 + 2 b223 + 2 b224 + 2 b225 - 4 b226 + - 2 b227 + 2 b228 + 2 b229 + 4 b230 + 4 b231 + 4 b232 - 2 b233 + 4 b234 + 2 b235 + 4 b236 + 4 b237 + + 2 b238 + 2 b239 - 2 b240 + 2 b241 + 2 b242 + 2 b243 + 2 b244 + 2 b245 + 2 b246 - 2 b247 - 4 b248 + - 2 b249 + 2 b250 + 4 b251 + 4 b252 + 4 b253 + 4 b254 + 4 b255 - 2 b256 + 2 b257 + 4 b258 - 2 b259 + + 4 b260 + 2 b261 + 2 b262 - 2 b263 + 2 b264 + 2 b265 - 2 b266 + 2 b267 + 4 b268 + 2 b269 + 2 b270 + + 2 b271 + 4 b272 + 2 b273 - 4 b274 + 4 b275 + 2 b276 + 4 b277 + 2 b278 + 4 b279 + 4 b280 + 4 b281 + - 2 b282 + 2 b283 + 4 b284 + 4 b285 + 4 b286 + 2 b287 + 2 b288 - 2 b289 + 4 b290 + 2 b291 - 2 b292 + + 2 b293 + 4 b294 - 2 b295 + 2 b296 + 2 b297 - 2 b298 - 2 b299 + 2 b300 - 2 b301 + 4 b302 + 2 b303 + + 4 b304 + 2 b305 + 4 b306 + 4 b307 + 2 b308 + 4 b309 - 2 b310 - 2 b311 + 2 b312 + 4 b313 + 4 b314 + - 2 b315 - 4 b316 + 2 b317 + 2 b318 + 2 b319 + 4 b320 + 2 b321 + 2 b322 + 4 b323 - 2 b324 + 2 b325 + - 2 b326 + 2 b327 - 2 b328 + 2 b329 - 2 b330 + 2 b331 - 2 b332 + 4 b333 + 2 b334 + 4 b335 + 2 b336 + + 4 b337 + 4 b338 + 4 b339 + 4 b340 - 2 b341 + 2 b342 + 2 b343 + 2 b344 + 4 b345 - 2 b346 - 2 b347 + + 2 b348 + 2 b349 + 2 b350 + 4 b351 + 2 b352 + 2 b353 - 2 b354 + 4 b355 + 2 b356 - 2 b357 + 2 b358 + - 2 b359 + 2 b360 - 2 b361 + 2 b362 + 2 b363 - 2 b364 + 4 b365 + 2 b366 + 2 b367 + 2 b368 + 4 b369 + + 4 b370 + 4 b371 + 4 b372 + 4 b373 + 2 b374 + 4 b375 + 2 b376 + 2 b377 + 4 b378 + 2 b379 + [ - 4 b2 * b47 + + 4 b2 * b167 + 4 b2 * b176 - 4 b2 * b177 + 4 b3 * b27 - 4 b3 * b180 + 4 b3 * b308 - 4 b3 * b339 - 4 b4 * b5 + + 4 b4 * b259 + 4 b4 * b311 - 4 b4 * b344 + 4 b5 * b11 + 4 b5 * b233 - 4 b5 * b234 - 4 b6 * b35 - 4 b6 * b187 + + 4 b6 * b203 + 4 b6 * b204 - 4 b7 * b136 - 4 b7 * b180 + 4 b7 * b310 + 4 b7 * b343 - 4 b8 * b42 - 4 b8 * b173 + + 4 b8 * b188 + 4 b8 * b221 + 4 b9 * b10 + 4 b9 * b70 - 4 b9 * b267 - 4 b9 * b297 - 4 b10 * b138 - 4 b10 * b140 + + 4 b10 * b296 + 4 b11 * b259 - 4 b11 * b375 - 4 b11 * b378 - 4 b12 * b13 - 4 b12 * b143 + 4 b12 * b174 + + 4 b12 * b350 - 4 b13 * b28 + 4 b13 * b88 + 4 b13 * b89 + 4 b14 * b15 - 4 b14 * b243 - 4 b14 * b271 + + 4 b14 * b357 - 4 b15 * b137 - 4 b15 * b138 + 4 b15 * b325 + 4 b16 * b17 - 4 b16 * b192 + 4 b16 * b210 + - 4 b16 * b273 - 4 b17 * b53 + 4 b17 * b63 - 4 b17 * b357 + 4 b18 * b82 + 4 b18 * b101 - 4 b18 * b341 + - 4 b18 * b373 + 4 b19 * b20 - 4 b19 * b136 + 4 b19 * b217 - 4 b19 * b314 + 4 b20 * b341 - 4 b20 * b342 + - 4 b20 * b345 + 4 b21 * b22 - 4 b21 * b139 - 4 b21 * b190 + 4 b21 * b354 - 4 b22 * b52 - 4 b22 * b80 + + 4 b22 * b322 - 4 b23 * b24 + 4 b23 * b54 - 4 b23 * b245 + 4 b23 * b354 + 4 b24 * b69 - 4 b24 * b144 + + 4 b24 * b324 - 4 b25 * b175 + 4 b25 * b226 - 4 b25 * b246 + 4 b25 * b326 - 4 b26 * b210 + 4 b26 * b226 + + 4 b26 * b250 - 4 b26 * b275 + 4 b27 * b93 - 4 b27 * b231 - 4 b27 * b311 + 4 b28 * b29 + 4 b28 * b289 + - 4 b28 * b290 - 4 b29 * b67 - 4 b29 * b88 + 4 b29 * b204 - 4 b30 * b60 - 4 b30 * b75 + 4 b30 * b137 + + 4 b30 * b353 - 4 b31 * b193 - 4 b31 * b225 + 4 b31 * b248 + 4 b31 * b359 + 4 b32 * b64 - 4 b32 * b192 + + 4 b32 * b248 - 4 b32 * b302 - 4 b33 * b34 + 4 b33 * b36 + 4 b33 * b316 - 4 b33 * b319 - 4 b34 * b79 + + 4 b34 * b95 + 4 b34 * b263 + 4 b35 * b36 + 4 b35 * b68 - 4 b35 * b291 - 4 b36 * b74 - 4 b36 * b263 + - 4 b37 * b68 + 4 b37 * b69 + 4 b37 * b138 - 4 b37 * b143 + 4 b38 * b76 + 4 b38 * b165 - 4 b38 * b246 + - 4 b38 * b325 + 4 b39 * b55 - 4 b39 * b175 + 4 b39 * b274 - 4 b39 * b333 - 4 b40 * b41 + 4 b40 * b43 + + 4 b40 * b347 - 4 b40 * b350 - 4 b41 * b73 + 4 b41 * b240 + 4 b41 * b315 + 4 b42 * b43 + 4 b42 * b61 + - 4 b42 * b264 - 4 b43 * b240 - 4 b43 * b241 + 4 b44 * b60 - 4 b44 * b61 + 4 b44 * b140 - 4 b44 * b144 + - 4 b45 * b273 - 4 b45 * b296 + 4 b45 * b324 + 4 b45 * b359 - 4 b46 * b193 + 4 b46 * b299 + 4 b46 * b301 + - 4 b46 * b365 + 4 b47 * b56 - 4 b47 * b252 + 4 b47 * b301 + 4 b48 * b49 - 4 b48 * b232 + 4 b48 * b342 + - 4 b48 * b375 + 4 b49 * b121 - 4 b49 * b214 - 4 b49 * b280 + 4 b50 * b73 - 4 b50 * b173 - 4 b50 * b201 + + 4 b50 * b221 - 4 b51 * b66 + 4 b51 * b109 - 4 b51 * b221 + 4 b51 * b346 + 4 b52 * b139 + 4 b52 * b241 + - 4 b52 * b351 - 4 b53 * b270 + 4 b53 * b295 + 4 b53 * b326 + 4 b54 * b85 - 4 b54 * b207 - 4 b54 * b326 + - 4 b55 * b99 - 4 b55 * b142 + 4 b55 * b303 - 4 b56 * b142 + 4 b56 * b168 - 4 b56 * b178 + 4 b57 * b117 + - 4 b57 * b196 - 4 b57 * b254 + 4 b57 * b310 + 4 b58 * b66 - 4 b58 * b186 - 4 b58 * b187 + 4 b58 * b203 + + 4 b59 * b112 + 4 b59 * b114 - 4 b59 * b186 - 4 b59 * b203 + 4 b60 * b74 - 4 b60 * b320 + 4 b61 * b222 + - 4 b61 * b265 + 4 b62 * b63 - 4 b62 * b166 - 4 b62 * b177 + 4 b62 * b363 - 4 b63 * b104 - 4 b63 * b131 + - 4 b64 * b145 - 4 b64 * b227 + 4 b64 * b276 + 4 b65 * b111 - 4 b65 * b179 - 4 b65 * b230 + 4 b65 * b282 + - 4 b67 * b113 + 4 b67 * b132 + 4 b67 * b143 + 4 b68 * b89 - 4 b68 * b242 - 4 b69 * b116 - 4 b69 * b355 + - 4 b70 * b269 - 4 b70 * b273 + 4 b70 * b327 + 4 b71 * b99 + 4 b71 * b146 - 4 b71 * b167 - 4 b71 * b331 + + 4 b72 * b107 - 4 b72 * b169 - 4 b72 * b214 + 4 b72 * b256 - 4 b74 * b108 + 4 b74 * b130 + 4 b75 * b97 + + 4 b75 * b204 - 4 b75 * b223 - 4 b76 * b206 - 4 b76 * b355 + 4 b76 * b358 + 4 b77 * b149 - 4 b77 * b160 + + 4 b77 * b227 - 4 b77 * b300 - 4 b78 * b162 - 4 b78 * b196 + 4 b78 * b233 + 4 b78 * b374 + 4 b79 * b347 + + 4 b80 * b103 + 4 b80 * b188 - 4 b80 * b205 - 4 b81 * b86 + 4 b81 * b152 - 4 b81 * b156 + 4 b81 * b249 + + 4 b82 * b162 - 4 b82 * b179 - 4 b82 * b180 - 4 b83 * b289 + 4 b83 * b316 - 4 b84 * b125 + 4 b84 * b316 + + 4 b85 * b206 - 4 b85 * b271 - 4 b85 * b294 + 4 b86 * b131 + 4 b86 * b274 - 4 b86 * b275 - 4 b87 * b129 + + 4 b87 * b289 + 4 b88 * b289 - 4 b88 * b290 - 4 b89 * b318 - 4 b89 * b321 + 4 b90 * b224 - 4 b90 * b268 + - 4 b90 * b297 + 4 b90 * b357 - 4 b91 * b193 + 4 b91 * b226 + 4 b91 * b247 - 4 b91 * b360 - 4 b92 * b93 + + 4 b92 * b94 - 4 b92 * b170 + 4 b92 * b181 + 4 b93 * b117 - 4 b93 * b236 + 4 b94 * b163 - 4 b94 * b171 + - 4 b94 * b182 - 4 b95 * b290 + 4 b96 * b97 - 4 b96 * b222 + 4 b96 * b263 - 4 b96 * b317 - 4 b97 * b113 + - 4 b97 * b352 + 4 b98 * b110 - 4 b98 * b175 + 4 b98 * b210 - 4 b98 * b327 + 4 b99 * b210 - 4 b99 * b211 + + 4 b100 * b107 + 4 b100 * b182 - 4 b100 * b197 - 4 b100 * b374 + 4 b101 * b121 - 4 b101 * b182 - 4 b101 * b258 + + 4 b102 * b103 + 4 b102 * b240 - 4 b102 * b241 - 4 b102 * b348 - 4 b103 * b108 - 4 b103 * b174 - 4 b104 * b127 + + 4 b104 * b166 + 4 b104 * b297 + 4 b105 * b192 - 4 b105 * b193 - 4 b105 * b301 + 4 b105 * b364 + 4 b106 * b364 + - 4 b106 * b365 + 4 b106 * b367 - 4 b106 * b368 - 4 b107 * b340 - 4 b107 * b342 + 4 b108 * b109 + 4 b108 * b173 + - 4 b109 * b220 - 4 b109 * b349 + 4 b110 * b271 - 4 b110 * b272 - 4 b110 * b298 + 4 b111 * b181 - 4 b111 * b309 + - 4 b111 * b312 - 4 b112 * b220 + 4 b113 * b114 + 4 b113 * b187 - 4 b114 * b202 - 4 b114 * b318 + 4 b115 * b116 + + 4 b115 * b189 - 4 b115 * b190 - 4 b115 * b206 - 4 b116 * b130 + 4 b116 * b352 - 4 b117 * b281 - 4 b117 * b283 + + 4 b118 * b119 + 4 b118 * b205 - 4 b118 * b206 - 4 b118 * b224 - 4 b119 * b132 + 4 b119 * b321 - 4 b119 * b353 + + 4 b120 * b123 + 4 b120 * b209 - 4 b120 * b358 - 4 b120 * b361 - 4 b121 * b255 - 4 b121 * b257 + 4 b122 * b223 + - 4 b122 * b224 - 4 b122 * b244 + 4 b122 * b292 + 4 b123 * b324 - 4 b123 * b325 - 4 b123 * b327 + 4 b124 * b227 + + 4 b124 * b361 - 4 b124 * b362 - 4 b124 * b363 + 4 b125 * b240 + 4 b125 * b346 - 4 b125 * b348 + 4 b126 * b242 + - 4 b126 * b244 + 4 b126 * b266 - 4 b126 * b268 + 4 b127 * b247 + 4 b127 * b295 - 4 b127 * b296 + 4 b128 * b249 + + 4 b128 * b328 - 4 b128 * b329 - 4 b128 * b331 + 4 b129 * b263 + 4 b129 * b315 - 4 b129 * b317 + 4 b130 * b266 + - 4 b130 * b351 + 4 b131 * b298 - 4 b131 * b300 + 4 b132 * b292 - 4 b132 * b320 + 4 b133 * b134 - 4 b133 * b314 + - 4 b134 * b135 + 4 b134 * b377 - 4 b134 * b378 + 4 b135 * b379 + 4 b136 * b341 - 4 b136 * b344 - 4 b137 * b265 + - 4 b137 * b354 - 4 b138 * b242 - 4 b139 * b141 - 4 b139 * b143 - 4 b140 * b223 - 4 b140 * b267 - 4 b141 * b205 + - 4 b141 * b243 - 4 b141 * b267 - 4 b142 * b194 + 4 b142 * b332 - 4 b144 * b189 - 4 b144 * b243 - 4 b145 * b194 + - 4 b145 * b212 + 4 b145 * b364 - 4 b146 * b212 - 4 b146 * b228 - 4 b146 * b250 - 4 b147 * b150 - 4 b147 * b379 + + 4 b148 * b191 - 4 b148 * b225 - 4 b148 * b356 - 4 b148 * b359 - 4 b149 * b228 - 4 b149 * b251 - 4 b149 * b275 + - 4 b150 * b151 + 4 b150 * b198 - 4 b150 * b216 - 4 b151 * b154 - 4 b152 * b251 - 4 b152 * b277 - 4 b152 * b302 + - 4 b153 * b162 - 4 b153 * b169 + 4 b153 * b228 - 4 b153 * b277 - 4 b154 * b155 + 4 b154 * b183 - 4 b154 * b237 + - 4 b155 * b158 - 4 b156 * b277 - 4 b156 * b304 - 4 b156 * b333 - 4 b157 * b169 - 4 b157 * b179 + 4 b157 * b212 + - 4 b157 * b304 - 4 b158 * b159 + 4 b158 * b170 - 4 b158 * b260 - 4 b159 * b163 - 4 b160 * b304 - 4 b160 * b335 + - 4 b160 * b365 - 4 b161 * b179 + 4 b161 * b194 - 4 b161 * b196 - 4 b161 * b335 - 4 b162 * b369 - 4 b163 * b164 + - 4 b163 * b285 - 4 b164 * b171 - 4 b165 * b166 - 4 b165 * b208 - 4 b165 * b272 - 4 b166 * b192 - 4 b167 * b335 + - 4 b167 * b367 - 4 b168 * b196 - 4 b168 * b214 - 4 b168 * b367 - 4 b169 * b231 - 4 b170 * b184 - 4 b170 * b197 + - 4 b171 * b172 - 4 b171 * b377 - 4 b172 * b184 - 4 b173 * b220 - 4 b174 * b189 - 4 b174 * b265 - 4 b175 * b177 + - 4 b176 * b211 + 4 b176 * b330 + 4 b176 * b332 - 4 b177 * b332 - 4 b178 * b214 - 4 b178 * b230 + 4 b178 * b368 + + 4 b180 * b181 - 4 b181 * b215 - 4 b182 * b183 - 4 b183 * b199 - 4 b183 * b215 - 4 b184 * b185 - 4 b184 * b345 + - 4 b185 * b199 - 4 b187 * b202 + 4 b188 * b319 - 4 b188 * b352 - 4 b189 * b264 - 4 b190 * b191 - 4 b190 * b269 + - 4 b191 * b245 - 4 b191 * b323 - 4 b194 * b195 - 4 b195 * b230 - 4 b195 * b254 + 4 b195 * b336 - 4 b197 * b198 + - 4 b197 * b235 - 4 b198 * b217 - 4 b198 * b236 - 4 b199 * b200 - 4 b199 * b378 - 4 b200 * b217 - 4 b201 * b202 + - 4 b202 * b288 + 4 b203 * b318 - 4 b204 * b321 - 4 b205 * b291 - 4 b207 * b208 + 4 b207 * b209 - 4 b207 * b245 + - 4 b208 * b211 + 4 b208 * b274 - 4 b209 * b211 + 4 b209 * b248 - 4 b212 * b213 - 4 b213 * b254 - 4 b213 * b280 + + 4 b213 * b305 - 4 b215 * b216 - 4 b215 * b257 - 4 b216 * b238 - 4 b216 * b258 - 4 b217 * b218 - 4 b218 * b238 + - 4 b219 * b220 - 4 b219 * b347 + 4 b221 * b349 - 4 b222 * b291 - 4 b222 * b349 - 4 b223 * b321 - 4 b224 * b324 + - 4 b225 * b271 + 4 b225 * b361 + 4 b226 * b227 - 4 b228 * b229 + 4 b229 * b278 - 4 b229 * b280 - 4 b229 * b307 + - 4 b230 * b232 - 4 b231 * b234 - 4 b231 * b372 - 4 b232 * b234 - 4 b232 * b307 + 4 b233 * b235 - 4 b233 * b340 + - 4 b234 * b235 - 4 b235 * b284 - 4 b236 * b237 - 4 b236 * b283 - 4 b237 * b261 - 4 b237 * b284 - 4 b238 * b239 + + 4 b238 * b259 - 4 b239 * b261 - 4 b241 * b264 - 4 b242 * b352 + 4 b243 * b295 + 4 b244 * b269 - 4 b244 * b295 + + 4 b245 * b247 - 4 b246 * b297 + 4 b246 * b328 - 4 b247 * b328 + 4 b248 * b249 - 4 b249 * b250 - 4 b250 * b276 + - 4 b251 * b253 - 4 b251 * b369 - 4 b252 * b253 - 4 b252 * b276 - 4 b252 * b369 - 4 b253 * b307 - 4 b253 * b338 + - 4 b254 * b255 - 4 b255 * b310 - 4 b255 * b338 + 4 b256 * b257 - 4 b256 * b309 + 4 b256 * b341 - 4 b257 * b313 + - 4 b258 * b260 - 4 b258 * b312 - 4 b259 * b286 - 4 b260 * b286 - 4 b260 * b313 - 4 b261 * b262 + 4 b261 * b344 + - 4 b262 * b286 + 4 b264 * b266 + 4 b265 * b293 - 4 b266 * b293 + 4 b267 * b270 - 4 b268 * b270 - 4 b268 * b293 + - 4 b269 * b272 - 4 b270 * b272 + 4 b273 * b298 + 4 b274 * b361 - 4 b275 * b303 - 4 b276 * b278 - 4 b277 * b279 + - 4 b278 * b279 - 4 b278 * b303 - 4 b279 * b338 - 4 b279 * b371 - 4 b280 * b281 - 4 b281 * b282 - 4 b281 * b371 + + 4 b282 * b283 + 4 b282 * b311 - 4 b283 * b343 - 4 b284 * b285 - 4 b284 * b342 - 4 b285 * b314 - 4 b285 * b343 + - 4 b286 * b287 - 4 b287 * b314 - 4 b288 * b290 + 4 b291 * b292 - 4 b292 * b322 - 4 b293 * b294 - 4 b294 * b296 + - 4 b294 * b322 + 4 b298 * b330 + 4 b299 * b300 + 4 b299 * b328 - 4 b299 * b362 - 4 b300 * b302 + 4 b301 * b334 + - 4 b302 * b334 - 4 b303 * b305 - 4 b304 * b306 - 4 b305 * b306 - 4 b305 * b334 - 4 b306 * b308 - 4 b306 * b371 + - 4 b307 * b309 - 4 b308 * b309 - 4 b308 * b337 + 4 b310 * b312 + 4 b311 * b376 - 4 b312 * b376 - 4 b313 * b375 + - 4 b313 * b377 + 4 b316 * b317 - 4 b317 * b319 - 4 b318 * b320 - 4 b319 * b320 - 4 b322 * b323 - 4 b323 * b325 + - 4 b323 * b353 + 4 b326 * b329 - 4 b327 * b329 - 4 b329 * b330 + 4 b330 * b331 - 4 b331 * b333 + 4 b332 * b366 + - 4 b333 * b366 - 4 b334 * b336 - 4 b335 * b337 - 4 b336 * b337 - 4 b336 * b366 - 4 b337 * b339 - 4 b338 * b340 + - 4 b339 * b340 - 4 b339 * b370 - 4 b343 * b345 - 4 b344 * b379 - 4 b345 * b379 + 4 b347 * b348 - 4 b348 * b350 + - 4 b349 * b351 - 4 b350 * b351 - 4 b353 * b355 + 4 b354 * b356 - 4 b355 * b356 - 4 b356 * b358 + 4 b357 * b360 + - 4 b358 * b360 + 4 b359 * b362 - 4 b360 * b362 - 4 b363 * b364 - 4 b363 * b365 - 4 b366 * b368 - 4 b367 * b370 + - 4 b368 * b370 - 4 b369 * b372 - 4 b370 * b372 - 4 b371 * b373 - 4 b372 * b373 - 4 b373 * b374 - 4 b374 * b375 + - 4 b376 * b377 - 4 b376 * b378 ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 + b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 + b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 + b324 b325 b326 b327 b328 b329 b330 b331 b332 b333 b334 b335 b336 b337 b338 b339 b340 b341 b342 + b343 b344 b345 b346 b347 b348 b349 b350 b351 b352 b353 b354 b355 b356 b357 b358 b359 b360 b361 + b362 b363 b364 b365 b366 b367 b368 b369 b370 b371 b372 b373 b374 b375 b376 b377 b378 b379 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_3706.lp b/test_data/qplib_mittelmann_lp/QPLIB_3706.lp new file mode 100644 index 0000000..9105715 --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_3706.lp @@ -0,0 +1,315 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 703 0 703 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 703 0 703 0 +\ +Maximize + obj: 0 b2 + 0 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 + 0 b13 + 0 b14 + 0 b15 + + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 0 b25 + 0 b26 + 0 b27 + 0 b28 + + 0 b29 + 0 b30 + 0 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + 0 b41 + + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + 0 b54 + + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 0 b62 + 0 b63 + 0 b64 + 0 b65 + 0 b66 + 0 b67 + + 0 b68 + 0 b69 + 0 b70 + 0 b71 + 0 b72 + 0 b73 + 0 b74 + 0 b75 + 0 b76 + 0 b77 + 0 b78 + 0 b79 + 0 b80 + + 0 b81 + 0 b82 + 0 b83 + 0 b84 + 0 b85 + 0 b86 + 0 b87 + 0 b88 + 0 b89 + 0 b90 + 0 b91 + 0 b92 + 0 b93 + + 0 b94 + 0 b95 + 0 b96 + 0 b97 + 0 b98 + 0 b99 + 0 b100 + 0 b101 + 0 b102 + 0 b103 + 0 b104 + 0 b105 + + 0 b106 + 0 b107 + 0 b108 + 0 b109 + 0 b110 + 0 b111 + 0 b112 + 0 b113 + 0 b114 + 0 b115 + 0 b116 + + 0 b117 + 0 b118 + 0 b119 + 0 b120 + 0 b121 + 0 b122 + 0 b123 + 0 b124 + 0 b125 + 0 b126 + 0 b127 + + 0 b128 + 0 b129 + 0 b130 + 0 b131 + 0 b132 + 0 b133 + 0 b134 + 0 b135 + 0 b136 + 0 b137 + 0 b138 + + 0 b139 + 0 b140 + 0 b141 + 0 b142 + 0 b143 + 0 b144 + 0 b145 + 0 b146 + 0 b147 + 0 b148 + 0 b149 + + 0 b150 + 0 b151 + 0 b152 + 0 b153 + 0 b154 + 0 b155 + 0 b156 + 0 b157 + 0 b158 + 0 b159 + 0 b160 + + 0 b161 + 0 b162 + 0 b163 + 0 b164 + 0 b165 + 0 b166 + 0 b167 + 0 b168 + 0 b169 + 0 b170 + 0 b171 + + 0 b172 + 0 b173 + 0 b174 + 0 b175 + 0 b176 + 0 b177 + 0 b178 + 0 b179 + 0 b180 + 0 b181 + 0 b182 + + 0 b183 + 0 b184 + 0 b185 + 0 b186 + 0 b187 + 0 b188 + 0 b189 + 0 b190 + 0 b191 + 0 b192 + 0 b193 + + 0 b194 + 0 b195 + 0 b196 + 0 b197 + 0 b198 + 0 b199 + 0 b200 + 0 b201 + 0 b202 + 0 b203 + 0 b204 + + 0 b205 + 0 b206 + 0 b207 + 0 b208 + 0 b209 + 0 b210 + 0 b211 + 0 b212 + 0 b213 + 0 b214 + 0 b215 + + 0 b216 + 0 b217 + 0 b218 + 0 b219 + 0 b220 + 0 b221 + 0 b222 + 0 b223 + 0 b224 + 0 b225 + 0 b226 + + 0 b227 + 0 b228 + 0 b229 + 0 b230 + 0 b231 + 0 b232 + 0 b233 + 0 b234 + 0 b235 + 0 b236 + 0 b237 + + 0 b238 + 0 b239 + 0 b240 + 0 b241 + 0 b242 + 0 b243 + 0 b244 + 0 b245 + 0 b246 + 0 b247 + 0 b248 + + 0 b249 + 0 b250 + 0 b251 + 0 b252 + 0 b253 + 0 b254 + 0 b255 + 0 b256 + 0 b257 + 0 b258 + 0 b259 + + 0 b260 + 0 b261 + 0 b262 + 0 b263 + 0 b264 + 0 b265 + 0 b266 + 0 b267 + 0 b268 + 0 b269 + 0 b270 + + 2 b271 + 2 b272 + 4 b273 + 2 b274 + 2 b275 + 2 b276 + 2 b277 + 2 b278 + 2 b279 + 2 b280 + 2 b281 + + 2 b282 + 2 b283 + 2 b284 + 2 b285 + 2 b286 + 2 b287 + 2 b288 + 2 b289 + 2 b290 + 2 b291 + 2 b292 + + 2 b293 + 2 b294 + 2 b295 + 2 b296 + 2 b297 + 2 b298 - 2 b299 + 2 b300 + 2 b301 + 4 b302 + 2 b303 + + 2 b304 + 2 b305 - 2 b306 + 2 b307 + 2 b308 + 2 b309 + 2 b310 + 4 b311 + 2 b312 + 2 b313 + 2 b314 + + 2 b315 + 2 b316 + 2 b317 - 2 b318 + 2 b319 + 2 b320 + 2 b321 + 4 b322 + 4 b323 + 4 b324 + 2 b325 + - 2 b326 + 2 b327 + 2 b328 + 2 b329 + 2 b330 + 2 b331 - 2 b332 + 2 b333 + 2 b334 + 2 b335 + 2 b336 + + 2 b337 + 4 b338 + 4 b339 + 2 b340 + 4 b341 + 4 b342 + 4 b343 + 2 b344 + 4 b345 + 2 b346 - 2 b347 + + 2 b348 + 2 b349 + 2 b350 - 2 b351 + 4 b352 + 4 b353 + 4 b354 + 2 b355 + 2 b356 + 2 b357 + 4 b358 + + 2 b359 + 2 b360 + 4 b361 + 2 b362 + 4 b363 + 2 b364 + 4 b365 + 2 b366 - 2 b367 + 2 b368 + 2 b369 + - 2 b370 + 2 b371 + 2 b372 + 2 b373 - 2 b374 + 4 b375 + 4 b376 + 4 b377 + 2 b378 + 2 b379 + 4 b380 + + 2 b381 - 2 b382 + 2 b383 + 2 b384 + 4 b385 + 4 b386 + 2 b387 + 4 b388 + 2 b389 - 2 b390 + 2 b391 + + 4 b392 + 2 b393 + 2 b394 - 2 b395 + 2 b396 + 2 b397 - 4 b398 - 2 b399 + 4 b400 + 2 b401 + 2 b402 + + 2 b403 + 2 b404 - 2 b405 + 2 b406 + 2 b407 + 4 b408 - 2 b409 + 4 b410 + 4 b411 + 2 b412 + 2 b413 + - 2 b414 + 2 b415 + 2 b416 + 2 b417 - 2 b418 - 2 b419 + 2 b420 + 2 b421 - 4 b422 - 2 b423 + 2 b424 + + 2 b425 + 2 b426 + 2 b427 + 2 b428 - 2 b429 - 2 b430 + 4 b431 + 2 b432 + 4 b433 + 4 b434 + 4 b435 + - 2 b436 + 4 b437 + 2 b438 + 4 b439 + 4 b440 + 2 b441 + 2 b442 - 2 b443 - 2 b444 + 2 b445 + 2 b446 + - 2 b447 - 2 b448 + 4 b449 + 2 b450 - 4 b451 + 2 b452 + 2 b453 + 4 b454 + 2 b455 + 2 b456 + 2 b457 + + 2 b458 + 2 b459 + 4 b460 + 2 b461 + 2 b462 - 2 b463 - 2 b464 + 2 b465 + 4 b466 + 2 b467 + 4 b468 + + 2 b469 + 4 b470 - 2 b471 + 2 b472 + 4 b473 + 4 b474 + 2 b475 + 2 b476 - 2 b477 - 2 b478 - 2 b479 + + 2 b480 + 4 b481 + 2 b482 + 2 b483 + 4 b484 + 4 b485 + 2 b486 + 2 b487 + 2 b488 - 2 b489 + 2 b490 + + 2 b491 - 4 b492 - 2 b493 + 4 b494 + 4 b495 + 4 b496 + 4 b497 + 4 b498 + 4 b499 - 2 b500 + 2 b501 + + 4 b502 + 4 b503 + 2 b504 + 2 b505 - 2 b506 - 2 b507 + 2 b508 - 2 b509 + 2 b510 + 2 b511 + 4 b512 + + 2 b513 + 4 b514 + 2 b515 + 4 b516 + 2 b517 - 2 b518 + 4 b519 + 2 b520 + 2 b521 + 2 b522 + 2 b523 + - 2 b524 + 2 b525 + 2 b526 - 2 b527 - 4 b528 + 2 b529 + 4 b530 + 4 b531 + 4 b532 + 4 b533 + 2 b534 + + 4 b535 - 2 b536 + 2 b537 + 4 b538 + 4 b539 + 2 b540 + 4 b541 + 2 b542 + 2 b543 - 2 b544 + 2 b545 + + 2 b546 + 4 b547 - 2 b548 + 2 b549 + 2 b550 + 4 b551 - 2 b552 + 2 b553 + 4 b554 - 2 b555 + 2 b556 + + 2 b557 + 2 b558 + 2 b559 - 2 b560 - 4 b561 + 2 b562 - 2 b563 + 4 b564 + 4 b565 + 2 b566 + 4 b567 + + 4 b568 + 4 b569 + 4 b570 + 2 b571 + 4 b572 + 4 b573 + 4 b574 + 2 b575 + 2 b576 - 2 b577 + 2 b578 + + 4 b579 - 2 b580 + 4 b581 - 2 b582 + 2 b583 + 4 b584 - 2 b585 - 2 b586 - 2 b587 + 4 b588 - 2 b589 + + 2 b590 + 2 b591 + 2 b592 - 2 b593 + 2 b594 - 2 b595 + 2 b596 - 2 b597 + 4 b598 + 2 b599 + 2 b600 + + 2 b601 + 4 b602 + 2 b603 + 2 b604 + 4 b605 + 2 b606 + 4 b607 + 4 b608 + 4 b609 + 2 b610 + 2 b611 + + 2 b612 - 4 b613 + 4 b614 + 2 b615 + 4 b616 + 2 b617 + 2 b618 + 4 b619 - 2 b620 + 2 b621 + 4 b622 + - 2 b623 + 4 b624 - 2 b625 + 2 b626 + 4 b627 - 2 b628 - 2 b629 + 4 b630 - 2 b631 + 2 b632 + 2 b633 + - 2 b634 + 2 b635 - 2 b636 + 2 b637 - 2 b638 + 2 b639 - 4 b640 + 4 b641 + 2 b642 + 2 b643 + 2 b644 + + 4 b645 + 4 b646 + 4 b647 + 4 b648 + 4 b649 - 2 b650 + 4 b651 + 2 b652 + 2 b653 + 4 b654 + 2 b655 + + 2 b656 - 2 b657 + 4 b658 + 2 b659 + 4 b660 - 2 b661 + 2 b662 + 2 b663 + 2 b664 + 4 b665 - 2 b666 + + 2 b667 - 2 b668 + 4 b669 - 2 b670 + 4 b671 - 2 b672 + 2 b673 - 2 b674 + 4 b675 - 2 b676 + 2 b677 + + 4 b678 - 2 b679 + 4 b680 - 2 b681 + 2 b682 - 2 b683 + 2 b684 - 2 b685 + 2 b686 - 2 b687 + 2 b688 + - 2 b689 + 4 b690 + 2 b691 + 2 b692 + 2 b693 + 2 b694 + 4 b695 + 4 b696 + 4 b697 + 2 b698 - 2 b699 + + 4 b700 + 2 b701 + 2 b702 + 4 b703 - 2 b704 + [ 4 b2 * b3 - 4 b2 * b98 - 4 b2 * b339 + 4 b2 * b340 + - 4 b3 * b337 - 4 b3 * b358 + 4 b3 * b640 + 4 b4 * b5 - 4 b4 * b104 - 4 b4 * b335 + 4 b4 * b425 - 4 b5 * b105 + - 4 b5 * b376 + 4 b5 * b625 + 4 b6 * b52 - 4 b6 * b325 + 4 b6 * b534 - 4 b6 * b569 - 4 b7 * b134 - 4 b7 * b445 + + 4 b7 * b447 + 4 b7 * b479 + 4 b8 * b9 - 4 b8 * b401 + 4 b8 * b402 - 4 b8 * b454 - 4 b9 * b117 - 4 b9 * b353 + + 4 b9 * b582 + 4 b10 * b18 - 4 b10 * b271 - 4 b10 * b606 + 4 b10 * b650 - 4 b11 * b416 + 4 b11 * b418 + + 4 b11 * b509 - 4 b11 * b511 - 4 b12 * b113 + 4 b12 * b318 + 4 b12 * b420 - 4 b12 * b449 - 4 b13 * b52 + - 4 b13 * b272 + 4 b13 * b500 + 4 b13 * b701 + 4 b14 * b306 - 4 b14 * b350 + 4 b14 * b396 - 4 b14 * b481 + + 4 b15 * b16 - 4 b15 * b142 - 4 b15 * b457 + 4 b15 * b681 + 4 b16 * b118 - 4 b16 * b275 - 4 b16 * b279 + - 4 b17 * b273 - 4 b17 * b325 + 4 b17 * b536 + 4 b17 * b652 - 4 b18 * b273 + 4 b18 * b475 - 4 b18 * b539 + + 4 b19 * b299 + 4 b19 * b371 - 4 b19 * b373 - 4 b19 * b512 + 4 b20 * b332 + 4 b20 * b452 - 4 b20 * b516 + - 4 b20 * b671 + 4 b21 * b22 - 4 b21 * b23 + 4 b21 * b119 - 4 b21 * b151 + 4 b22 * b106 - 4 b22 * b274 + - 4 b22 * b277 + 4 b23 * b141 - 4 b23 * b277 + 4 b23 * b489 + 4 b24 * b25 - 4 b24 * b79 + 4 b24 * b429 + - 4 b24 * b526 - 4 b25 * b86 - 4 b25 * b119 + 4 b25 * b120 + 4 b26 * b167 + 4 b26 * b205 - 4 b26 * b649 + - 4 b26 * b699 + 4 b27 * b28 - 4 b27 * b272 + 4 b27 * b441 - 4 b27 * b573 + 4 b28 * b699 - 4 b28 * b700 + - 4 b28 * b703 + 4 b29 * b347 - 4 b29 * b392 - 4 b29 * b540 + 4 b29 * b613 - 4 b30 * b31 + 4 b30 * b576 + + 4 b30 * b613 - 4 b30 * b616 - 4 b31 * b41 + 4 b31 * b575 + 4 b31 * b612 - 4 b32 * b33 + 4 b32 * b351 + + 4 b32 * b424 - 4 b32 * b484 + 4 b33 * b200 - 4 b33 * b306 + 4 b33 * b620 + 4 b34 * b35 - 4 b34 * b36 + + 4 b34 * b107 - 4 b34 * b557 - 4 b35 * b62 - 4 b35 * b276 + 4 b35 * b556 + 4 b36 * b150 - 4 b36 * b279 + + 4 b36 * b524 + 4 b37 * b38 - 4 b37 * b381 + 4 b37 * b463 - 4 b37 * b490 - 4 b38 * b95 - 4 b38 * b107 + + 4 b38 * b594 + 4 b39 * b40 - 4 b39 * b273 + 4 b39 * b412 - 4 b39 * b608 + 4 b40 * b650 - 4 b40 * b651 + - 4 b40 * b654 - 4 b41 * b42 + 4 b41 * b367 + 4 b41 * b657 + 4 b42 * b214 - 4 b43 * b44 + 4 b43 * b543 + + 4 b43 * b657 - 4 b43 * b660 - 4 b44 * b53 + 4 b44 * b133 + 4 b44 * b542 + 4 b45 * b115 - 4 b45 * b319 + + 4 b45 * b374 - 4 b45 * b519 + 4 b46 * b47 - 4 b46 * b380 + 4 b46 * b587 - 4 b46 * b677 - 4 b47 * b308 + - 4 b47 * b425 + 4 b47 * b487 - 4 b48 * b49 + 4 b48 * b96 - 4 b48 * b525 + 4 b48 * b587 + 4 b49 * b158 + - 4 b49 * b282 + 4 b49 * b555 - 4 b50 * b357 - 4 b50 * b461 + 4 b50 * b492 + 4 b50 * b634 - 4 b51 * b463 + + 4 b51 * b465 + 4 b51 * b492 - 4 b51 * b494 - 4 b52 * b167 + 4 b52 * b183 + 4 b53 * b54 - 4 b53 * b331 + + 4 b53 * b390 - 4 b54 * b285 - 4 b54 * b416 + 4 b54 * b509 - 4 b55 * b66 + 4 b55 * b145 - 4 b55 * b509 + + 4 b55 * b510 - 4 b56 * b57 + 4 b56 * b58 + 4 b56 * b206 - 4 b56 * b349 - 4 b57 * b317 + 4 b57 * b393 + + 4 b57 * b661 - 4 b58 * b177 + 4 b58 * b509 - 4 b58 * b510 + 4 b59 * b60 - 4 b59 * b374 + 4 b59 * b398 + - 4 b59 * b619 - 4 b60 * b206 + 4 b60 * b268 - 4 b60 * b578 + 4 b61 * b103 - 4 b61 * b333 + 4 b61 * b398 + - 4 b61 * b547 + 4 b62 * b63 + 4 b62 * b76 - 4 b62 * b378 - 4 b63 * b301 - 4 b63 * b402 + 4 b63 * b522 + - 4 b64 * b338 - 4 b64 * b428 + 4 b64 * b528 + 4 b64 * b683 + 4 b65 * b130 - 4 b65 * b429 + 4 b65 * b528 + - 4 b65 * b530 + 4 b66 * b67 - 4 b66 * b348 + 4 b66 * b414 - 4 b67 * b281 - 4 b67 * b445 + 4 b67 * b479 + - 4 b68 * b281 - 4 b68 * b479 + 4 b68 * b480 + 4 b68 * b507 + 4 b69 * b70 + 4 b69 * b197 - 4 b69 * b543 + - 4 b69 * b618 - 4 b70 * b188 + 4 b70 * b479 - 4 b70 * b480 + 4 b71 * b72 - 4 b71 * b351 + 4 b71 * b422 + - 4 b71 * b665 - 4 b72 * b197 + 4 b72 * b263 - 4 b72 * b545 + 4 b73 * b93 - 4 b73 * b352 + 4 b73 * b422 + - 4 b73 * b581 + 4 b74 * b274 - 4 b74 * b294 - 4 b74 * b377 + 4 b74 * b553 + 4 b75 * b219 + 4 b75 * b226 + - 4 b75 * b274 - 4 b75 * b336 - 4 b76 * b274 + 4 b76 * b632 - 4 b76 * b680 + 4 b77 * b128 + 4 b77 * b309 + - 4 b77 * b526 - 4 b77 * b632 - 4 b78 * b79 + 4 b78 * b121 + 4 b78 * b561 - 4 b78 * b564 + 4 b79 * b192 + + 4 b79 * b405 - 4 b80 * b285 - 4 b80 * b445 + 4 b80 * b446 + 4 b80 * b478 + 4 b81 * b82 + 4 b81 * b187 + - 4 b81 * b576 - 4 b81 * b663 - 4 b82 * b198 + 4 b82 * b445 - 4 b82 * b446 - 4 b83 * b375 + 4 b83 * b451 + + 4 b83 * b518 - 4 b83 * b624 + 4 b84 * b164 - 4 b84 * b335 + 4 b84 * b518 - 4 b84 * b671 - 4 b85 * b126 + + 4 b85 * b253 + 4 b85 * b275 - 4 b85 * b354 + 4 b86 * b118 - 4 b86 * b590 + 4 b86 * b683 + 4 b87 * b110 + - 4 b87 * b381 + 4 b87 * b595 - 4 b87 * b598 - 4 b88 * b287 - 4 b88 * b416 + 4 b88 * b417 + 4 b88 * b444 + + 4 b89 * b90 + 4 b89 * b176 - 4 b89 * b371 - 4 b89 * b616 - 4 b90 * b207 + 4 b90 * b416 - 4 b90 * b417 + + 4 b91 * b92 - 4 b91 * b93 + 4 b91 * b156 - 4 b91 * b453 - 4 b92 * b200 + 4 b92 * b209 - 4 b92 * b669 + - 4 b93 * b178 + 4 b93 * b582 - 4 b94 * b116 + 4 b94 * b258 + 4 b94 * b276 - 4 b94 * b336 + 4 b95 * b106 + - 4 b95 * b556 + 4 b95 * b634 - 4 b96 * b461 + 4 b96 * b524 - 4 b96 * b634 - 4 b97 * b357 + 4 b97 * b563 + + 4 b97 * b638 - 4 b97 * b641 + 4 b98 * b131 - 4 b98 * b496 + 4 b98 * b563 + 4 b99 * b100 - 4 b99 * b469 + + 4 b99 * b604 - 4 b99 * b651 + 4 b100 * b235 - 4 b100 * b385 - 4 b100 * b533 + 4 b101 * b394 - 4 b101 * b396 + + 4 b101 * b448 - 4 b101 * b660 - 4 b102 * b103 + 4 b102 * b148 - 4 b102 * b485 + 4 b102 * b580 - 4 b103 * b172 + + 4 b103 * b625 + 4 b104 * b105 + 4 b104 * b552 - 4 b104 * b677 - 4 b105 * b148 + 4 b105 * b232 - 4 b106 * b237 + - 4 b106 * b523 - 4 b107 * b428 + 4 b107 * b555 - 4 b108 * b338 + 4 b108 * b597 + 4 b108 * b687 - 4 b108 * b690 + - 4 b109 * b110 + 4 b109 * b122 - 4 b109 * b359 + 4 b109 * b597 - 4 b110 * b382 + 4 b110 * b642 + 4 b111 * b112 + - 4 b111 * b435 + 4 b111 * b571 - 4 b111 * b700 + 4 b112 * b229 - 4 b112 * b361 - 4 b112 * b498 + 4 b113 * b125 + - 4 b113 * b333 + 4 b113 * b421 - 4 b114 * b115 + 4 b114 * b138 - 4 b114 * b520 + 4 b114 * b623 - 4 b115 * b399 + + 4 b115 * b672 + 4 b116 * b117 - 4 b116 * b550 + 4 b116 * b586 - 4 b117 * b138 + 4 b117 * b225 - 4 b118 * b242 + - 4 b118 * b488 - 4 b119 * b404 + 4 b119 * b589 - 4 b120 * b247 + 4 b120 * b337 - 4 b120 * b559 - 4 b121 * b280 + - 4 b121 * b405 + 4 b121 * b599 - 4 b122 * b280 + 4 b122 * b312 - 4 b122 * b323 + 4 b123 * b221 - 4 b123 * b342 + - 4 b123 * b468 + 4 b123 * b536 - 4 b124 * b186 + 4 b124 * b224 + 4 b124 * b447 - 4 b124 * b575 - 4 b125 * b350 + + 4 b125 * b546 - 4 b125 * b579 - 4 b126 * b127 + 4 b126 * b629 + 4 b126 * b674 - 4 b127 * b164 + 4 b127 * b241 + + 4 b127 * b628 + 4 b128 * b457 - 4 b128 * b458 - 4 b128 * b460 - 4 b129 * b202 - 4 b129 * b255 + 4 b129 * b526 + + 4 b129 * b687 + 4 b130 * b248 - 4 b130 * b283 - 4 b130 * b430 - 4 b131 * b283 + 4 b131 * b303 - 4 b131 * b341 + + 4 b132 * b212 - 4 b132 * b324 - 4 b132 * b433 + 4 b132 * b500 - 4 b133 * b256 + 4 b133 * b267 - 4 b133 * b574 + + 4 b134 * b135 + 4 b134 * b370 - 4 b134 * b481 - 4 b135 * b196 + 4 b135 * b216 - 4 b135 * b542 + 4 b136 * b318 + - 4 b136 * b373 + 4 b136 * b517 - 4 b136 * b622 + 4 b137 * b172 + 4 b137 * b307 - 4 b137 * b400 - 4 b137 * b517 + + 4 b138 * b139 - 4 b138 * b307 + 4 b139 * b294 - 4 b139 * b454 - 4 b139 * b626 + 4 b140 * b246 - 4 b140 * b294 + - 4 b140 * b453 + 4 b140 * b676 - 4 b141 * b254 + 4 b141 * b677 - 4 b141 * b678 - 4 b142 * b490 + 4 b142 * b635 + + 4 b142 * b679 + 4 b143 * b286 - 4 b143 * b340 + 4 b143 * b405 - 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b244 * b656 + 4 b245 * b577 - 4 b245 * b578 - 4 b245 * b579 + + 4 b246 * b625 - 4 b246 * b627 + 4 b247 * b464 + 4 b247 * b560 - 4 b247 * b562 + 4 b248 * b249 - 4 b248 * b465 + - 4 b248 * b566 + 4 b249 * b467 - 4 b249 * b532 - 4 b249 * b642 + 4 b250 * b478 - 4 b250 * b612 + 4 b251 * b544 + - 4 b251 * b545 - 4 b251 * b546 + 4 b252 * b486 + 4 b252 * b582 - 4 b252 * b584 + 4 b253 * b254 - 4 b253 * b488 + - 4 b253 * b588 + 4 b254 * b676 + 4 b255 * b493 + 4 b255 * b527 - 4 b255 * b529 + 4 b256 * b507 + 4 b257 * b521 + + 4 b257 * b548 - 4 b257 * b551 + 4 b258 * b259 - 4 b258 * b523 - 4 b258 * b630 + 4 b259 * b628 + 4 b260 * b261 + - 4 b260 * b539 - 4 b261 * b270 + 4 b261 * b702 - 4 b261 * b703 - 4 b262 * b656 + 4 b263 * b661 - 4 b263 * b662 + - 4 b263 * b665 + 4 b264 * b265 + 4 b264 * b552 - 4 b264 * b554 - 4 b264 * b678 + 4 b265 * b585 - 4 b266 * b573 + + 4 b266 * b704 - 4 b267 * b612 - 4 b268 * b617 - 4 b268 * b619 + 4 b269 * b603 + 4 b269 * b694 - 4 b269 * b695 + - 4 b269 * b697 + 4 b270 * b704 - 4 b271 * b273 + 4 b271 * b409 - 4 b271 * b437 - 4 b272 * b606 + 4 b272 * b699 + - 4 b275 * b355 - 4 b275 * b587 - 4 b276 * b379 - 4 b276 * b457 - 4 b277 * b403 + 4 b277 * b552 + 4 b278 * b489 + - 4 b278 * b490 - 4 b278 * b680 - 4 b278 * b683 - 4 b279 * b426 + 4 b279 * b586 - 4 b280 * b383 + 4 b280 * b640 + - 4 b281 * b368 + 4 b281 * b443 - 4 b282 * b455 - 4 b282 * b457 + 4 b282 * b629 - 4 b283 * b406 + 4 b283 * b689 + - 4 b284 * b292 - 4 b284 * b609 - 4 b285 * b391 + 4 b285 * b477 - 4 b286 * b359 - 4 b286 * b431 - 4 b286 * b465 + - 4 b287 * b415 + 4 b287 * b506 - 4 b287 * b657 - 4 b288 * b383 - 4 b288 * b466 - 4 b288 * b494 - 4 b289 * b304 + - 4 b290 * b406 - 4 b290 * b495 - 4 b290 * b530 - 4 b291 * b342 + 4 b291 * b383 - 4 b291 * b495 - 4 b292 * b293 + + 4 b292 * b364 - 4 b292 * b440 - 4 b293 * b315 - 4 b294 * b677 - 4 b295 * b431 - 4 b295 * b531 - 4 b295 * b564 + - 4 b296 * b313 + 4 b296 * b359 - 4 b296 * b361 - 4 b296 * b531 - 4 b297 * b298 + 4 b297 * b344 - 4 b297 * b474 + - 4 b298 * b329 - 4 b299 * b332 + 4 b299 * b451 + 4 b299 * b513 - 4 b300 * b335 - 4 b300 * b424 - 4 b300 * b549 + + 4 b300 * b670 - 4 b301 * b486 - 4 b301 * b629 - 4 b302 * b466 - 4 b302 * b565 - 4 b302 * b598 - 4 b303 * b324 + - 4 b303 * b385 - 4 b303 * b565 - 4 b304 * b305 + 4 b304 * b328 - 4 b304 * b503 - 4 b305 * b345 + 4 b306 * b483 + + 4 b306 * b668 - 4 b307 * b452 - 4 b307 * b583 - 4 b308 * b521 - 4 b308 * b586 - 4 b309 * b310 - 4 b309 * b356 + - 4 b309 * b460 - 4 b310 * b337 - 4 b310 * b381 - 4 b311 * b495 - 4 b311 * b600 - 4 b311 * b641 - 4 b312 * b342 + - 4 b312 * b408 - 4 b312 * b600 - 4 b313 * b645 + 4 b314 * b315 - 4 b314 * b343 - 4 b314 * b365 - 4 b315 * b316 + - 4 b315 * b702 - 4 b316 * b365 - 4 b317 * b392 + 4 b317 * b508 - 4 b318 * b319 + 4 b318 * b450 + 4 b319 * b666 + - 4 b320 * b484 - 4 b320 * b626 - 4 b321 * b378 - 4 b321 * b551 - 4 b321 * b552 - 4 b322 * b531 - 4 b322 * b643 + - 4 b322 * b690 - 4 b323 * b361 - 4 b323 * b433 - 4 b323 * b643 - 4 b324 * b434 + 4 b325 * b326 - 4 b326 * b363 + - 4 b327 * b328 - 4 b328 * b363 - 4 b328 * b388 - 4 b329 * b330 - 4 b329 * b653 - 4 b330 * b388 + 4 b332 * b577 + - 4 b334 * b519 - 4 b334 * b673 + 4 b335 * b674 - 4 b336 * b584 - 4 b337 * b339 - 4 b338 * b339 - 4 b339 * b597 + - 4 b340 * b565 - 4 b340 * b692 - 4 b341 * b385 - 4 b341 * b468 - 4 b341 * b692 - 4 b343 * b344 - 4 b344 * b386 + - 4 b344 * b412 - 4 b345 * b346 - 4 b345 * b607 - 4 b346 * b412 - 4 b349 * b482 - 4 b349 * b511 + 4 b349 * b664 + - 4 b350 * b352 + 4 b350 * b397 + 4 b351 * b544 - 4 b352 * b514 - 4 b353 * b547 - 4 b354 * b355 - 4 b354 * b627 + - 4 b356 * b358 - 4 b356 * b404 + 4 b356 * b561 - 4 b359 * b360 - 4 b360 * b408 - 4 b360 * b498 + 4 b360 * b693 + - 4 b362 * b434 - 4 b362 * b650 - 4 b362 * b697 - 4 b363 * b364 - 4 b364 * b410 - 4 b364 * b441 - 4 b365 * b366 + - 4 b365 * b654 - 4 b366 * b441 + 4 b369 * b418 - 4 b369 * b615 - 4 b370 * b372 + 4 b370 * b662 - 4 b371 * b372 + + 4 b372 * b373 - 4 b373 * b375 + 4 b374 * b515 - 4 b376 * b453 - 4 b376 * b581 - 4 b377 * b379 - 4 b377 * b675 + - 4 b378 * b454 + 4 b378 * b456 - 4 b379 * b456 - 4 b380 * b456 - 4 b380 * b459 - 4 b380 * b555 + 4 b381 * b382 + + 4 b382 * b689 - 4 b383 * b384 - 4 b384 * b433 - 4 b384 * b533 + 4 b384 * b644 - 4 b386 * b387 - 4 b386 * b438 + - 4 b387 * b439 - 4 b387 * b475 - 4 b388 * b389 - 4 b388 * b703 - 4 b389 * b475 + 4 b390 * b611 - 4 b391 * b611 + - 4 b392 * b393 - 4 b392 * b611 - 4 b393 * b394 - 4 b393 * b658 - 4 b394 * b659 - 4 b395 * b397 + 4 b395 * b447 + + 4 b395 * b617 - 4 b396 * b397 - 4 b397 * b666 + 4 b398 * b399 + 4 b398 * b545 - 4 b400 * b401 - 4 b400 * b485 + - 4 b400 * b624 - 4 b401 * b550 + 4 b401 * b672 - 4 b402 * b403 - 4 b403 * b487 + 4 b403 * b585 - 4 b404 * b525 + + 4 b404 * b636 - 4 b406 * b407 - 4 b407 * b468 - 4 b407 * b568 + 4 b407 * b601 - 4 b408 * b469 - 4 b409 * b603 + - 4 b410 * b411 - 4 b410 * b472 - 4 b411 * b473 - 4 b411 * b504 - 4 b412 * b413 - 4 b413 * b504 + 4 b414 * b655 + - 4 b415 * b655 + 4 b418 * b419 - 4 b418 * b420 - 4 b419 * b421 - 4 b420 * b421 - 4 b421 * b620 + 4 b422 * b423 + + 4 b422 * b578 - 4 b423 * b424 - 4 b424 * b672 - 4 b425 * b426 - 4 b426 * b522 + 4 b426 * b628 - 4 b427 * b489 + - 4 b427 * b522 + 4 b427 * b631 - 4 b428 * b557 + 4 b428 * b593 + 4 b429 * b430 - 4 b431 * b432 - 4 b431 * b645 + - 4 b432 * b498 + 4 b432 * b566 - 4 b432 * b602 - 4 b433 * b435 - 4 b434 * b437 - 4 b434 * b648 - 4 b435 * b437 + - 4 b435 * b602 + 4 b436 * b438 - 4 b436 * b570 + 4 b436 * b699 - 4 b437 * b438 - 4 b438 * b502 - 4 b439 * b440 + - 4 b439 * b501 - 4 b440 * b502 - 4 b440 * b539 - 4 b441 * b442 - 4 b442 * b539 + 4 b443 * b444 - 4 b447 * b449 + - 4 b448 * b450 + 4 b448 * b661 - 4 b449 * b450 - 4 b450 * b577 + 4 b451 * b621 - 4 b452 * b625 - 4 b454 * b455 + - 4 b455 * b553 + 4 b455 * b676 - 4 b456 * b458 - 4 b458 * b553 + 4 b458 * b679 - 4 b459 * b460 + 4 b459 * b523 + - 4 b459 * b557 - 4 b460 * b462 + 4 b461 * b560 - 4 b462 * b560 - 4 b462 * b633 + 4 b463 * b464 - 4 b464 * b465 + - 4 b466 * b467 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* b548 + - 4 b519 * b548 - 4 b520 * b521 - 4 b521 * b628 - 4 b522 * b523 - 4 b526 * b681 + 4 b527 * b638 + 4 b528 * b529 + + 4 b528 * b636 - 4 b529 * b530 - 4 b530 * b642 - 4 b531 * b532 - 4 b532 * b534 - 4 b532 * b602 - 4 b533 * b535 + - 4 b534 * b535 - 4 b534 * b646 + 4 b536 * b537 - 4 b537 * b605 - 4 b538 * b604 - 4 b538 * b702 - 4 b541 * b542 + - 4 b542 * b543 - 4 b543 * b661 - 4 b546 * b547 - 4 b546 * b670 + 4 b548 * b673 - 4 b549 * b551 + 4 b550 * b585 + - 4 b551 * b585 - 4 b553 * b554 - 4 b554 * b556 + 4 b555 * b558 - 4 b556 * b558 + 4 b557 * b559 - 4 b558 * b559 + + 4 b560 * b595 + 4 b561 * b562 + 4 b561 * b593 - 4 b562 * b564 + 4 b563 * b691 - 4 b564 * b691 - 4 b565 * b567 + - 4 b566 * b567 - 4 b566 * b691 - 4 b567 * b569 - 4 b567 * b647 - 4 b568 * b570 - 4 b569 * b570 - 4 b569 * b695 + - 4 b571 * b652 - 4 b572 * b651 - 4 b572 * b653 - 4 b574 * b575 - 4 b575 * b576 - 4 b579 * b581 - 4 b579 * b623 + - 4 b580 * b622 - 4 b583 * b584 + 4 b587 * b590 - 4 b588 * b590 - 4 b588 * b679 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b663 * b664 - 4 b663 * b665 - 4 b664 * b667 - 4 b665 * b667 + + 4 b667 * b668 - 4 b668 * b669 - 4 b669 * b671 - 4 b673 * b674 - 4 b673 * b675 - 4 b678 * b680 + 4 b679 * b682 + - 4 b680 * b682 + 4 b681 * b684 - 4 b682 * b684 + 4 b683 * b686 - 4 b684 * b685 - 4 b684 * b686 + 4 b687 * b688 + - 4 b688 * b689 - 4 b688 * b690 - 4 b691 * b693 - 4 b692 * b695 - 4 b693 * b695 - 4 b694 * b696 - 4 b696 * b697 + - 4 b697 * b698 - 4 b698 * b700 - 4 b701 * b703 ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 + b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 + b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 + b324 b325 b326 b327 b328 b329 b330 b331 b332 b333 b334 b335 b336 b337 b338 b339 b340 b341 b342 + b343 b344 b345 b346 b347 b348 b349 b350 b351 b352 b353 b354 b355 b356 b357 b358 b359 b360 b361 + b362 b363 b364 b365 b366 b367 b368 b369 b370 b371 b372 b373 b374 b375 b376 b377 b378 b379 b380 + b381 b382 b383 b384 b385 b386 b387 b388 b389 b390 b391 b392 b393 b394 b395 b396 b397 b398 b399 + b400 b401 b402 b403 b404 b405 b406 b407 b408 b409 b410 b411 b412 b413 b414 b415 b416 b417 b418 + b419 b420 b421 b422 b423 b424 b425 b426 b427 b428 b429 b430 b431 b432 b433 b434 b435 b436 b437 + b438 b439 b440 b441 b442 b443 b444 b445 b446 b447 b448 b449 b450 b451 b452 b453 b454 b455 b456 + b457 b458 b459 b460 b461 b462 b463 b464 b465 b466 b467 b468 b469 b470 b471 b472 b473 b474 b475 + b476 b477 b478 b479 b480 b481 b482 b483 b484 b485 b486 b487 b488 b489 b490 b491 b492 b493 b494 + b495 b496 b497 b498 b499 b500 b501 b502 b503 b504 b505 b506 b507 b508 b509 b510 b511 b512 b513 + b514 b515 b516 b517 b518 b519 b520 b521 b522 b523 b524 b525 b526 b527 b528 b529 b530 b531 b532 + b533 b534 b535 b536 b537 b538 b539 b540 b541 b542 b543 b544 b545 b546 b547 b548 b549 b550 b551 + b552 b553 b554 b555 b556 b557 b558 b559 b560 b561 b562 b563 b564 b565 b566 b567 b568 b569 b570 + b571 b572 b573 b574 b575 b576 b577 b578 b579 b580 b581 b582 b583 b584 b585 b586 b587 b588 b589 + b590 b591 b592 b593 b594 b595 b596 b597 b598 b599 b600 b601 b602 b603 b604 b605 b606 b607 b608 + b609 b610 b611 b612 b613 b614 b615 b616 b617 b618 b619 b620 b621 b622 b623 b624 b625 b626 b627 + b628 b629 b630 b631 b632 b633 b634 b635 b636 b637 b638 b639 b640 b641 b642 b643 b644 b645 b646 + b647 b648 b649 b650 b651 b652 b653 b654 b655 b656 b657 b658 b659 b660 b661 b662 b663 b664 b665 + b666 b667 b668 b669 b670 b671 b672 b673 b674 b675 b676 b677 b678 b679 b680 b681 b682 b683 b684 + b685 b686 b687 b688 b689 b690 b691 b692 b693 b694 b695 b696 b697 b698 b699 b700 b701 b702 b703 + b704 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_3738.lp b/test_data/qplib_mittelmann_lp/QPLIB_3738.lp new file mode 100644 index 0000000..cbe0947 --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_3738.lp @@ -0,0 +1,200 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 435 0 435 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 435 0 435 0 +\ +Maximize + obj: 0 b2 + 0 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 + 0 b13 + 0 b14 + 0 b15 + + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 0 b25 + 0 b26 + 0 b27 + 0 b28 + + 0 b29 + 0 b30 + 0 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + 0 b41 + + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + 0 b54 + + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 0 b62 + 0 b63 + 0 b64 + 0 b65 + 0 b66 + 0 b67 + + 0 b68 + 0 b69 + 0 b70 + 0 b71 + 0 b72 + 0 b73 + 0 b74 + 0 b75 + 0 b76 + 0 b77 + 0 b78 + 0 b79 + 0 b80 + + 0 b81 + 0 b82 + 0 b83 + 0 b84 + 0 b85 + 0 b86 + 0 b87 + 0 b88 + 0 b89 + 0 b90 + 0 b91 + 0 b92 + 0 b93 + + 0 b94 + 0 b95 + 0 b96 + 0 b97 + 0 b98 + 0 b99 + 0 b100 + 0 b101 + 0 b102 + 0 b103 + 0 b104 + 0 b105 + + 0 b106 + 0 b107 + 0 b108 + 0 b109 + 0 b110 + 0 b111 + 0 b112 + 0 b113 + 0 b114 + 0 b115 + 0 b116 + + 0 b117 + 0 b118 + 0 b119 + 0 b120 + 0 b121 + 0 b122 + 0 b123 + 0 b124 + 0 b125 + 0 b126 + 0 b127 + + 0 b128 + 0 b129 + 0 b130 + 0 b131 + 0 b132 + 0 b133 + 0 b134 + 0 b135 + 0 b136 + 0 b137 + 0 b138 + + 0 b139 + 0 b140 + 0 b141 + 0 b142 + 0 b143 + 0 b144 + 0 b145 + 0 b146 + 0 b147 + 0 b148 + 0 b149 + + 0 b150 + 0 b151 + 0 b152 + 0 b153 + 0 b154 + 0 b155 + 0 b156 + 0 b157 + 0 b158 + 0 b159 + 0 b160 + + 0 b161 + 0 b162 + 2 b163 + 2 b164 + 2 b165 + 2 b166 + 2 b167 - 2 b168 + 2 b169 + 2 b170 + 2 b171 + + 2 b172 + 2 b173 + 2 b174 + 2 b175 - 2 b176 + 2 b177 + 2 b178 + 4 b179 + 2 b180 - 2 b181 + 4 b182 + + 2 b183 + 2 b184 + 2 b185 + 4 b186 + 2 b187 + 2 b188 + 2 b189 + 2 b190 + 2 b191 + 4 b192 + 2 b193 + + 2 b194 + 2 b195 + 2 b196 + 2 b197 + 2 b198 + 2 b199 + 4 b200 + 4 b201 + 2 b202 + 4 b203 + 2 b204 + + 2 b205 + 2 b206 + 2 b207 + 2 b208 - 2 b209 + 2 b210 + 2 b211 + 2 b212 + 2 b213 + 2 b214 + 2 b215 + + 4 b216 - 2 b217 + 2 b218 + 2 b219 + 4 b220 + 2 b221 + 4 b222 + 2 b223 + 4 b224 + 2 b225 + 2 b226 + + 2 b227 + 4 b228 + 4 b229 + 2 b230 + 2 b231 + 2 b232 + 4 b233 - 2 b234 + 2 b235 + 2 b236 + 4 b237 + - 2 b238 + 4 b239 + 2 b240 + 4 b241 + 2 b242 - 2 b243 + 4 b244 + 2 b245 + 2 b246 - 2 b247 + 2 b248 + + 2 b249 - 2 b250 - 2 b251 + 2 b252 + 2 b253 + 4 b254 + 4 b255 + 2 b256 + 4 b257 + 2 b258 + 4 b259 + - 2 b260 + 4 b261 + 2 b262 + 2 b263 - 2 b264 + 4 b265 + 4 b266 - 2 b267 + 2 b268 + 2 b269 + 4 b270 + + 2 b271 + 2 b272 - 4 b273 - 2 b274 + 4 b275 + 2 b276 + 4 b277 + 4 b278 - 2 b279 + 2 b280 + 4 b281 + + 4 b282 + 2 b283 + 2 b284 - 2 b285 + 2 b286 + 4 b287 + 4 b288 - 2 b289 + 2 b290 + 2 b291 - 2 b292 + + 2 b293 + 2 b294 - 4 b295 + 2 b296 + 4 b297 + 4 b298 + 4 b299 + 4 b300 + 2 b301 + 4 b302 - 2 b303 + + 2 b304 + 4 b305 + 2 b306 + 2 b307 + 4 b308 + 2 b309 - 2 b310 - 2 b311 + 2 b312 + 2 b313 - 2 b314 + + 2 b315 + 2 b316 + 2 b317 - 2 b318 - 4 b319 + 2 b320 + 4 b321 + 2 b322 + 4 b323 + 2 b324 + 4 b325 + + 4 b326 + 4 b327 + 4 b328 - 2 b329 + 2 b330 + 4 b331 + 4 b332 - 2 b333 - 4 b334 + 2 b335 + 2 b336 + + 4 b337 - 2 b338 - 2 b339 - 2 b340 + 4 b341 - 2 b342 + 2 b343 + 2 b344 + 2 b345 + 2 b346 - 2 b347 + - 2 b348 + 2 b349 + 4 b350 + 2 b351 + 4 b352 + 2 b353 + 4 b354 + 2 b355 - 2 b356 - 2 b357 + 2 b358 + + 4 b359 + 2 b360 + 4 b361 + 4 b362 + 4 b363 + 2 b364 - 2 b365 - 4 b366 + 2 b367 + 4 b368 + 4 b369 + + 2 b370 + 4 b371 + 2 b372 - 2 b373 + 2 b374 - 2 b375 + 4 b376 - 2 b377 + 2 b378 + 2 b379 + 2 b380 + - 2 b381 + 2 b382 - 2 b383 + 2 b384 - 2 b385 + 4 b386 + 2 b387 + 4 b388 + 2 b389 + 4 b390 + 4 b391 + + 4 b392 + 4 b393 - 2 b394 + 4 b395 + 2 b396 - 2 b397 + 2 b398 + 2 b399 + 2 b400 + 4 b401 - 2 b402 + - 4 b403 + 2 b404 + 4 b405 + 4 b406 + 2 b407 + 4 b408 + 2 b409 - 2 b410 + 2 b411 + 2 b412 + 4 b413 + - 2 b414 + 4 b415 + 2 b416 - 2 b417 + 2 b418 - 2 b419 + 2 b420 + 2 b421 + 4 b422 + 2 b423 + 2 b424 + + 2 b425 + 2 b426 + 4 b427 + 4 b428 - 2 b429 + 4 b430 + 2 b431 + 4 b432 + 2 b433 + 2 b434 + 4 b435 + - 2 b436 + [ - 4 b2 * b58 - 4 b2 * b201 + 4 b2 * b202 + 4 b2 * b217 - 4 b3 * b221 + 4 b3 * b238 + 4 b3 * b301 + - 4 b3 * b327 - 4 b4 * b5 + 4 b4 * b260 + 4 b4 * b357 - 4 b4 * b360 + 4 b5 * b12 - 4 b5 * b257 + 4 b5 * b279 + + 4 b6 * b245 - 4 b6 * b266 + 4 b6 * b309 - 4 b6 * b337 - 4 b7 * b163 - 4 b7 * b221 + 4 b7 * b356 + 4 b7 * b399 + + 4 b8 * b230 + 4 b8 * b286 - 4 b8 * b288 - 4 b8 * b369 + 4 b9 * b10 - 4 b9 * b11 + 4 b9 * b76 - 4 b9 * b85 + + 4 b10 * b63 - 4 b10 * b164 - 4 b10 * b171 + 4 b11 * b74 + 4 b11 * b75 - 4 b11 * b165 + 4 b12 * b260 + - 4 b12 * b432 - 4 b12 * b435 - 4 b13 * b14 + 4 b13 * b83 - 4 b13 * b174 + 4 b13 * b211 - 4 b14 * b179 + + 4 b14 * b210 + 4 b14 * b310 + 4 b15 * b16 - 4 b15 * b17 + 4 b15 * b64 - 4 b15 * b95 - 4 b16 * b33 + + 4 b16 * b56 - 4 b16 * b169 + 4 b17 * b84 - 4 b17 * b169 + 4 b17 * b292 + 4 b18 * b19 - 4 b18 * b38 + + 4 b18 * b250 - 4 b18 * b316 - 4 b19 * b46 - 4 b19 * b64 + 4 b19 * b66 + 4 b20 * b258 + 4 b20 * b394 + - 4 b20 * b397 - 4 b20 * b430 + 4 b21 * b22 - 4 b21 * b163 + 4 b21 * b262 - 4 b21 * b362 + 4 b22 * b397 + - 4 b22 * b398 - 4 b22 * b401 + 4 b23 * b72 + 4 b23 * b198 - 4 b23 * b199 - 4 b23 * b230 - 4 b24 * b233 + + 4 b24 * b247 + 4 b24 * b340 - 4 b24 * b412 - 4 b25 * b26 + 4 b25 * b57 + 4 b25 * b340 - 4 b25 * b344 + + 4 b26 * b94 - 4 b26 * b171 + 4 b26 * b314 + 4 b27 * b28 - 4 b27 * b215 + 4 b27 * b273 - 4 b27 * b293 + - 4 b28 * b51 - 4 b28 * b57 + 4 b28 * b382 - 4 b29 * b250 + 4 b29 * b273 + 4 b29 * b296 - 4 b29 * b321 + - 4 b30 * b308 + 4 b30 * b334 + 4 b30 * b336 - 4 b30 * b406 + 4 b31 * b32 + 4 b31 * b181 - 4 b31 * b212 + - 4 b31 * b245 - 4 b32 * b104 + 4 b32 * b130 - 4 b32 * b370 + 4 b33 * b34 - 4 b33 * b35 + 4 b33 * b45 + + 4 b34 * b147 - 4 b34 * b181 - 4 b34 * b246 - 4 b35 * b83 + 4 b35 * b290 + 4 b35 * b374 - 4 b36 * b200 + - 4 b36 * b271 + 4 b36 * b295 + 4 b36 * b417 - 4 b37 * b38 + 4 b37 * b87 + 4 b37 * b295 - 4 b37 * b350 + + 4 b38 * b122 + 4 b38 * b234 - 4 b39 * b40 + 4 b39 * b134 + 4 b39 * b366 - 4 b39 * b368 - 4 b40 * b108 + + 4 b40 * b115 + 4 b40 * b333 + 4 b41 * b42 + 4 b41 * b176 - 4 b41 * b231 - 4 b41 * b266 - 4 b42 * b112 + + 4 b42 * b136 - 4 b42 * b407 + 4 b43 * b151 + 4 b43 * b164 - 4 b43 * b176 - 4 b43 * b231 + 4 b44 * b131 + + 4 b44 * b137 - 4 b44 * b164 - 4 b44 * b199 - 4 b45 * b164 + 4 b45 * b378 - 4 b45 * b415 + 4 b46 * b63 + + 4 b46 * b190 - 4 b46 * b378 + 4 b47 * b79 - 4 b47 * b215 + 4 b47 * b319 - 4 b47 * b386 - 4 b48 * b49 + + 4 b48 * b129 + 4 b48 * b403 - 4 b48 * b405 - 4 b49 * b99 + 4 b49 * b285 + 4 b49 * b365 - 4 b50 * b179 + + 4 b50 * b180 - 4 b50 * b287 + 4 b50 * b289 + 4 b51 * b56 - 4 b51 * b343 + 4 b51 * b417 + 4 b52 * b68 + - 4 b52 * b200 + 4 b52 * b348 - 4 b52 * b422 + 4 b53 * b256 - 4 b53 * b278 + 4 b53 * b398 - 4 b53 * b432 + - 4 b54 * b55 + 4 b54 * b125 + 4 b54 * b168 - 4 b54 * b286 - 4 b55 * b90 + 4 b55 * b264 + 4 b55 * b402 + - 4 b56 * b313 - 4 b56 * b315 + 4 b57 * b292 - 4 b57 * b293 + 4 b58 * b69 - 4 b58 * b298 + 4 b58 * b385 + + 4 b59 * b142 - 4 b59 * b237 - 4 b59 * b354 + 4 b59 * b356 + 4 b60 * b61 - 4 b60 * b62 + 4 b60 * b121 + - 4 b60 * b309 + 4 b61 * b71 - 4 b61 * b226 - 4 b61 * b335 - 4 b62 * b81 + 4 b62 * b128 + 4 b62 * b243 + - 4 b63 * b144 - 4 b63 * b291 - 4 b64 * b271 + 4 b64 * b314 + 4 b65 * b66 - 4 b65 * b191 - 4 b65 * b201 + + 4 b65 * b421 - 4 b66 * b149 - 4 b66 * b346 + 4 b67 * b132 + 4 b67 * b167 - 4 b67 * b201 - 4 b67 * b421 + - 4 b68 * b167 - 4 b68 * b234 + 4 b68 * b387 - 4 b69 * b167 + 4 b69 * b193 - 4 b69 * b203 + 4 b70 * b139 + - 4 b70 * b220 - 4 b70 * b326 + 4 b70 * b329 - 4 b71 * b227 + 4 b72 * b73 - 4 b72 * b247 - 4 b72 * b412 + - 4 b73 * b92 - 4 b73 * b131 + 4 b73 * b160 - 4 b74 * b148 + 4 b74 * b412 - 4 b74 * b413 + 4 b75 * b166 + - 4 b75 * b268 - 4 b75 * b270 - 4 b76 * b249 - 4 b76 * b316 + 4 b76 * b342 - 4 b77 * b153 + 4 b77 * b316 + - 4 b77 * b317 + 4 b77 * b383 + 4 b78 * b126 + 4 b78 * b170 - 4 b78 * b202 - 4 b78 * b384 - 4 b79 * b170 + - 4 b79 * b251 + 4 b79 * b351 + 4 b80 * b133 - 4 b80 * b204 - 4 b80 * b300 + 4 b80 * b303 + 4 b81 * b168 + - 4 b82 * b143 + 4 b82 * b168 + 4 b83 * b310 - 4 b83 * b375 - 4 b84 * b152 + 4 b84 * b375 - 4 b84 * b376 + - 4 b85 * b293 + 4 b85 * b377 + 4 b85 * b418 + 4 b86 * b172 - 4 b86 * b192 + 4 b86 * b234 - 4 b86 * b349 + - 4 b87 * b172 - 4 b87 * b274 + 4 b87 * b322 - 4 b88 * b97 + 4 b88 * b127 - 4 b88 * b277 + 4 b88 * b279 + + 4 b89 * b107 - 4 b89 * b178 + 4 b89 * b240 - 4 b89 * b261 + 4 b90 * b403 - 4 b91 * b146 + 4 b91 * b403 + + 4 b92 * b93 + 4 b92 * b197 - 4 b92 * b229 + 4 b93 * b199 - 4 b93 * b288 - 4 b93 * b373 - 4 b94 * b158 + + 4 b94 * b339 - 4 b94 * b341 - 4 b95 * b271 + 4 b95 * b380 + 4 b95 * b414 + 4 b96 * b175 - 4 b96 * b186 + + 4 b96 * b251 - 4 b96 * b320 + 4 b97 * b98 - 4 b97 * b183 + 4 b97 * b394 - 4 b98 * b220 + 4 b98 * b252 + - 4 b98 * b297 + 4 b99 * b366 - 4 b100 * b150 + 4 b100 * b366 + 4 b101 * b102 + 4 b101 * b104 - 4 b101 * b197 + - 4 b101 * b404 - 4 b102 * b146 + 4 b102 * b366 - 4 b102 * b369 + 4 b103 * b104 + 4 b103 * b105 - 4 b103 * b244 + - 4 b103 * b372 - 4 b104 * b125 + 4 b105 * b212 - 4 b105 * b266 - 4 b105 * b410 - 4 b106 * b113 + 4 b106 * b177 + - 4 b106 * b182 + 4 b106 * b274 - 4 b107 * b188 + 4 b108 * b334 - 4 b109 * b308 + 4 b109 * b334 - 4 b110 * b150 + + 4 b110 * b209 + 4 b110 * b334 - 4 b110 * b337 + 4 b111 * b112 - 4 b111 * b265 + 4 b111 * b267 - 4 b111 * b409 + - 4 b112 * b121 + 4 b112 * b209 + 4 b113 * b153 + 4 b113 * b295 - 4 b113 * b296 + 4 b114 * b115 - 4 b114 * b179 + - 4 b114 * b229 + 4 b114 * b335 - 4 b115 * b308 - 4 b115 * b309 - 4 b116 * b216 + 4 b116 * b250 + 4 b116 * b272 + - 4 b116 * b380 + 4 b117 * b118 - 4 b117 * b119 + 4 b117 * b120 - 4 b117 * b194 + 4 b118 * b133 - 4 b118 * b239 + - 4 b118 * b431 + 4 b119 * b139 + 4 b119 * b221 - 4 b119 * b259 - 4 b120 * b205 + 4 b120 * b207 - 4 b120 * b224 + - 4 b121 * b244 + 4 b121 * b285 - 4 b122 * b200 + 4 b122 * b294 - 4 b122 * b346 + 4 b123 * b127 + 4 b123 * b205 + - 4 b123 * b222 - 4 b123 * b396 + 4 b124 * b142 - 4 b124 * b205 + 4 b124 * b238 - 4 b124 * b281 + 4 b125 * b264 + - 4 b125 * b265 + 4 b126 * b215 - 4 b126 * b216 - 4 b126 * b385 - 4 b127 * b355 - 4 b127 * b358 - 4 b128 * b228 + - 4 b129 * b197 + 4 b129 * b243 - 4 b129 * b287 + 4 b130 * b131 - 4 b130 * b198 - 4 b130 * b374 - 4 b131 * b158 + - 4 b132 * b422 + 4 b132 * b424 - 4 b132 * b425 - 4 b133 * b328 - 4 b133 * b330 + 4 b134 * b135 - 4 b134 * b210 + - 4 b134 * b407 + 4 b135 * b227 - 4 b135 * b228 - 4 b135 * b336 - 4 b136 * b211 + 4 b136 * b338 - 4 b136 * b411 + + 4 b137 * b138 - 4 b137 * b213 - 4 b137 * b268 - 4 b138 * b292 - 4 b138 * b312 + 4 b138 * b342 - 4 b139 * b302 + - 4 b139 * b304 + 4 b140 * b144 - 4 b140 * b315 - 4 b140 * b381 + 4 b140 * b419 + 4 b141 * b234 + 4 b141 * b419 + - 4 b141 * b420 - 4 b141 * b421 - 4 b142 * b278 - 4 b142 * b280 + 4 b143 * b243 + 4 b143 * b402 - 4 b143 * b404 + + 4 b144 * b292 - 4 b144 * b294 + 4 b145 * b251 + 4 b145 * b381 - 4 b145 * b382 - 4 b145 * b384 + 4 b146 * b264 + + 4 b146 * b365 + 4 b147 * b148 - 4 b147 * b268 - 4 b147 * b341 + 4 b148 * b410 - 4 b148 * b411 + 4 b149 * b274 + + 4 b149 * b347 - 4 b149 * b349 + 4 b150 * b285 + 4 b150 * b333 + 4 b151 * b152 - 4 b151 * b291 - 4 b151 * b376 + + 4 b152 * b373 - 4 b152 * b374 + 4 b153 * b318 - 4 b153 * b320 + 4 b154 * b155 - 4 b154 * b306 - 4 b155 * b162 + + 4 b155 * b434 - 4 b155 * b435 + 4 b156 * b310 + 4 b156 * b407 - 4 b156 * b408 - 4 b156 * b409 + 4 b157 * b158 + + 4 b157 * b311 - 4 b157 * b313 - 4 b157 * b413 + 4 b158 * b338 - 4 b159 * b332 + 4 b159 * b436 + 4 b160 * b370 + - 4 b160 * b371 - 4 b160 * b372 + 4 b161 * b355 + 4 b161 * b426 - 4 b161 * b427 - 4 b161 * b430 + 4 b162 * b436 + - 4 b163 * b360 + 4 b163 * b397 - 4 b165 * b213 + 4 b165 * b311 - 4 b165 * b340 - 4 b166 * b316 - 4 b166 * b415 + - 4 b166 * b417 - 4 b167 * b218 - 4 b168 * b367 - 4 b169 * b232 + 4 b169 * b339 - 4 b170 * b218 - 4 b170 * b235 + - 4 b171 * b248 + 4 b171 * b375 - 4 b172 * b235 - 4 b172 * b252 - 4 b173 * b184 - 4 b173 * b363 - 4 b174 * b180 + + 4 b174 * b311 - 4 b174 * b412 - 4 b175 * b252 - 4 b175 * b275 - 4 b175 * b296 + 4 b176 * b339 + 4 b176 * b409 + - 4 b177 * b275 - 4 b177 * b297 - 4 b177 * b321 - 4 b178 * b195 - 4 b179 * b406 - 4 b180 * b246 - 4 b180 * b288 + + 4 b181 * b372 + 4 b181 * b375 - 4 b182 * b297 - 4 b182 * b323 - 4 b182 * b350 + 4 b183 * b235 - 4 b183 * b237 + - 4 b183 * b323 - 4 b184 * b185 + 4 b184 * b223 - 4 b184 * b282 - 4 b185 * b207 - 4 b186 * b323 - 4 b186 * b352 + - 4 b186 * b386 - 4 b187 * b204 + 4 b187 * b218 - 4 b187 * b254 - 4 b187 * b352 - 4 b188 * b189 + 4 b188 * b206 + - 4 b188 * b434 - 4 b189 * b224 - 4 b190 * b191 - 4 b190 * b214 - 4 b190 * b270 - 4 b191 * b215 + 4 b191 * b317 + - 4 b192 * b352 - 4 b192 * b388 - 4 b192 * b422 - 4 b193 * b220 - 4 b193 * b277 - 4 b193 * b388 + 4 b194 * b195 + - 4 b194 * b222 - 4 b194 * b241 - 4 b195 * b196 - 4 b195 * b400 - 4 b196 * b241 - 4 b197 * b198 - 4 b198 * b371 + - 4 b199 * b339 - 4 b200 * b201 - 4 b202 * b388 - 4 b202 * b424 - 4 b203 * b237 - 4 b203 * b300 - 4 b203 * b424 + - 4 b204 * b390 + 4 b204 * b429 - 4 b205 * b206 - 4 b206 * b239 - 4 b206 * b262 - 4 b207 * b208 - 4 b207 * b361 + - 4 b208 * b262 - 4 b209 * b210 + 4 b209 * b367 - 4 b210 * b211 - 4 b211 * b408 - 4 b212 * b213 - 4 b212 * b311 + + 4 b213 * b338 - 4 b214 * b216 - 4 b214 * b249 + 4 b214 * b319 - 4 b216 * b217 + 4 b217 * b383 + 4 b217 * b385 + - 4 b218 * b219 - 4 b219 * b254 - 4 b219 * b326 + 4 b219 * b425 - 4 b220 * b255 - 4 b221 * b255 - 4 b222 * b223 + - 4 b222 * b258 - 4 b223 * b259 - 4 b223 * b283 - 4 b224 * b225 - 4 b224 * b401 - 4 b225 * b283 - 4 b226 * b228 + - 4 b227 * b307 - 4 b227 * b335 - 4 b228 * b367 - 4 b229 * b230 - 4 b229 * b336 - 4 b230 * b289 - 4 b231 * b232 + + 4 b231 * b267 - 4 b232 * b290 + 4 b232 * b373 - 4 b233 * b269 - 4 b233 * b290 - 4 b233 * b314 - 4 b235 * b236 + - 4 b236 * b277 - 4 b236 * b354 + 4 b236 * b389 - 4 b237 * b429 - 4 b238 * b357 + 4 b238 * b429 - 4 b239 * b240 + - 4 b239 * b280 - 4 b240 * b281 - 4 b240 * b306 - 4 b241 * b242 - 4 b241 * b435 - 4 b242 * b306 - 4 b243 * b368 + - 4 b244 * b245 - 4 b244 * b368 - 4 b245 * b267 - 4 b246 * b248 + 4 b246 * b289 + 4 b247 * b312 + 4 b247 * b411 + - 4 b248 * b312 + 4 b248 * b410 - 4 b249 * b344 + 4 b249 * b381 + 4 b250 * b251 - 4 b252 * b253 - 4 b253 * b300 + + 4 b253 * b353 - 4 b253 * b392 - 4 b254 * b256 - 4 b254 * b394 - 4 b255 * b257 - 4 b255 * b393 - 4 b256 * b257 + - 4 b256 * b392 - 4 b257 * b258 - 4 b258 * b305 - 4 b259 * b261 - 4 b259 * b304 + 4 b260 * b283 - 4 b260 * b332 + - 4 b261 * b305 - 4 b261 * b332 - 4 b262 * b263 - 4 b263 * b332 - 4 b264 * b405 - 4 b265 * b266 - 4 b265 * b405 + + 4 b267 * b410 + 4 b268 * b377 - 4 b269 * b270 + 4 b269 * b313 - 4 b269 * b344 - 4 b270 * b272 + 4 b271 * b347 + - 4 b272 * b345 - 4 b272 * b347 + 4 b273 * b274 + 4 b273 * b419 - 4 b275 * b276 - 4 b275 * b390 + 4 b276 * b324 + - 4 b276 * b326 - 4 b276 * b428 - 4 b277 * b278 - 4 b278 * b428 + 4 b279 * b280 - 4 b279 * b395 - 4 b280 * b331 + - 4 b281 * b282 - 4 b281 * b330 - 4 b282 * b331 - 4 b282 * b362 - 4 b283 * b284 - 4 b284 * b362 - 4 b285 * b286 + - 4 b286 * b287 - 4 b287 * b288 + 4 b289 * b373 - 4 b290 * b291 + 4 b291 * b414 + 4 b293 * b318 - 4 b294 * b318 + - 4 b294 * b379 + 4 b295 * b381 - 4 b296 * b322 - 4 b297 * b299 - 4 b298 * b299 - 4 b298 * b322 - 4 b298 * b390 + - 4 b299 * b301 - 4 b299 * b354 - 4 b300 * b302 - 4 b301 * b302 - 4 b301 * b391 - 4 b302 * b356 + 4 b303 * b304 + - 4 b303 * b355 + 4 b303 * b397 - 4 b304 * b359 - 4 b305 * b358 - 4 b305 * b434 + 4 b306 * b360 - 4 b307 * b308 + - 4 b309 * b407 - 4 b310 * b338 - 4 b312 * b313 + 4 b314 * b315 - 4 b315 * b317 - 4 b317 * b416 + 4 b318 * b348 + + 4 b319 * b320 + 4 b319 * b347 - 4 b320 * b321 - 4 b321 * b351 - 4 b322 * b324 - 4 b323 * b325 - 4 b324 * b325 + - 4 b324 * b351 - 4 b325 * b327 - 4 b325 * b392 - 4 b326 * b328 - 4 b327 * b328 - 4 b327 * b427 - 4 b328 * b329 + + 4 b329 * b330 + 4 b329 * b357 - 4 b330 * b399 - 4 b331 * b398 - 4 b331 * b400 - 4 b335 * b337 - 4 b336 * b370 + - 4 b337 * b370 + 4 b340 * b343 - 4 b341 * b343 - 4 b341 * b414 + 4 b342 * b345 - 4 b342 * b413 - 4 b343 * b345 + + 4 b344 * b346 - 4 b345 * b346 + 4 b348 * b349 - 4 b348 * b420 - 4 b349 * b350 - 4 b350 * b387 - 4 b351 * b353 + - 4 b352 * b426 - 4 b353 * b387 - 4 b353 * b426 - 4 b354 * b355 + 4 b356 * b358 + 4 b357 * b433 - 4 b358 * b433 + - 4 b359 * b361 - 4 b359 * b432 - 4 b359 * b434 - 4 b360 * b363 - 4 b361 * b363 - 4 b361 * b433 - 4 b362 * b364 + - 4 b363 * b364 - 4 b367 * b369 - 4 b368 * b371 - 4 b369 * b371 - 4 b372 * b374 - 4 b376 * b377 - 4 b376 * b378 + + 4 b377 * b379 - 4 b378 * b379 - 4 b379 * b380 - 4 b380 * b382 - 4 b382 * b383 + 4 b383 * b384 - 4 b384 * b386 + + 4 b385 * b423 - 4 b386 * b423 - 4 b387 * b389 - 4 b388 * b391 - 4 b389 * b391 - 4 b389 * b423 - 4 b390 * b393 + - 4 b391 * b393 - 4 b392 * b395 - 4 b393 * b395 + 4 b394 * b396 - 4 b395 * b396 - 4 b396 * b398 - 4 b399 * b400 + - 4 b399 * b401 + 4 b400 * b436 - 4 b401 * b436 + 4 b403 * b404 - 4 b404 * b406 - 4 b405 * b408 - 4 b406 * b408 + - 4 b409 * b411 - 4 b413 * b415 + 4 b414 * b416 - 4 b415 * b416 - 4 b416 * b418 + 4 b417 * b420 - 4 b418 * b419 + - 4 b418 * b420 - 4 b421 * b422 - 4 b423 * b425 - 4 b424 * b427 - 4 b425 * b427 - 4 b426 * b428 - 4 b428 * b430 + + 4 b429 * b431 - 4 b430 * b431 - 4 b431 * b432 - 4 b433 * b435 ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 + b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 + b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 + b324 b325 b326 b327 b328 b329 b330 b331 b332 b333 b334 b335 b336 b337 b338 b339 b340 b341 b342 + b343 b344 b345 b346 b347 b348 b349 b350 b351 b352 b353 b354 b355 b356 b357 b358 b359 b360 b361 + b362 b363 b364 b365 b366 b367 b368 b369 b370 b371 b372 b373 b374 b375 b376 b377 b378 b379 b380 + b381 b382 b383 b384 b385 b386 b387 b388 b389 b390 b391 b392 b393 b394 b395 b396 b397 b398 b399 + b400 b401 b402 b403 b404 b405 b406 b407 b408 b409 b410 b411 b412 b413 b414 b415 b416 b417 b418 + b419 b420 b421 b422 b423 b424 b425 b426 b427 b428 b429 b430 b431 b432 b433 b434 b435 b436 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_3745.lp b/test_data/qplib_mittelmann_lp/QPLIB_3745.lp new file mode 100644 index 0000000..c5f0290 --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_3745.lp @@ -0,0 +1,154 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 325 0 325 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 325 0 325 0 +\ +Maximize + obj: 0 b2 + 0 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 + 0 b13 + 0 b14 + 0 b15 + + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 0 b25 + 0 b26 + 0 b27 + 0 b28 + + 0 b29 + 0 b30 + 0 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + 0 b41 + + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + 0 b54 + + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 0 b62 + 0 b63 + 0 b64 + 0 b65 + 0 b66 + 0 b67 + + 0 b68 + 0 b69 + 0 b70 + 0 b71 + 0 b72 + 0 b73 + 0 b74 + 0 b75 + 0 b76 + 0 b77 + 0 b78 + 0 b79 + 0 b80 + + 0 b81 + 0 b82 + 0 b83 + 0 b84 + 0 b85 + 0 b86 + 0 b87 + 0 b88 + 0 b89 + 0 b90 + 0 b91 + 0 b92 + 0 b93 + + 0 b94 + 0 b95 + 0 b96 + 0 b97 + 0 b98 + 2 b99 + 2 b100 + 2 b101 + 2 b102 + 2 b103 + 2 b104 + 2 b105 + + 4 b106 + 2 b107 + 2 b108 + 4 b109 + 2 b110 + 2 b111 + 2 b112 + 2 b113 + 2 b114 + 2 b115 + 2 b116 + - 2 b117 + 2 b118 + 2 b119 + 2 b120 + 2 b121 + 2 b122 + 2 b123 + 2 b124 + 2 b125 + 2 b126 + 2 b127 + + 2 b128 + 2 b129 + 4 b130 + 2 b131 - 2 b132 + 2 b133 + 2 b134 + 2 b135 + 4 b136 + 4 b137 + 4 b138 + + 4 b139 + 2 b140 + 4 b141 + 2 b142 + 2 b143 + 2 b144 + 2 b145 + 2 b146 + 4 b147 + 4 b148 + 2 b149 + + 4 b150 + 4 b151 + 2 b152 + 4 b153 + 4 b154 + 4 b155 + 2 b156 + 2 b157 + 2 b158 + 2 b159 + 2 b160 + + 2 b161 + 4 b162 + 2 b163 + 2 b164 + 4 b165 + 2 b166 + 2 b167 + 4 b168 + 2 b169 + 4 b170 + 4 b171 + + 4 b172 + 2 b173 + 2 b174 + 2 b175 + 2 b176 + 2 b177 + 2 b178 + 2 b179 - 2 b180 + 4 b181 + 2 b182 + + 4 b183 + 4 b184 + 2 b185 - 2 b186 + 4 b187 + 2 b188 + 4 b189 + 4 b190 + 4 b191 + 2 b192 + 2 b193 + + 2 b194 + 2 b195 + 2 b196 + 2 b197 + 2 b198 + 4 b199 + 2 b200 + 2 b201 - 2 b202 - 2 b203 + 2 b204 + + 4 b205 + 2 b206 + 4 b207 + 4 b208 + 2 b209 + 4 b210 + 4 b211 + 2 b212 + 2 b213 + 2 b214 + 2 b215 + + 2 b216 + 2 b217 - 2 b218 + 2 b219 + 2 b220 + 2 b221 - 4 b222 - 2 b223 - 2 b224 + 4 b225 + 4 b226 + + 4 b227 + 4 b228 + 4 b229 + 4 b230 - 2 b231 + 2 b232 + 4 b233 + 2 b234 + 4 b235 + 2 b236 + 2 b237 + + 2 b238 + 2 b239 + 2 b240 + 2 b241 + 2 b242 - 2 b243 + 2 b244 + 2 b245 + 2 b246 + 2 b247 + 2 b248 + - 2 b249 - 4 b250 + 2 b251 - 2 b252 + 4 b253 + 2 b254 + 4 b255 + 4 b256 + 2 b257 + 4 b258 - 2 b259 + + 2 b260 + 4 b261 + 4 b262 + 2 b263 - 2 b264 + 2 b265 - 2 b266 - 2 b267 + 4 b268 - 4 b269 + 4 b270 + + 2 b271 + 2 b272 + 2 b273 + 2 b274 - 2 b275 - 4 b276 + 2 b277 - 4 b278 + 4 b279 + 2 b280 + 2 b281 + + 4 b282 + 4 b283 + 4 b284 + 4 b285 - 2 b286 + 2 b287 + 2 b288 + 2 b289 + 2 b290 + 2 b291 + 2 b292 + + 2 b293 - 2 b294 + 2 b295 - 2 b296 - 2 b297 + 2 b298 + 2 b299 + 4 b300 - 2 b301 + 4 b302 - 2 b303 + + 2 b304 + 2 b305 + 2 b306 - 2 b307 + 2 b308 - 2 b309 + 4 b310 + 2 b311 + 2 b312 + 2 b313 + 4 b314 + + 4 b315 + 4 b316 + 4 b317 - 2 b318 + 4 b319 - 2 b320 + 2 b321 + 2 b322 + 2 b323 + 2 b324 + 2 b325 + + 2 b326 + [ 4 b2 * b3 - 4 b2 * b38 - 4 b2 * b148 + 4 b2 * b149 - 4 b3 * b146 - 4 b3 * b165 + 4 b3 * b278 + - 4 b4 * b169 + 4 b4 * b186 + 4 b4 * b257 - 4 b4 * b284 + 4 b5 * b6 - 4 b5 * b99 + 4 b5 * b236 - 4 b5 * b326 + - 4 b6 * b15 - 4 b6 * b100 + 4 b6 * b325 + 4 b7 * b8 - 4 b7 * b161 - 4 b7 * b271 + 4 b7 * b303 - 4 b8 * b105 + - 4 b8 * b107 + 4 b8 * b218 - 4 b9 * b19 + 4 b9 * b99 + 4 b9 * b259 - 4 b9 * b289 + 4 b10 * b11 + 4 b10 * b21 + - 4 b10 * b27 - 4 b10 * b143 - 4 b11 * b68 + 4 b12 * b13 - 4 b12 * b14 + 4 b12 * b44 - 4 b12 * b245 + + 4 b13 * b39 - 4 b13 * b104 - 4 b13 * b105 + 4 b14 * b53 - 4 b14 * b109 + 4 b14 * b269 - 4 b15 * b186 + + 4 b15 * b286 + 4 b15 * b323 + 4 b16 * b101 - 4 b16 * b158 + 4 b17 * b18 - 4 b17 * b32 + 4 b17 * b202 + - 4 b17 * b273 - 4 b18 * b36 - 4 b18 * b110 + 4 b18 * b306 + 4 b19 * b55 + 4 b19 * b209 - 4 b19 * b319 + - 4 b20 * b169 - 4 b20 * b289 + 4 b20 * b290 + 4 b20 * b320 + 4 b21 * b52 - 4 b21 * b103 - 4 b21 * b144 + + 4 b22 * b23 + 4 b22 * b29 - 4 b22 * b106 - 4 b22 * b162 - 4 b23 * b52 - 4 b23 * b175 + 4 b23 * b216 + + 4 b24 * b25 - 4 b24 * b164 + 4 b24 * b222 - 4 b24 * b247 + 4 b25 * b36 - 4 b25 * b108 - 4 b25 * b163 + - 4 b26 * b202 + 4 b26 * b204 + 4 b26 * b222 - 4 b26 * b225 + 4 b27 * b48 - 4 b27 * b159 + 4 b27 * b293 + - 4 b28 * b48 + 4 b28 * b91 + 4 b28 * b102 - 4 b28 * b159 - 4 b29 * b102 + 4 b29 * b244 - 4 b29 * b270 + + 4 b30 * b134 + 4 b30 * b218 - 4 b30 * b244 - 4 b30 * b273 - 4 b31 * b32 + 4 b31 * b42 + 4 b31 * b250 + - 4 b31 * b253 + 4 b32 * b65 + 4 b32 * b180 - 4 b33 * b101 + 4 b33 * b117 - 4 b33 * b175 + 4 b33 * b263 + + 4 b34 * b94 + 4 b34 * b104 - 4 b34 * b117 - 4 b34 * b144 + 4 b35 * b74 - 4 b35 * b104 - 4 b35 * b144 + + 4 b35 * b178 + 4 b36 * b39 - 4 b36 * b219 - 4 b37 * b164 + 4 b37 * b224 + 4 b37 * b276 - 4 b37 * b279 + + 4 b38 * b50 + 4 b38 * b224 - 4 b38 * b227 - 4 b39 * b197 - 4 b39 * b199 - 4 b40 * b147 + 4 b40 * b252 + + 4 b40 * b307 - 4 b40 * b310 - 4 b41 * b42 + 4 b41 * b46 - 4 b41 * b166 + 4 b41 * b252 + 4 b42 * b88 + - 4 b42 * b180 + 4 b43 * b80 - 4 b43 * b168 - 4 b43 * b229 + 4 b43 * b286 - 4 b44 * b200 - 4 b44 * b273 + + 4 b44 * b301 - 4 b45 * b87 + 4 b45 * b146 + 4 b45 * b273 - 4 b45 * b274 - 4 b46 * b114 + 4 b46 * b127 + - 4 b46 * b137 + 4 b47 * b76 - 4 b47 * b151 - 4 b47 * b207 + 4 b47 * b259 - 4 b48 * b106 + 4 b48 * b265 + - 4 b49 * b93 + 4 b49 * b247 - 4 b49 * b248 + 4 b49 * b307 - 4 b50 * b118 + 4 b50 * b123 - 4 b50 * b150 + + 4 b51 * b71 - 4 b51 * b138 - 4 b51 * b183 + 4 b51 * b231 + 4 b52 * b241 - 4 b52 * b297 - 4 b53 * b92 + + 4 b53 * b297 - 4 b53 * b300 + 4 b54 * b122 - 4 b54 * b149 + 4 b54 * b203 - 4 b54 * b277 - 4 b55 * b128 + - 4 b55 * b168 + 4 b55 * b287 + 4 b56 * b112 - 4 b56 * b176 + 4 b56 * b215 - 4 b56 * b267 + 4 b57 * b126 + - 4 b57 * b136 + 4 b57 * b223 - 4 b57 * b251 - 4 b58 * b84 + 4 b58 * b144 - 4 b58 * b193 + 4 b58 * b296 + + 4 b59 * b217 - 4 b59 * b245 - 4 b59 * b268 + 4 b59 * b303 - 4 b60 * b79 + 4 b60 * b83 + 4 b60 * b222 + - 4 b60 * b305 + 4 b61 * b64 + 4 b61 * b124 - 4 b61 * b130 - 4 b61 * b139 - 4 b62 * b68 + 4 b62 * b159 + - 4 b62 * b239 + 4 b62 * b266 + 4 b63 * b79 - 4 b63 * b165 + 4 b63 * b202 - 4 b63 * b274 + 4 b64 * b67 + - 4 b64 * b129 - 4 b64 * b152 - 4 b65 * b147 + 4 b65 * b201 - 4 b65 * b248 + 4 b66 * b254 + 4 b66 * b309 + - 4 b66 * b310 - 4 b66 * b313 + 4 b67 * b71 - 4 b67 * b139 - 4 b67 * b287 + 4 b68 * b132 + 4 b68 * b294 + + 4 b69 * b164 - 4 b69 * b165 - 4 b69 * b224 + 4 b69 * b278 + 4 b70 * b278 - 4 b70 * b279 + 4 b70 * b280 + - 4 b70 * b281 - 4 b71 * b258 - 4 b71 * b260 + 4 b72 * b80 - 4 b72 * b139 + 4 b72 * b169 - 4 b72 * b170 + + 4 b73 * b193 - 4 b73 * b293 - 4 b74 * b92 + 4 b74 * b294 - 4 b74 * b295 - 4 b75 * b89 + 4 b75 * b252 + - 4 b75 * b253 + 4 b75 * b312 + 4 b76 * b152 - 4 b76 * b230 - 4 b76 * b232 + 4 b77 * b214 - 4 b77 * b263 + - 4 b78 * b95 + 4 b78 * b160 + 4 b78 * b264 - 4 b78 * b265 + 4 b79 * b82 - 4 b79 * b246 - 4 b80 * b208 + - 4 b80 * b209 + 4 b81 * b239 - 4 b81 * b240 + 4 b82 * b218 - 4 b82 * b219 - 4 b82 * b221 + 4 b83 * b180 + - 4 b83 * b306 - 4 b83 * b308 + 4 b84 * b85 + 4 b84 * b86 - 4 b84 * b265 - 4 b85 * b292 - 4 b86 * b293 + + 4 b87 * b203 + 4 b87 * b275 - 4 b87 * b277 + 4 b88 * b89 - 4 b88 * b204 - 4 b88 * b281 + 4 b89 * b206 + - 4 b89 * b255 - 4 b90 * b263 + 4 b90 * b292 + 4 b91 * b92 - 4 b91 * b217 - 4 b91 * b242 + 4 b92 * b296 + + 4 b93 * b223 + 4 b93 * b249 - 4 b93 * b251 + 4 b94 * b95 - 4 b94 * b242 - 4 b94 * b268 + 4 b95 * b266 + - 4 b95 * b298 + 4 b96 * b97 - 4 b96 * b262 - 4 b97 * b98 + 4 b97 * b324 - 4 b97 * b325 + 4 b98 * b326 + - 4 b99 * b100 - 4 b99 * b234 - 4 b100 * b187 + 4 b100 * b231 - 4 b101 * b112 - 4 b101 * b157 - 4 b102 * b176 + - 4 b102 * b299 + 4 b103 * b132 - 4 b103 * b133 - 4 b103 * b174 - 4 b104 * b299 - 4 b105 * b160 + 4 b105 * b267 + - 4 b106 * b109 - 4 b106 * b113 - 4 b107 * b161 - 4 b107 * b177 + 4 b107 * b297 + 4 b108 * b243 - 4 b108 * b247 + - 4 b108 * b270 - 4 b109 * b161 - 4 b109 * b195 - 4 b110 * b220 + 4 b110 * b269 - 4 b110 * b302 - 4 b111 * b115 + - 4 b111 * b326 - 4 b112 * b113 - 4 b112 * b158 - 4 b113 * b133 + 4 b113 * b267 - 4 b114 * b181 - 4 b114 * b204 + + 4 b114 * b278 - 4 b115 * b116 + 4 b115 * b140 - 4 b115 * b154 - 4 b116 * b120 + 4 b117 * b295 + 4 b117 * b297 + - 4 b118 * b205 - 4 b118 * b225 + 4 b118 * b309 - 4 b119 * b128 - 4 b119 * b138 + 4 b119 * b166 - 4 b119 * b205 + - 4 b120 * b121 + 4 b120 * b129 - 4 b120 * b171 - 4 b121 * b124 - 4 b122 * b166 - 4 b122 * b226 - 4 b122 * b253 + - 4 b123 * b138 - 4 b123 * b151 - 4 b123 * b226 - 4 b124 * b125 - 4 b124 * b190 - 4 b125 * b130 - 4 b126 * b181 + - 4 b126 * b254 - 4 b126 * b279 - 4 b127 * b151 - 4 b127 * b168 - 4 b127 * b254 - 4 b128 * b314 + 4 b128 * b318 + - 4 b129 * b141 - 4 b129 * b153 - 4 b130 * b131 - 4 b130 * b211 - 4 b131 * b141 - 4 b133 * b194 + 4 b133 * b240 + - 4 b134 * b135 - 4 b134 * b145 - 4 b134 * b199 - 4 b135 * b146 - 4 b135 * b164 + 4 b135 * b221 - 4 b136 * b205 + - 4 b136 * b280 - 4 b136 * b310 - 4 b137 * b168 - 4 b137 * b183 - 4 b137 * b280 - 4 b138 * b184 - 4 b139 * b140 + - 4 b140 * b155 - 4 b140 * b170 - 4 b141 * b142 - 4 b141 * b235 - 4 b142 * b155 - 4 b143 * b193 - 4 b145 * b147 + - 4 b145 * b220 + 4 b145 * b250 - 4 b146 * b148 - 4 b147 * b148 - 4 b148 * b252 - 4 b149 * b226 - 4 b149 * b312 + - 4 b150 * b183 - 4 b150 * b207 - 4 b150 * b312 - 4 b151 * b318 - 4 b152 * b153 - 4 b152 * b321 - 4 b153 * b154 + - 4 b153 * b188 - 4 b154 * b172 - 4 b154 * b189 - 4 b155 * b156 - 4 b155 * b324 - 4 b156 * b172 - 4 b157 * b214 + - 4 b158 * b238 + 4 b158 * b264 - 4 b159 * b160 - 4 b160 * b178 + 4 b161 * b243 - 4 b162 * b178 - 4 b162 * b198 + - 4 b162 * b243 - 4 b163 * b165 - 4 b163 * b200 + 4 b163 * b276 - 4 b166 * b167 - 4 b167 * b207 - 4 b167 * b229 + + 4 b167 * b313 - 4 b169 * b184 - 4 b170 * b171 - 4 b170 * b209 - 4 b171 * b191 - 4 b171 * b210 - 4 b172 * b173 + - 4 b172 * b291 - 4 b173 * b191 - 4 b174 * b239 - 4 b175 * b177 + 4 b175 * b264 - 4 b176 * b194 + 4 b176 * b196 + - 4 b177 * b196 + 4 b177 * b266 - 4 b178 * b179 - 4 b179 * b196 - 4 b179 * b218 + 4 b179 * b269 + 4 b180 * b309 + - 4 b181 * b182 - 4 b181 * b314 - 4 b182 * b229 - 4 b182 * b256 + 4 b182 * b281 - 4 b183 * b185 - 4 b184 * b187 + - 4 b184 * b317 - 4 b185 * b187 - 4 b185 * b256 + 4 b185 * b320 + 4 b186 * b188 + 4 b186 * b318 - 4 b187 * b188 + - 4 b188 * b189 - 4 b189 * b190 - 4 b189 * b232 - 4 b190 * b212 - 4 b190 * b233 - 4 b191 * b192 - 4 b191 * b325 + - 4 b192 * b212 - 4 b193 * b294 - 4 b194 * b195 + 4 b194 * b294 - 4 b195 * b216 + 4 b195 * b296 - 4 b196 * b197 + - 4 b197 * b216 + 4 b197 * b301 - 4 b198 * b199 + 4 b198 * b242 - 4 b198 * b271 - 4 b199 * b201 - 4 b200 * b245 + + 4 b200 * b275 - 4 b201 * b272 - 4 b201 * b275 + 4 b202 * b203 - 4 b203 * b204 - 4 b205 * b206 - 4 b206 * b256 + - 4 b206 * b283 - 4 b207 * b208 - 4 b208 * b283 - 4 b208 * b320 - 4 b209 * b210 - 4 b210 * b211 - 4 b210 * b260 + - 4 b211 * b236 - 4 b211 * b261 - 4 b212 * b213 + 4 b212 * b234 - 4 b213 * b236 - 4 b214 * b215 - 4 b214 * b264 + - 4 b215 * b292 - 4 b215 * b296 - 4 b216 * b217 - 4 b217 * b219 + 4 b219 * b299 + 4 b220 * b249 - 4 b220 * b271 + - 4 b221 * b249 - 4 b221 * b304 + 4 b222 * b223 - 4 b223 * b225 + 4 b224 * b311 - 4 b225 * b311 - 4 b226 * b228 + - 4 b227 * b228 - 4 b227 * b311 - 4 b227 * b314 - 4 b228 * b283 - 4 b228 * b316 - 4 b229 * b230 - 4 b230 * b286 + - 4 b230 * b316 + 4 b231 * b232 - 4 b231 * b285 - 4 b232 * b233 - 4 b233 * b235 - 4 b233 * b288 - 4 b234 * b262 + - 4 b234 * b289 - 4 b235 * b262 - 4 b235 * b290 - 4 b236 * b237 - 4 b237 * b262 - 4 b238 * b240 - 4 b239 * b241 + - 4 b240 * b241 - 4 b241 * b266 - 4 b242 * b244 + 4 b243 * b246 - 4 b244 * b246 + 4 b245 * b248 - 4 b246 * b248 + - 4 b247 * b303 + 4 b249 * b276 + 4 b250 * b251 + 4 b250 * b275 - 4 b251 * b253 - 4 b254 * b255 - 4 b255 * b257 + - 4 b255 * b316 - 4 b256 * b258 - 4 b257 * b258 - 4 b257 * b282 - 4 b258 * b259 + 4 b259 * b260 - 4 b260 * b261 + - 4 b261 * b322 - 4 b261 * b324 - 4 b263 * b265 + 4 b267 * b298 - 4 b268 * b270 - 4 b268 * b298 + 4 b269 * b272 + - 4 b270 * b272 + 4 b271 * b274 - 4 b272 * b274 + 4 b276 * b277 - 4 b277 * b279 - 4 b280 * b282 - 4 b281 * b282 + - 4 b282 * b284 - 4 b283 * b285 - 4 b284 * b285 - 4 b284 * b315 - 4 b285 * b287 + 4 b286 * b288 - 4 b287 * b288 + - 4 b288 * b290 + 4 b289 * b291 - 4 b290 * b291 - 4 b291 * b326 - 4 b292 * b295 - 4 b293 * b295 - 4 b298 * b300 + - 4 b299 * b302 - 4 b300 * b301 - 4 b300 * b302 + 4 b301 * b304 - 4 b302 * b304 + 4 b303 * b305 - 4 b304 * b305 + - 4 b305 * b306 - 4 b306 * b307 + 4 b307 * b308 - 4 b308 * b309 - 4 b308 * b310 - 4 b311 * b313 - 4 b312 * b315 + - 4 b313 * b315 - 4 b314 * b317 - 4 b315 * b317 - 4 b316 * b319 - 4 b317 * b319 + 4 b318 * b321 - 4 b319 * b321 + + 4 b320 * b322 - 4 b321 * b322 - 4 b322 * b323 - 4 b323 * b324 - 4 b323 * b325 ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 + b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 + b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 + b324 b325 b326 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_3822.lp b/test_data/qplib_mittelmann_lp/QPLIB_3822.lp new file mode 100644 index 0000000..04745d7 --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_3822.lp @@ -0,0 +1,382 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 861 0 861 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 861 0 861 0 +\ +Maximize + obj: 0 b2 + 0 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 + 0 b13 + 0 b14 + 0 b15 + + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 0 b25 + 0 b26 + 0 b27 + 0 b28 + + 0 b29 + 0 b30 + 0 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + 0 b41 + + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + 0 b54 + + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 0 b62 + 0 b63 + 0 b64 + 0 b65 + 0 b66 + 0 b67 + + 0 b68 + 0 b69 + 0 b70 + 0 b71 + 0 b72 + 0 b73 + 0 b74 + 0 b75 + 0 b76 + 0 b77 + 0 b78 + 0 b79 + 0 b80 + + 0 b81 + 0 b82 + 0 b83 + 0 b84 + 0 b85 + 0 b86 + 0 b87 + 0 b88 + 0 b89 + 0 b90 + 0 b91 + 0 b92 + 0 b93 + + 0 b94 + 0 b95 + 0 b96 + 0 b97 + 0 b98 + 0 b99 + 0 b100 + 0 b101 + 0 b102 + 0 b103 + 0 b104 + 0 b105 + + 0 b106 + 0 b107 + 0 b108 + 0 b109 + 0 b110 + 0 b111 + 0 b112 + 0 b113 + 0 b114 + 0 b115 + 0 b116 + + 0 b117 + 0 b118 + 0 b119 + 0 b120 + 0 b121 + 0 b122 + 0 b123 + 0 b124 + 0 b125 + 0 b126 + 0 b127 + + 0 b128 + 0 b129 + 0 b130 + 0 b131 + 0 b132 + 0 b133 + 0 b134 + 0 b135 + 0 b136 + 0 b137 + 0 b138 + + 0 b139 + 0 b140 + 0 b141 + 0 b142 + 0 b143 + 0 b144 + 0 b145 + 0 b146 + 0 b147 + 0 b148 + 0 b149 + + 0 b150 + 0 b151 + 0 b152 + 0 b153 + 0 b154 + 0 b155 + 0 b156 + 0 b157 + 0 b158 + 0 b159 + 0 b160 + + 0 b161 + 0 b162 + 0 b163 + 0 b164 + 0 b165 + 0 b166 + 0 b167 + 0 b168 + 0 b169 + 0 b170 + 0 b171 + + 0 b172 + 0 b173 + 0 b174 + 0 b175 + 0 b176 + 0 b177 + 0 b178 + 0 b179 + 0 b180 + 0 b181 + 0 b182 + + 0 b183 + 0 b184 + 0 b185 + 0 b186 + 0 b187 + 0 b188 + 0 b189 + 0 b190 + 0 b191 + 0 b192 + 0 b193 + + 0 b194 + 0 b195 + 0 b196 + 0 b197 + 0 b198 + 0 b199 + 0 b200 + 0 b201 + 0 b202 + 0 b203 + 0 b204 + + 0 b205 + 0 b206 + 0 b207 + 0 b208 + 0 b209 + 0 b210 + 0 b211 + 0 b212 + 0 b213 + 0 b214 + 0 b215 + + 0 b216 + 0 b217 + 0 b218 + 0 b219 + 0 b220 + 0 b221 + 0 b222 + 0 b223 + 0 b224 + 0 b225 + 0 b226 + + 0 b227 + 0 b228 + 0 b229 + 0 b230 + 0 b231 + 0 b232 + 0 b233 + 0 b234 + 0 b235 + 0 b236 + 0 b237 + + 0 b238 + 0 b239 + 0 b240 + 0 b241 + 0 b242 + 0 b243 + 0 b244 + 0 b245 + 0 b246 + 0 b247 + 0 b248 + + 0 b249 + 0 b250 + 0 b251 + 0 b252 + 0 b253 + 0 b254 + 0 b255 + 0 b256 + 0 b257 + 0 b258 + 0 b259 + + 0 b260 + 0 b261 + 0 b262 + 0 b263 + 0 b264 + 0 b265 + 0 b266 + 0 b267 + 0 b268 + 0 b269 + 0 b270 + + 0 b271 + 0 b272 + 0 b273 + 0 b274 + 0 b275 + 0 b276 + 0 b277 + 0 b278 + 0 b279 + 0 b280 + 0 b281 + + 0 b282 + 0 b283 + 0 b284 + 0 b285 + 0 b286 + 0 b287 + 0 b288 + 0 b289 + 0 b290 + 0 b291 + 0 b292 + + 0 b293 + 0 b294 + 0 b295 + 0 b296 + 0 b297 + 0 b298 + 0 b299 + 0 b300 + 0 b301 + 0 b302 + 0 b303 + + 0 b304 + 0 b305 + 0 b306 + 0 b307 + 0 b308 + 0 b309 + 0 b310 + 0 b311 + 0 b312 + 0 b313 + 0 b314 + + 0 b315 + 0 b316 + 0 b317 + 0 b318 + 0 b319 + 0 b320 + 0 b321 + 0 b322 + 0 b323 + 0 b324 + 0 b325 + + 0 b326 + 0 b327 + 0 b328 + 0 b329 + 0 b330 + 0 b331 + 0 b332 + 0 b333 + 0 b334 + 0 b335 + 2 b336 + + 2 b337 + 4 b338 + 2 b339 + 2 b340 + 2 b341 + 2 b342 + 2 b343 + 2 b344 + 2 b345 + 2 b346 + 2 b347 + + 2 b348 + 2 b349 + 2 b350 + 2 b351 + 2 b352 + 2 b353 + 2 b354 + 2 b355 + 2 b356 + 2 b357 + 2 b358 + + 2 b359 + 2 b360 + 2 b361 + 2 b362 + 2 b363 + 2 b364 + 2 b365 + 2 b366 + 2 b367 + 2 b368 + 2 b369 + - 2 b370 + 4 b371 + 2 b372 + 4 b373 + 2 b374 + 2 b375 + 2 b376 + 2 b377 + 2 b378 - 2 b379 + 4 b380 + + 2 b381 + 4 b382 + 2 b383 + 2 b384 + 2 b385 + 2 b386 + 2 b387 + 2 b388 + 2 b389 + 2 b390 - 2 b391 + + 4 b392 + 2 b393 + 2 b394 + 2 b395 - 2 b396 + 4 b397 + 4 b398 + 4 b399 + 2 b400 - 2 b401 + 2 b402 + + 2 b403 + 2 b404 + 2 b405 + 2 b406 + 2 b407 + 2 b408 + 4 b409 + 2 b410 - 2 b411 + 2 b412 + 4 b413 + + 2 b414 + 4 b415 + 4 b416 + 4 b417 + 4 b418 + 2 b419 + 2 b420 + 2 b421 + 2 b422 + 2 b423 - 2 b424 + + 2 b425 + 4 b426 + 2 b427 + 2 b428 + 2 b429 + 2 b430 + 4 b431 + 4 b432 + 4 b433 + 2 b434 + 4 b435 + + 4 b436 + 2 b437 + 4 b438 + 2 b439 + 2 b440 + 2 b441 + 2 b442 + 2 b443 + 2 b444 + 2 b445 - 2 b446 + + 4 b447 + 2 b448 + 2 b449 + 2 b450 + 2 b451 + 2 b452 + 4 b453 + 2 b454 + 2 b455 + 4 b456 + 4 b457 + + 4 b458 + 2 b459 + 4 b460 + 2 b461 + 2 b462 + 4 b463 + 2 b464 + 2 b465 + 2 b466 + 2 b467 - 2 b468 + + 4 b469 + 2 b470 - 2 b471 + 2 b472 + 4 b473 + 2 b474 + 2 b475 + 4 b476 + 2 b477 + 2 b478 + 4 b479 + - 2 b480 + 4 b481 + 2 b482 + 4 b483 + 2 b484 + 2 b485 + 4 b486 + 2 b487 + 2 b488 + 2 b489 + 2 b490 + + 2 b491 - 4 b492 + 4 b493 + 2 b494 + 2 b495 - 2 b496 + 4 b497 + 2 b498 + 4 b499 - 2 b500 + 4 b501 + + 4 b502 + 4 b503 + 2 b504 + 2 b505 + 4 b506 + 2 b507 + 2 b508 + 2 b509 + 2 b510 + 2 b511 + 4 b512 + - 4 b513 - 2 b514 + 2 b515 + 4 b516 + 4 b517 + 2 b518 + 2 b519 - 2 b520 - 2 b521 + 4 b522 + 2 b523 + + 4 b524 + 4 b525 + 4 b526 - 2 b527 + 4 b528 + 2 b529 + 4 b530 + 4 b531 + 2 b532 + 2 b533 + 2 b534 + + 4 b535 - 2 b536 - 2 b537 + 4 b538 + 2 b539 + 2 b540 + 2 b541 - 2 b542 + 4 b543 + 2 b544 + 2 b545 + - 4 b546 - 2 b547 + 2 b548 + 4 b549 + 2 b550 + 2 b551 - 2 b552 + 2 b553 + 2 b554 + 4 b555 + 2 b556 + + 2 b557 - 2 b558 - 2 b559 + 4 b560 + 2 b561 + 4 b562 + 2 b563 + 4 b564 - 2 b565 + 2 b566 + 4 b567 + + 4 b568 + 2 b569 + 2 b570 + 2 b571 + 4 b572 + 4 b573 + 2 b574 - 2 b575 - 4 b576 + 4 b577 + 2 b578 + + 2 b579 + 2 b580 - 2 b581 + 4 b582 + 2 b583 - 4 b584 - 2 b585 + 4 b586 + 2 b587 - 2 b588 + 2 b589 + + 2 b590 - 2 b591 + 2 b592 + 2 b593 - 4 b594 - 2 b595 + 4 b596 + 4 b597 + 2 b598 + 4 b599 + 4 b600 + - 2 b601 + 2 b602 + 4 b603 + 2 b604 - 2 b605 + 2 b606 + 4 b607 + 2 b608 + 2 b609 - 2 b610 + 4 b611 + + 2 b612 - 2 b613 + 4 b614 + 2 b615 - 2 b616 + 4 b617 - 2 b618 + 2 b619 + 2 b620 - 2 b621 + 2 b622 + + 2 b623 - 4 b624 - 2 b625 + 4 b626 + 4 b627 + 4 b628 + 4 b629 + 4 b630 + 4 b631 + 2 b632 + 4 b633 + + 2 b634 - 2 b635 + 2 b636 + 2 b637 + 4 b638 + 2 b639 + 2 b640 + 2 b641 - 2 b642 + 4 b643 + 2 b644 + + 4 b645 + 2 b646 + 4 b647 - 2 b648 + 2 b649 - 4 b650 + 4 b651 - 2 b652 + 2 b653 - 2 b654 - 2 b655 + + 2 b656 - 2 b657 + 2 b658 + 2 b659 + 2 b660 + 2 b661 + 2 b662 - 2 b663 - 4 b664 + 2 b665 + 4 b666 + + 4 b667 + 4 b668 + 4 b669 + 2 b670 + 4 b671 + 2 b672 + 4 b673 + 4 b674 + 2 b675 - 2 b676 + 2 b677 + + 4 b678 + 2 b679 + 2 b680 - 2 b681 + 2 b682 + 2 b683 - 2 b684 - 2 b685 + 4 b686 - 2 b687 + 4 b688 + - 2 b689 - 2 b690 + 2 b691 + 4 b692 - 4 b693 + 2 b694 + 2 b695 + 2 b696 + 2 b697 + 2 b698 - 2 b699 + - 4 b700 + 2 b701 + 4 b702 + 4 b703 + 2 b704 + 4 b705 + 4 b706 + 4 b707 + 4 b708 + 2 b709 + 4 b710 + + 2 b711 + 4 b712 + 4 b713 + 4 b714 + 2 b715 + 2 b716 + 2 b717 - 2 b718 + 4 b719 + 2 b720 + 2 b721 + + 4 b722 + 4 b723 + 4 b724 - 2 b725 + 2 b726 + 2 b727 + 4 b728 - 2 b729 + 4 b730 + 2 b731 + 2 b732 + - 2 b733 + 4 b734 - 2 b735 + 4 b736 - 2 b737 + 2 b738 + 2 b739 + 2 b740 - 2 b741 + 2 b742 - 2 b743 + + 2 b744 + 4 b745 + 2 b746 + 2 b747 + 2 b748 + 4 b749 + 2 b750 + 4 b751 + 4 b752 + 2 b753 + 4 b754 + + 4 b755 + 2 b756 + 2 b757 + 2 b758 - 2 b759 + 4 b760 + 2 b761 + 2 b762 + 2 b763 + 2 b764 - 2 b765 + + 4 b766 + 4 b767 + 4 b768 + 2 b769 + 2 b770 + 2 b771 + 2 b772 - 2 b773 + 2 b774 + 4 b775 - 4 b776 + + 2 b777 + 2 b778 - 2 b779 + 4 b780 - 2 b781 + 2 b782 + 4 b783 - 2 b784 + 4 b785 + 2 b786 + 2 b787 + - 2 b788 + 2 b789 - 2 b790 + 2 b791 - 2 b792 + 4 b793 + 2 b794 + 2 b795 + 2 b796 + 4 b797 + 4 b798 + + 4 b799 + 4 b800 + 4 b801 - 2 b802 + 4 b803 + 2 b804 + 2 b805 + 4 b806 + 2 b807 + 2 b808 - 2 b809 + + 4 b810 - 2 b811 + 2 b812 + 2 b813 + 2 b814 + 2 b815 + 4 b816 - 2 b817 + 4 b818 + 2 b819 + 4 b820 + + 4 b821 + 2 b822 + 2 b823 + 2 b824 + 2 b825 - 2 b826 + 2 b827 - 2 b828 + 4 b829 - 4 b830 + 2 b831 + + 2 b832 - 2 b833 + 4 b834 - 2 b835 + 2 b836 + 4 b837 - 2 b838 + 4 b839 - 2 b840 + 2 b841 - 2 b842 + + 2 b843 + 2 b844 - 2 b845 + 2 b846 - 4 b847 + 4 b848 + 2 b849 + 2 b850 + 2 b851 + 2 b852 + 4 b853 + + 4 b854 + 4 b855 + 2 b856 - 2 b857 + 4 b858 + 2 b859 + 2 b860 + 4 b861 - 2 b862 + [ 4 b2 * b3 - 4 b2 * b128 + - 4 b2 * b432 + 4 b2 * b454 + 4 b3 * b396 - 4 b3 * b430 - 4 b3 * b476 + 4 b4 * b5 - 4 b4 * b108 - 4 b4 * b448 + + 4 b4 * b494 - 4 b5 * b413 + 4 b5 * b648 - 4 b5 * b733 + 4 b6 * b55 - 4 b6 * b400 + 4 b6 * b670 - 4 b6 * 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4 b330 * b716 - 4 b330 * b719 - 4 b331 * b823 + - 4 b331 * b825 + 4 b332 * b685 - 4 b332 * b775 - 4 b333 * b770 - 4 b333 * b772 + 4 b334 * b750 + 4 b334 * b852 + - 4 b334 * b853 - 4 b334 * b855 + 4 b335 * b862 - 4 b336 * b338 + 4 b336 * b480 - 4 b336 * b528 - 4 b337 * b711 + + 4 b337 * b857 - 4 b339 * b410 - 4 b339 * b445 - 4 b339 * b679 - 4 b340 * b465 - 4 b340 * b723 - 4 b341 * b445 + - 4 b341 * b488 - 4 b341 * b767 - 4 b342 * b465 - 4 b342 * b509 - 4 b342 * b820 - 4 b343 * b429 - 4 b343 * b552 + - 4 b344 * b450 + 4 b345 * b591 - 4 b345 * b661 - 4 b345 * b785 + 4 b346 * b444 - 4 b346 * b540 + 4 b347 * b411 + - 4 b347 * b491 - 4 b347 * b643 - 4 b348 * b472 + 4 b348 * b618 - 4 b348 * b655 + 4 b349 * b621 - 4 b349 * b622 + - 4 b349 * b839 - 4 b349 * b842 - 4 b350 * b579 - 4 b350 * b640 - 4 b351 * b495 + 4 b351 * b652 + 4 b352 * b396 + - 4 b352 * b455 - 4 b353 * b518 + 4 b353 * b690 - 4 b354 * b477 - 4 b355 * b375 - 4 b355 * b714 - 4 b356 * b448 + - 4 b356 * b615 - 4 b357 * b434 - 4 b357 * b497 - 4 b358 * b649 - 4 b359 * b455 - 4 b359 * b522 - 4 b360 * b686 + - 4 b361 * b477 - 4 b361 * b560 - 4 b361 * b596 - 4 b362 * b417 + 4 b362 * b455 - 4 b362 * b560 - 4 b363 * b420 + - 4 b364 * b808 - 4 b365 * b548 - 4 b365 * b731 - 4 b366 * b497 - 4 b366 * b597 - 4 b366 * b626 - 4 b367 * b384 + + 4 b367 * b434 - 4 b367 * b436 - 4 b367 * b597 - 4 b368 * b440 - 4 b370 * b446 + 4 b370 * b513 + 4 b370 * b825 + - 4 b371 * b515 - 4 b371 * b550 - 4 b371 * b777 - 4 b372 * b617 + 4 b372 * b733 - 4 b372 * b782 - 4 b373 * b522 + - 4 b373 * b627 - 4 b373 * b666 - 4 b374 * b399 - 4 b374 * b457 - 4 b374 * b627 - 4 b375 * b376 + 4 b375 * b439 + - 4 b375 * b568 - 4 b376 * b460 - 4 b377 * b675 + 4 b378 * b536 - 4 b378 * b606 - 4 b379 * b424 + 4 b379 * b546 + + 4 b379 * b772 - 4 b380 * b516 - 4 b380 * b587 - 4 b380 * b831 - 4 b381 * b471 - 4 b381 * b651 + 4 b381 * b779 + - 4 b382 * b560 - 4 b382 * b667 - 4 b382 * b702 - 4 b383 * b417 - 4 b383 * b479 - 4 b383 * b667 - 4 b384 * b797 + - 4 b385 * b418 + 4 b385 * b420 - 4 b385 * b483 - 4 b386 * b387 + 4 b386 * b419 - 4 b386 * b860 - 4 b387 * b483 + - 4 b388 * b389 - 4 b388 * b717 - 4 b389 * b485 + 4 b390 * b575 - 4 b390 * b636 + 4 b391 * b584 - 4 b392 * b549 + - 4 b392 * b615 - 4 b393 * b688 - 4 b393 * b690 + 4 b393 * b833 - 4 b394 * b395 - 4 b394 * b451 - 4 b394 * b555 + - 4 b395 * b430 - 4 b395 * b475 + 4 b395 * b623 - 4 b396 * b454 - 4 b397 * b597 - 4 b397 * b703 - 4 b397 * b745 + - 4 b398 * b436 - 4 b398 * b499 - 4 b398 * b703 - 4 b399 * b525 + 4 b400 * b401 - 4 b401 * b438 - 4 b402 * b403 + + 4 b403 * b404 - 4 b403 * b438 - 4 b403 * b503 - 4 b404 * b405 - 4 b404 * b805 - 4 b405 * b503 - 4 b406 * b407 + - 4 b406 * b758 - 4 b407 * b505 - 4 b409 * b819 + 4 b410 * b411 - 4 b410 * b511 + 4 b411 * b510 - 4 b413 * b586 + - 4 b413 * b649 - 4 b414 * b652 - 4 b414 * b734 - 4 b415 * b627 - 4 b415 * b747 - 4 b415 * b793 - 4 b416 * b457 + - 4 b416 * b524 - 4 b416 * b747 - 4 b418 * b419 - 4 b419 * b458 - 4 b419 * b532 - 4 b420 * b421 - 4 b420 * b753 + - 4 b421 * b532 - 4 b422 * b423 - 4 b422 * b808 - 4 b423 * b534 - 4 b423 * b809 + 4 b424 * b773 - 4 b426 * b427 + - 4 b426 * b614 - 4 b426 * b686 - 4 b427 * b687 - 4 b428 * b429 - 4 b428 * b618 - 4 b428 * b780 - 4 b430 * b432 + - 4 b431 * b432 - 4 b432 * b792 - 4 b433 * b667 - 4 b433 * b795 - 4 b433 * b848 - 4 b434 * b435 - 4 b435 * b479 + - 4 b435 * b562 - 4 b435 * b795 - 4 b437 * b525 - 4 b437 * b802 - 4 b437 * b855 - 4 b438 * b439 - 4 b439 * b481 + - 4 b439 * b569 - 4 b440 * b441 - 4 b440 * b712 - 4 b441 * b569 - 4 b442 * b443 - 4 b443 * b571 - 4 b443 * b759 + - 4 b444 * b766 - 4 b447 * b645 + 4 b448 * b650 - 4 b449 * b450 - 4 b449 * b834 + 4 b450 * b689 - 4 b451 * b453 + - 4 b451 * b556 + 4 b451 * b664 - 4 b454 * b703 - 4 b454 * b850 - 4 b455 * b456 - 4 b456 * b499 - 4 b456 * b599 + - 4 b456 * b850 - 4 b458 * b459 - 4 b459 * b501 - 4 b459 * b604 - 4 b460 * b461 - 4 b460 * b754 - 4 b461 * b604 + - 4 b462 * b463 - 4 b463 * b718 - 4 b464 * b508 - 4 b464 * b818 - 4 b465 * b466 + 4 b465 * b725 - 4 b466 * b726 + - 4 b467 * b469 + 4 b467 * b583 - 4 b470 * b472 + 4 b471 * b619 - 4 b472 * b619 + 4 b472 * b735 - 4 b473 * b554 + - 4 b473 * b619 - 4 b473 * b657 - 4 b474 * b476 - 4 b474 * b519 + 4 b474 * b700 - 4 b477 * b478 - 4 b478 * b524 + - 4 b478 * b630 + 4 b478 * b851 - 4 b480 * b750 - 4 b481 * b482 - 4 b481 * b529 - 4 b482 * b530 - 4 b482 * b634 + - 4 b483 * b484 - 4 b483 * b806 - 4 b484 * b634 - 4 b485 * b486 - 4 b486 * b676 - 4 b487 * b573 - 4 b487 * b763 + - 4 b488 * b490 + 4 b488 * b681 - 4 b489 * b490 - 4 b489 * b539 - 4 b490 * b771 - 4 b491 * b493 + 4 b491 * b545 + + 4 b492 * b646 - 4 b494 * b495 - 4 b495 * b653 + 4 b495 * b781 - 4 b497 * b498 - 4 b497 * b797 - 4 b498 * b562 + - 4 b498 * b669 + 4 b498 * b796 - 4 b499 * b563 - 4 b500 * b708 + 4 b500 * b857 - 4 b501 * b502 - 4 b501 * b566 + - 4 b502 * b567 - 4 b502 * b674 - 4 b503 * b504 - 4 b503 * b861 - 4 b504 * b674 - 4 b505 * b506 - 4 b506 * b635 + - 4 b507 * b815 - 4 b508 * b510 + 4 b508 * b819 - 4 b509 * b512 + 4 b509 * b642 - 4 b510 * b512 - 4 b510 * b578 + - 4 b511 * b544 - 4 b511 * b640 + 4 b511 * b824 - 4 b512 * b824 + 4 b513 * b514 + 4 b513 * b683 - 4 b514 * b516 + - 4 b517 * b518 - 4 b518 * b691 + 4 b518 * b835 - 4 b519 * b659 + 4 b519 * b788 + 4 b520 * b521 - 4 b522 * b523 + - 4 b523 * b599 - 4 b523 * b706 + 4 b523 * b748 - 4 b524 * b526 - 4 b525 * b528 - 4 b525 * b800 - 4 b526 * b528 + - 4 b526 * b706 + 4 b527 * b529 - 4 b527 * b671 + 4 b527 * b802 - 4 b528 * b529 - 4 b529 * b603 - 4 b530 * b531 + - 4 b530 * b602 - 4 b531 * b603 - 4 b531 * b713 - 4 b532 * b533 - 4 b533 * b713 - 4 b534 * b535 - 4 b535 * b605 + - 4 b535 * b716 - 4 b536 * b538 - 4 b539 * b541 - 4 b540 * b543 + 4 b540 * b610 - 4 b541 * b543 - 4 b541 * b608 + - 4 b542 * b545 + 4 b542 * b771 + 4 b542 * b823 - 4 b543 * b545 - 4 b544 * b645 + 4 b544 * b773 - 4 b545 * b773 + + 4 b546 * b547 + 4 b546 * b727 - 4 b547 * b549 - 4 b550 * b551 + 4 b550 * b833 - 4 b551 * b835 + 4 b552 * b836 + + 4 b553 * b784 - 4 b554 * b555 + 4 b554 * b656 - 4 b554 * b695 - 4 b555 * b557 - 4 b556 * b695 + 4 b556 * b741 + - 4 b557 * b739 - 4 b557 * b741 + 4 b558 * b559 - 4 b560 * b561 - 4 b561 * b630 + 4 b561 * b704 - 4 b561 * b749 + - 4 b562 * b564 - 4 b563 * b669 - 4 b564 * b749 + 4 b565 * b566 - 4 b565 * b631 - 4 b566 * b633 - 4 b567 * b568 + - 4 b567 * b632 - 4 b568 * b633 - 4 b568 * b755 - 4 b569 * b570 - 4 b570 * b755 - 4 b571 * b572 - 4 b572 * b757 + - 4 b573 * b574 - 4 b574 * b812 - 4 b575 * b577 + 4 b576 * b637 - 4 b578 * b580 + 4 b579 * b581 - 4 b579 * b582 + - 4 b580 * b582 - 4 b580 * b639 - 4 b581 * b583 + 4 b581 * b726 + 4 b581 * b770 - 4 b582 * b583 + 4 b584 * b585 + + 4 b584 * b774 - 4 b585 * b586 - 4 b587 * b589 + 4 b588 * b732 + 4 b588 * b781 - 4 b589 * b781 + 4 b590 * b838 + + 4 b592 * b699 - 4 b593 * b699 - 4 b593 * b786 + 4 b594 * b595 - 4 b595 * b596 - 4 b597 * b598 - 4 b598 * b669 + - 4 b598 * b799 - 4 b599 * b600 - 4 b600 * b601 - 4 b600 * b799 + 4 b601 * b602 - 4 b602 * b673 - 4 b603 * b672 + - 4 b603 * b860 - 4 b608 * b609 - 4 b609 * b611 - 4 b609 * b680 + 4 b609 * b725 - 4 b610 * b612 + 4 b610 * b682 + - 4 b611 * b612 - 4 b613 * b614 + 4 b613 * b828 - 4 b615 * b617 + 4 b616 * b735 + 4 b616 * b778 - 4 b617 * b735 + - 4 b619 * b620 + 4 b622 * b663 - 4 b623 * b663 - 4 b623 * b841 + 4 b624 * b625 - 4 b625 * b626 - 4 b626 * b746 + - 4 b627 * b629 - 4 b628 * b629 - 4 b628 * b746 - 4 b628 * b797 - 4 b629 * b706 - 4 b629 * b854 - 4 b630 * b631 + - 4 b631 * b854 - 4 b632 * b710 - 4 b633 * b709 - 4 b633 * b805 + 4 b634 * b711 - 4 b637 * b638 - 4 b639 * b641 + - 4 b640 * b643 + 4 b640 * b769 - 4 b641 * b643 + 4 b641 * b681 - 4 b641 * b724 - 4 b642 * b644 - 4 b643 * b644 + - 4 b644 * b646 - 4 b645 * b647 - 4 b645 * b682 - 4 b646 * b647 - 4 b649 * b651 + 4 b650 * b689 + 4 b650 * b832 + - 4 b651 * b689 + 4 b652 * b654 - 4 b653 * b656 - 4 b654 * b656 + 4 b655 * b658 - 4 b656 * b658 + 4 b657 * b660 + - 4 b658 * b660 + 4 b659 * b662 - 4 b660 * b662 - 4 b661 * b840 + 4 b663 * b790 + 4 b664 * b665 + 4 b664 * b788 + - 4 b665 * b666 - 4 b666 * b794 - 4 b667 * b668 - 4 b668 * b670 - 4 b668 * b749 - 4 b669 * b671 - 4 b670 * b671 + - 4 b670 * b798 - 4 b672 * b752 - 4 b673 * b751 - 4 b673 * b753 - 4 b673 * b860 + 4 b675 * b676 - 4 b677 * b678 + + 4 b677 * b817 - 4 b678 * b679 - 4 b678 * b819 - 4 b679 * b768 - 4 b682 * b683 + 4 b684 * b685 - 4 b686 * b688 + - 4 b691 * b692 - 4 b692 * b694 + 4 b693 * b696 - 4 b694 * b696 + 4 b695 * b698 - 4 b696 * b698 + 4 b699 * b743 + + 4 b700 * b701 + 4 b700 * b741 - 4 b701 * b702 - 4 b702 * b849 - 4 b703 * b705 - 4 b704 * b705 - 4 b704 * b849 + - 4 b705 * b707 - 4 b705 * b799 - 4 b706 * b708 - 4 b707 * b708 - 4 b707 * b853 - 4 b709 * b804 - 4 b710 * b712 + - 4 b710 * b803 - 4 b710 * b805 - 4 b711 * b714 - 4 b712 * b714 - 4 b712 * b804 - 4 b713 * b715 - 4 b714 * b715 + + 4 b717 * b718 - 4 b717 * b719 + 4 b718 * b720 - 4 b719 * b720 - 4 b721 * b722 + 4 b721 * b765 - 4 b722 * b723 + - 4 b723 * b821 - 4 b726 * b727 - 4 b728 * b730 - 4 b731 * b734 - 4 b732 * b734 - 4 b736 * b738 - 4 b736 * b838 + + 4 b737 * b739 - 4 b737 * b837 - 4 b738 * b739 - 4 b739 * b740 - 4 b740 * b742 - 4 b742 * b845 + 4 b743 * b744 + - 4 b743 * b844 - 4 b744 * b745 - 4 b746 * b748 - 4 b747 * b852 - 4 b748 * b852 - 4 b749 * b750 - 4 b751 * b859 + - 4 b752 * b753 - 4 b752 * b754 - 4 b752 * b858 - 4 b754 * b859 - 4 b755 * b756 + 4 b758 * b759 - 4 b758 * b760 + + 4 b759 * b761 + 4 b759 * b811 - 4 b760 * b761 - 4 b762 * b764 + 4 b762 * b815 - 4 b763 * b766 + 4 b763 * b813 + - 4 b764 * b766 - 4 b765 * b767 - 4 b766 * b767 - 4 b767 * b769 - 4 b768 * b770 - 4 b769 * b770 - 4 b771 * b774 + - 4 b772 * b774 - 4 b777 * b780 - 4 b778 * b780 - 4 b783 * b784 - 4 b783 * b785 + 4 b784 * b786 + 4 b784 * b840 + - 4 b785 * b786 - 4 b786 * b787 - 4 b787 * b789 - 4 b789 * b790 + 4 b790 * b791 - 4 b791 * b793 - 4 b794 * b796 + - 4 b795 * b798 - 4 b796 * b798 - 4 b797 * b800 - 4 b798 * b800 - 4 b799 * b801 - 4 b800 * b801 - 4 b804 * b806 + + 4 b805 * b862 - 4 b806 * b862 + 4 b808 * b809 - 4 b808 * b810 + 4 b809 * b812 - 4 b810 * b812 + 4 b811 * b814 + - 4 b812 * b814 - 4 b813 * b816 - 4 b814 * b816 - 4 b815 * b818 - 4 b816 * b818 - 4 b817 * b820 - 4 b818 * b820 + - 4 b819 * b822 - 4 b820 * b822 - 4 b821 * b823 - 4 b822 * b823 - 4 b824 * b826 - 4 b824 * b827 - 4 b825 * b827 + + 4 b827 * b828 - 4 b828 * b829 - 4 b831 * b833 - 4 b831 * b834 - 4 b832 * b834 - 4 b836 * b837 - 4 b837 * b839 + + 4 b838 * b841 - 4 b839 * b841 + 4 b840 * b843 - 4 b841 * b843 + 4 b842 * b844 - 4 b843 * b844 + 4 b845 * b846 + - 4 b846 * b848 - 4 b849 * b851 - 4 b850 * b853 - 4 b851 * b853 - 4 b852 * b854 - 4 b854 * b855 - 4 b855 * b856 + - 4 b856 * b858 - 4 b859 * b861 ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 + b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 + b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 + b324 b325 b326 b327 b328 b329 b330 b331 b332 b333 b334 b335 b336 b337 b338 b339 b340 b341 b342 + b343 b344 b345 b346 b347 b348 b349 b350 b351 b352 b353 b354 b355 b356 b357 b358 b359 b360 b361 + b362 b363 b364 b365 b366 b367 b368 b369 b370 b371 b372 b373 b374 b375 b376 b377 b378 b379 b380 + b381 b382 b383 b384 b385 b386 b387 b388 b389 b390 b391 b392 b393 b394 b395 b396 b397 b398 b399 + b400 b401 b402 b403 b404 b405 b406 b407 b408 b409 b410 b411 b412 b413 b414 b415 b416 b417 b418 + b419 b420 b421 b422 b423 b424 b425 b426 b427 b428 b429 b430 b431 b432 b433 b434 b435 b436 b437 + b438 b439 b440 b441 b442 b443 b444 b445 b446 b447 b448 b449 b450 b451 b452 b453 b454 b455 b456 + b457 b458 b459 b460 b461 b462 b463 b464 b465 b466 b467 b468 b469 b470 b471 b472 b473 b474 b475 + b476 b477 b478 b479 b480 b481 b482 b483 b484 b485 b486 b487 b488 b489 b490 b491 b492 b493 b494 + b495 b496 b497 b498 b499 b500 b501 b502 b503 b504 b505 b506 b507 b508 b509 b510 b511 b512 b513 + b514 b515 b516 b517 b518 b519 b520 b521 b522 b523 b524 b525 b526 b527 b528 b529 b530 b531 b532 + b533 b534 b535 b536 b537 b538 b539 b540 b541 b542 b543 b544 b545 b546 b547 b548 b549 b550 b551 + b552 b553 b554 b555 b556 b557 b558 b559 b560 b561 b562 b563 b564 b565 b566 b567 b568 b569 b570 + b571 b572 b573 b574 b575 b576 b577 b578 b579 b580 b581 b582 b583 b584 b585 b586 b587 b588 b589 + b590 b591 b592 b593 b594 b595 b596 b597 b598 b599 b600 b601 b602 b603 b604 b605 b606 b607 b608 + b609 b610 b611 b612 b613 b614 b615 b616 b617 b618 b619 b620 b621 b622 b623 b624 b625 b626 b627 + b628 b629 b630 b631 b632 b633 b634 b635 b636 b637 b638 b639 b640 b641 b642 b643 b644 b645 b646 + b647 b648 b649 b650 b651 b652 b653 b654 b655 b656 b657 b658 b659 b660 b661 b662 b663 b664 b665 + b666 b667 b668 b669 b670 b671 b672 b673 b674 b675 b676 b677 b678 b679 b680 b681 b682 b683 b684 + b685 b686 b687 b688 b689 b690 b691 b692 b693 b694 b695 b696 b697 b698 b699 b700 b701 b702 b703 + b704 b705 b706 b707 b708 b709 b710 b711 b712 b713 b714 b715 b716 b717 b718 b719 b720 b721 b722 + b723 b724 b725 b726 b727 b728 b729 b730 b731 b732 b733 b734 b735 b736 b737 b738 b739 b740 b741 + b742 b743 b744 b745 b746 b747 b748 b749 b750 b751 b752 b753 b754 b755 b756 b757 b758 b759 b760 + b761 b762 b763 b764 b765 b766 b767 b768 b769 b770 b771 b772 b773 b774 b775 b776 b777 b778 b779 + b780 b781 b782 b783 b784 b785 b786 b787 b788 b789 b790 b791 b792 b793 b794 b795 b796 b797 b798 + b799 b800 b801 b802 b803 b804 b805 b806 b807 b808 b809 b810 b811 b812 b813 b814 b815 b816 b817 + b818 b819 b820 b821 b822 b823 b824 b825 b826 b827 b828 b829 b830 b831 b832 b833 b834 b835 b836 + b837 b838 b839 b840 b841 b842 b843 b844 b845 b846 b847 b848 b849 b850 b851 b852 b853 b854 b855 + b856 b857 b858 b859 b860 b861 b862 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_3832.lp b/test_data/qplib_mittelmann_lp/QPLIB_3832.lp new file mode 100644 index 0000000..2550214 --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_3832.lp @@ -0,0 +1,254 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 561 0 561 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 561 0 561 0 +\ +Maximize + obj: 0 b2 + 0 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 + 0 b13 + 0 b14 + 0 b15 + + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 0 b25 + 0 b26 + 0 b27 + 0 b28 + + 0 b29 + 0 b30 + 0 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + 0 b41 + + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + 0 b54 + + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 0 b62 + 0 b63 + 0 b64 + 0 b65 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b288 * b444 - 4 b288 * b481 - 4 b291 * b313 - 4 b291 * b356 - 4 b292 * b294 - 4 b293 * b314 + + 4 b293 * b359 - 4 b294 * b359 - 4 b295 * b359 - 4 b295 * b361 - 4 b295 * b456 - 4 b296 * b297 - 4 b296 * b335 + + 4 b296 * b427 - 4 b298 * b299 - 4 b299 * b340 - 4 b299 * b432 + 4 b299 * b551 - 4 b301 * b341 - 4 b301 * b436 + - 4 b301 * b555 - 4 b302 * b303 - 4 b302 * b404 - 4 b303 * b346 - 4 b303 * b377 - 4 b304 * b305 - 4 b304 * b518 + - 4 b305 * b377 - 4 b306 * b307 - 4 b307 * b379 - 4 b307 * b409 + 4 b308 * b325 - 4 b308 * b484 - 4 b308 * b521 + - 4 b309 * b311 + 4 b309 * b353 - 4 b312 * b384 + 4 b313 * b451 - 4 b314 * b315 - 4 b315 * b388 + 4 b316 * b317 + - 4 b318 * b319 - 4 b318 * b510 - 4 b319 * b370 - 4 b319 * b469 + 4 b319 * b509 - 4 b320 * b371 - 4 b321 * b322 + - 4 b321 * b437 - 4 b322 * b375 - 4 b322 * b406 - 4 b323 * b324 - 4 b323 * b561 - 4 b324 * b406 - 4 b325 * b407 + - 4 b325 * b442 - 4 b326 * b412 + 4 b326 * b526 + 4 b327 * b328 + 4 b327 * b413 - 4 b328 * b329 - 4 b330 * b331 + - 4 b330 * b417 - 4 b332 * b333 - 4 b333 * b419 + 4 b333 * b453 - 4 b334 * b390 - 4 b334 * b419 + 4 b334 * b539 + - 4 b335 * b392 + 4 b335 * b501 + 4 b336 * b337 - 4 b338 * b339 - 4 b339 * b399 + 4 b339 * b468 - 4 b339 * b512 + - 4 b340 * b342 - 4 b341 * b344 - 4 b341 * b513 - 4 b342 * b344 - 4 b342 * b471 - 4 b342 * b512 + 4 b343 * b345 + - 4 b343 * b470 - 4 b344 * b345 - 4 b345 * b405 - 4 b346 * b348 - 4 b346 * b472 + 4 b347 * b377 - 4 b347 * b439 + + 4 b347 * b559 - 4 b348 * b405 - 4 b348 * b439 - 4 b349 * b350 - 4 b350 * b439 - 4 b351 * b352 - 4 b352 * b440 + - 4 b352 * b482 - 4 b353 * b482 + 4 b354 * b355 + 4 b354 * b446 - 4 b355 * b356 - 4 b357 * b358 - 4 b357 * b449 + - 4 b359 * b360 - 4 b361 * b362 + 4 b361 * b420 - 4 b361 * b458 - 4 b362 * b364 - 4 b363 * b423 + 4 b363 * b462 + - 4 b364 * b462 - 4 b364 * b542 + 4 b365 * b366 - 4 b366 * b367 - 4 b368 * b369 - 4 b369 * b432 - 4 b369 * b554 + - 4 b370 * b372 - 4 b371 * b469 - 4 b372 * b435 - 4 b372 * b554 + 4 b373 * b374 - 4 b373 * b434 - 4 b374 * b438 + - 4 b375 * b376 - 4 b375 * b515 - 4 b376 * b438 - 4 b376 * b476 - 4 b377 * b378 - 4 b378 * b476 - 4 b379 * b380 + - 4 b380 * b479 - 4 b380 * b522 - 4 b381 * b382 - 4 b381 * b444 - 4 b382 * b522 + 4 b383 * b486 - 4 b385 * b386 + - 4 b385 * b489 - 4 b386 * b387 - 4 b388 * b389 - 4 b389 * b391 + 4 b393 * b426 - 4 b393 * b458 + 4 b394 * b501 + - 4 b395 * b507 - 4 b396 * b398 - 4 b397 * b398 - 4 b397 * b507 - 4 b397 * b510 - 4 b398 * b400 - 4 b398 * b469 + - 4 b399 * b401 - 4 b400 * b401 - 4 b400 * b511 - 4 b401 * b402 + 4 b402 * b404 + 4 b402 * b436 + 4 b403 * b435 + + 4 b403 * b473 - 4 b404 * b473 - 4 b405 * b557 - 4 b405 * b560 + 4 b406 * b474 - 4 b407 * b408 - 4 b408 * b519 + - 4 b409 * b411 - 4 b409 * b484 - 4 b410 * b412 - 4 b410 * b413 - 4 b411 * b413 - 4 b412 * b414 - 4 b413 * b414 + - 4 b414 * b415 - 4 b415 * b417 + 4 b415 * b528 + 4 b416 * b532 - 4 b417 * b532 - 4 b418 * b453 - 4 b419 * b420 + - 4 b420 * b422 + 4 b423 * b425 - 4 b424 * b498 + 4 b426 * b463 + 4 b427 * b428 + 4 b427 * b462 - 4 b428 * b429 + - 4 b429 * b549 - 4 b430 * b431 - 4 b431 * b433 - 4 b431 * b512 - 4 b432 * b434 - 4 b433 * b434 - 4 b433 * b553 + + 4 b435 * b437 + 4 b436 * b516 - 4 b437 * b516 - 4 b438 * b517 - 4 b440 * b441 - 4 b441 * b443 - 4 b442 * b445 + + 4 b442 * b520 - 4 b442 * b524 - 4 b443 * b445 - 4 b444 * b446 - 4 b445 * b446 - 4 b447 * b449 + 4 b448 * b490 + - 4 b449 * b490 - 4 b450 * b452 - 4 b455 * b457 + 4 b456 * b459 - 4 b457 * b459 + 4 b458 * b461 - 4 b459 * b461 + - 4 b460 * b541 + 4 b463 * b464 - 4 b463 * b545 - 4 b464 * b466 - 4 b467 * b552 - 4 b468 * b552 - 4 b469 * b470 + + 4 b471 * b472 - 4 b472 * b558 - 4 b473 * b475 - 4 b473 * b560 - 4 b474 * b477 - 4 b475 * b477 - 4 b475 * b558 + - 4 b476 * b478 - 4 b477 * b478 - 4 b479 * b481 + 4 b480 * b482 - 4 b480 * b483 - 4 b481 * b483 - 4 b482 * b485 + - 4 b483 * b485 - 4 b484 * b486 - 4 b485 * b486 - 4 b487 * b489 - 4 b487 * b530 - 4 b488 * b529 + 4 b490 * b533 + - 4 b491 * b493 - 4 b495 * b497 + 4 b496 * b499 - 4 b497 * b499 + 4 b498 * b500 - 4 b499 * b500 - 4 b500 * b502 + - 4 b502 * b503 + 4 b503 * b504 - 4 b504 * b506 - 4 b507 * b509 - 4 b508 * b511 - 4 b509 * b511 - 4 b510 * b513 + - 4 b511 * b513 - 4 b512 * b514 - 4 b513 * b514 - 4 b516 * b517 - 4 b516 * b518 + 4 b517 * b562 - 4 b518 * b562 + - 4 b519 * b521 - 4 b520 * b523 - 4 b521 * b523 - 4 b522 * b525 - 4 b523 * b525 - 4 b524 * b526 - 4 b524 * b527 + - 4 b525 * b527 + 4 b527 * b528 - 4 b528 * b529 - 4 b529 * b531 - 4 b533 * b535 - 4 b538 * b539 - 4 b538 * b540 + + 4 b539 * b542 - 4 b540 * b542 + 4 b541 * b544 - 4 b542 * b544 + 4 b543 * b545 - 4 b544 * b545 - 4 b546 * b547 + - 4 b546 * b548 - 4 b549 * b551 - 4 b550 * b553 - 4 b551 * b553 - 4 b552 * b554 - 4 b554 * b555 - 4 b555 * b556 + - 4 b556 * b557 - 4 b557 * b559 - 4 b558 * b561 - 4 b559 * b561 ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 + b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 + b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 + b324 b325 b326 b327 b328 b329 b330 b331 b332 b333 b334 b335 b336 b337 b338 b339 b340 b341 b342 + b343 b344 b345 b346 b347 b348 b349 b350 b351 b352 b353 b354 b355 b356 b357 b358 b359 b360 b361 + b362 b363 b364 b365 b366 b367 b368 b369 b370 b371 b372 b373 b374 b375 b376 b377 b378 b379 b380 + b381 b382 b383 b384 b385 b386 b387 b388 b389 b390 b391 b392 b393 b394 b395 b396 b397 b398 b399 + b400 b401 b402 b403 b404 b405 b406 b407 b408 b409 b410 b411 b412 b413 b414 b415 b416 b417 b418 + b419 b420 b421 b422 b423 b424 b425 b426 b427 b428 b429 b430 b431 b432 b433 b434 b435 b436 b437 + b438 b439 b440 b441 b442 b443 b444 b445 b446 b447 b448 b449 b450 b451 b452 b453 b454 b455 b456 + b457 b458 b459 b460 b461 b462 b463 b464 b465 b466 b467 b468 b469 b470 b471 b472 b473 b474 b475 + b476 b477 b478 b479 b480 b481 b482 b483 b484 b485 b486 b487 b488 b489 b490 b491 b492 b493 b494 + b495 b496 b497 b498 b499 b500 b501 b502 b503 b504 b505 b506 b507 b508 b509 b510 b511 b512 b513 + b514 b515 b516 b517 b518 b519 b520 b521 b522 b523 b524 b525 b526 b527 b528 b529 b530 b531 b532 + b533 b534 b535 b536 b537 b538 b539 b540 b541 b542 b543 b544 b545 b546 b547 b548 b549 b550 b551 + b552 b553 b554 b555 b556 b557 b558 b559 b560 b561 b562 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_3838.lp b/test_data/qplib_mittelmann_lp/QPLIB_3838.lp new file mode 100644 index 0000000..016b0ed --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_3838.lp @@ -0,0 +1,348 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 780 0 780 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 780 0 780 0 +\ +Maximize + obj: 0 b2 + 0 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 + 0 b13 + 0 b14 + 0 b15 + + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 0 b25 + 0 b26 + 0 b27 + 0 b28 + + 0 b29 + 0 b30 + 0 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + 0 b41 + + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + 0 b54 + + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 0 b62 + 0 b63 + 0 b64 + 0 b65 + 0 b66 + 0 b67 + + 0 b68 + 0 b69 + 0 b70 + 0 b71 + 0 b72 + 0 b73 + 0 b74 + 0 b75 + 0 b76 + 0 b77 + 0 b78 + 0 b79 + 0 b80 + + 0 b81 + 0 b82 + 0 b83 + 0 b84 + 0 b85 + 0 b86 + 0 b87 + 0 b88 + 0 b89 + 0 b90 + 0 b91 + 0 b92 + 0 b93 + + 0 b94 + 0 b95 + 0 b96 + 0 b97 + 0 b98 + 0 b99 + 0 b100 + 0 b101 + 0 b102 + 0 b103 + 0 b104 + 0 b105 + + 0 b106 + 0 b107 + 0 b108 + 0 b109 + 0 b110 + 0 b111 + 0 b112 + 0 b113 + 0 b114 + 0 b115 + 0 b116 + + 0 b117 + 0 b118 + 0 b119 + 0 b120 + 0 b121 + 0 b122 + 0 b123 + 0 b124 + 0 b125 + 0 b126 + 0 b127 + + 0 b128 + 0 b129 + 0 b130 + 0 b131 + 0 b132 + 0 b133 + 0 b134 + 0 b135 + 0 b136 + 0 b137 + 0 b138 + + 0 b139 + 0 b140 + 0 b141 + 0 b142 + 0 b143 + 0 b144 + 0 b145 + 0 b146 + 0 b147 + 0 b148 + 0 b149 + + 0 b150 + 0 b151 + 0 b152 + 0 b153 + 0 b154 + 0 b155 + 0 b156 + 0 b157 + 0 b158 + 0 b159 + 0 b160 + + 0 b161 + 0 b162 + 0 b163 + 0 b164 + 0 b165 + 0 b166 + 0 b167 + 0 b168 + 0 b169 + 0 b170 + 0 b171 + + 0 b172 + 0 b173 + 0 b174 + 0 b175 + 0 b176 + 0 b177 + 0 b178 + 0 b179 + 0 b180 + 0 b181 + 0 b182 + + 0 b183 + 0 b184 + 0 b185 + 0 b186 + 0 b187 + 0 b188 + 0 b189 + 0 b190 + 0 b191 + 0 b192 + 0 b193 + + 0 b194 + 0 b195 + 0 b196 + 0 b197 + 0 b198 + 0 b199 + 0 b200 + 0 b201 + 0 b202 + 0 b203 + 0 b204 + + 0 b205 + 0 b206 + 0 b207 + 0 b208 + 0 b209 + 0 b210 + 0 b211 + 0 b212 + 0 b213 + 0 b214 + 0 b215 + + 0 b216 + 0 b217 + 0 b218 + 0 b219 + 0 b220 + 0 b221 + 0 b222 + 0 b223 + 0 b224 + 0 b225 + 0 b226 + + 0 b227 + 0 b228 + 0 b229 + 0 b230 + 0 b231 + 0 b232 + 0 b233 + 0 b234 + 0 b235 + 0 b236 + 0 b237 + + 0 b238 + 0 b239 + 0 b240 + 0 b241 + 0 b242 + 0 b243 + 0 b244 + 0 b245 + 0 b246 + 0 b247 + 0 b248 + + 0 b249 + 0 b250 + 0 b251 + 0 b252 + 0 b253 + 0 b254 + 0 b255 + 0 b256 + 0 b257 + 0 b258 + 0 b259 + + 0 b260 + 0 b261 + 0 b262 + 0 b263 + 0 b264 + 0 b265 + 0 b266 + 0 b267 + 0 b268 + 0 b269 + 0 b270 + + 0 b271 + 0 b272 + 0 b273 + 0 b274 + 0 b275 + 0 b276 + 0 b277 + 0 b278 + 0 b279 + 0 b280 + 0 b281 + + 0 b282 + 0 b283 + 0 b284 + 0 b285 + 0 b286 + 0 b287 + 0 b288 + 0 b289 + 0 b290 + 0 b291 + 0 b292 + + 0 b293 + 0 b294 + 0 b295 + 0 b296 + 0 b297 + 0 b298 + 0 b299 + 0 b300 + 0 b301 + 0 b302 + 0 b303 + + 0 b304 + 0 b305 + 2 b306 + 2 b307 + 4 b308 + 2 b309 + 2 b310 + 2 b311 + 2 b312 + 2 b313 + 2 b314 + + 2 b315 + 2 b316 + 2 b317 + 2 b318 + 2 b319 + 2 b320 + 2 b321 + 2 b322 + 2 b323 + 2 b324 + 2 b325 + + 2 b326 + 2 b327 + 2 b328 + 2 b329 + 2 b330 + 2 b331 + 2 b332 + 2 b333 + 2 b334 + 2 b335 + 2 b336 + + 2 b337 + 2 b338 + 2 b339 + 4 b340 + 2 b341 + 2 b342 + 2 b343 - 2 b344 + 2 b345 - 2 b346 + 4 b347 + + 2 b348 + 2 b349 + 2 b350 + 2 b351 + 2 b352 + 2 b353 - 2 b354 - 2 b355 - 2 b356 + 2 b357 + 2 b358 + + 4 b359 + 2 b360 + 2 b361 + 4 b362 + 4 b363 + 4 b364 + 2 b365 + 2 b366 + 2 b367 + 2 b368 + 2 b369 + - 2 b370 - 2 b371 - 2 b372 + 4 b373 + 2 b374 + 4 b375 + 4 b376 + 4 b377 + 4 b378 + 2 b379 + 4 b380 + + 2 b381 + 4 b382 + 2 b383 + 2 b384 - 4 b385 + 4 b386 + 4 b387 + 2 b388 + 2 b389 + 2 b390 + 2 b391 + + 4 b392 + 4 b393 + 2 b394 + 2 b395 + 4 b396 + 4 b397 + 4 b398 + 2 b399 + 4 b400 + 2 b401 + 2 b402 + - 2 b403 - 4 b404 + 4 b405 - 2 b406 + 2 b407 + 2 b408 + 2 b409 + 4 b410 + 2 b411 + 2 b412 + 4 b413 + + 2 b414 + 2 b415 + 4 b416 + 4 b417 + 2 b418 + 4 b419 + 2 b420 + 2 b421 - 2 b422 + 4 b423 + 2 b424 + - 2 b425 + 2 b426 - 4 b427 + 4 b428 + 2 b429 + 4 b430 - 2 b431 + 2 b432 + 2 b433 + 2 b434 + 2 b435 + - 2 b436 + 2 b437 + 2 b438 + 4 b439 + 4 b440 + 4 b441 + 4 b442 + 2 b443 - 2 b444 - 2 b445 + 2 b446 + - 2 b447 + 2 b448 + 2 b449 - 4 b450 - 2 b451 + 2 b452 + 4 b453 + 4 b454 + 2 b455 + 4 b456 + 2 b457 + + 2 b458 + 2 b459 - 2 b460 + 4 b461 + 2 b462 + 4 b463 + 4 b464 + 4 b465 - 2 b466 + 4 b467 + 2 b468 + + 4 b469 + 4 b470 + 2 b471 + 2 b472 + 2 b473 - 2 b474 + 4 b475 - 2 b476 + 2 b477 + 2 b478 - 2 b479 + + 2 b480 + 2 b481 - 2 b482 + 4 b483 + 4 b484 + 2 b485 + 2 b486 + 2 b487 + 2 b488 - 2 b489 + 4 b490 + + 2 b491 + 4 b492 + 4 b493 - 2 b494 + 2 b495 + 4 b496 + 4 b497 + 2 b498 + 2 b499 + 4 b500 - 2 b501 + - 2 b502 + 2 b503 + 2 b504 + 2 b505 + 4 b506 + 2 b507 + 4 b508 - 2 b509 + 4 b510 + 2 b511 + 2 b512 + + 2 b513 + 2 b514 + 4 b515 + 2 b516 + 2 b517 - 2 b518 - 2 b519 + 4 b520 + 4 b521 + 2 b522 + 4 b523 + + 4 b524 - 2 b525 + 2 b526 + 4 b527 + 4 b528 + 2 b529 + 2 b530 + 2 b531 + 4 b532 - 2 b533 - 2 b534 + - 4 b535 + 4 b536 + 2 b537 + 2 b538 + 4 b539 + 2 b540 - 2 b541 + 2 b542 + 2 b543 + 2 b544 + 2 b545 + + 2 b546 - 2 b547 + 2 b548 + 2 b549 - 2 b550 - 2 b551 + 4 b552 + 4 b553 + 4 b554 + 4 b555 + 4 b556 + + 4 b557 - 2 b558 + 2 b559 + 4 b560 + 4 b561 + 2 b562 + 2 b563 + 2 b564 + 4 b565 - 2 b566 - 2 b567 + - 4 b568 + 4 b569 + 2 b570 + 2 b571 + 2 b572 + 4 b573 + 2 b574 + 2 b575 + 4 b576 + 2 b577 + 4 b578 + - 2 b579 + 2 b580 + 2 b581 + 2 b582 + 4 b583 - 2 b584 + 2 b585 + 2 b586 + 2 b587 - 2 b588 - 4 b589 + + 4 b590 + 4 b591 + 4 b592 + 4 b593 + 2 b594 + 4 b595 - 2 b596 + 2 b597 + 4 b598 + 4 b599 + 2 b600 + + 4 b601 - 2 b602 - 2 b603 + 2 b604 - 4 b605 + 4 b606 - 2 b607 + 2 b608 + 2 b609 + 2 b610 + 4 b611 + - 4 b612 + 4 b613 + 2 b614 + 2 b615 + 2 b616 + 4 b617 - 2 b618 + 2 b619 + 2 b620 + 2 b621 + 2 b622 + + 2 b623 - 2 b624 - 4 b625 + 2 b626 + 4 b627 + 4 b628 + 2 b629 + 4 b630 + 4 b631 + 4 b632 + 4 b633 + + 2 b634 + 4 b635 + 4 b636 + 2 b637 + 4 b638 - 2 b639 - 2 b640 + 2 b641 - 4 b642 + 4 b643 - 2 b644 + + 2 b645 + 4 b646 + 2 b647 - 2 b648 + 4 b649 - 4 b650 - 2 b651 + 2 b652 + 2 b653 + 4 b654 - 2 b655 + - 2 b656 + 4 b657 + 2 b658 + 2 b659 + 2 b660 + 2 b661 - 2 b662 - 4 b663 + 2 b664 - 2 b665 + 4 b666 + + 2 b667 + 2 b668 + 2 b669 + 4 b670 + 2 b671 + 2 b672 + 4 b673 + 2 b674 + 4 b675 + 4 b676 + 4 b677 + + 2 b678 + 2 b679 - 4 b680 + 4 b681 - 2 b682 + 2 b683 - 2 b684 + 2 b685 - 4 b686 + 4 b687 + 2 b688 + - 2 b689 + 2 b690 + 4 b691 + 2 b692 + 2 b693 - 2 b694 - 4 b695 + 4 b696 - 2 b697 - 4 b698 + 2 b699 + + 4 b700 - 2 b701 + 2 b702 + 4 b703 - 2 b704 + 2 b705 + 2 b706 + 2 b707 - 2 b708 + 2 b709 - 4 b710 + + 2 b711 - 4 b712 + 4 b713 + 2 b714 + 2 b715 + 2 b716 + 4 b717 + 4 b718 + 4 b719 + 4 b720 + 4 b721 + + 2 b722 - 2 b723 + 4 b724 + 2 b725 + 2 b726 + 4 b727 + 2 b728 - 2 b729 + 4 b730 - 2 b731 + 2 b732 + + 4 b733 - 4 b734 + 4 b735 + 2 b736 - 2 b737 + 4 b738 + 4 b739 + 4 b740 - 2 b741 + 4 b742 - 2 b743 + - 4 b744 + 4 b745 - 2 b746 - 4 b747 + 4 b748 + 4 b749 + 2 b750 + 2 b751 + 2 b752 + 4 b753 - 2 b754 + + 4 b755 - 2 b756 + 2 b757 - 2 b758 + 2 b759 - 2 b760 + 2 b761 - 2 b762 + 2 b763 + 2 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b581 - 4 b325 * b701 - 4 b326 * b414 + - 4 b326 * b490 - 4 b326 * b520 - 4 b327 * b342 - 4 b328 * b423 - 4 b328 * b570 + 4 b328 * b685 - 4 b329 * b543 + - 4 b329 * b655 - 4 b330 * b437 - 4 b330 * b521 - 4 b330 * b552 - 4 b331 * b378 + 4 b331 * b414 - 4 b331 * b521 + - 4 b332 * b333 + 4 b332 * b399 - 4 b332 * b470 - 4 b333 * b351 - 4 b334 * b544 - 4 b335 * b461 - 4 b335 * b553 + - 4 b335 * b590 - 4 b336 * b349 + 4 b336 * b395 - 4 b336 * b397 - 4 b336 * b553 - 4 b337 * b338 + 4 b337 * b381 + - 4 b337 * b497 - 4 b338 * b367 - 4 b339 * b582 - 4 b340 * b490 - 4 b340 * b591 - 4 b340 * b627 - 4 b341 * b364 + - 4 b341 * b416 - 4 b341 * b591 - 4 b342 * b343 + 4 b342 * b366 - 4 b342 * b528 - 4 b343 * b382 - 4 b344 * b356 + + 4 b344 * b404 - 4 b345 * b433 - 4 b345 * b616 - 4 b346 * b394 + 4 b346 * b460 - 4 b347 * b521 - 4 b347 * b628 + - 4 b347 * b666 - 4 b348 * b378 - 4 b348 * b439 - 4 b348 * b628 - 4 b349 * b717 + 4 b350 * b351 - 4 b350 * b380 + - 4 b350 * b400 - 4 b351 * b352 - 4 b351 * b561 - 4 b352 * b400 + 4 b353 * b602 - 4 b353 * b681 + 4 b354 * b642 + - 4 b355 * b357 + 4 b355 * b427 - 4 b358 * b454 - 4 b359 * b408 - 4 b359 * b654 - 4 b360 * b361 - 4 b360 * b390 + - 4 b360 * b515 - 4 b361 * b391 - 4 b361 * b435 - 4 b362 * b553 - 4 b362 * b668 - 4 b362 * b713 - 4 b363 * b397 + - 4 b363 * b463 - 4 b363 * b668 - 4 b364 * b464 - 4 b365 * b366 - 4 b366 * b398 - 4 b366 * b419 - 4 b367 * b368 + - 4 b367 * b779 - 4 b368 * b419 - 4 b369 * b638 + 4 b369 * b639 + 4 b370 * b605 - 4 b371 * b373 + 4 b371 * b450 + + 4 b371 * b575 - 4 b373 * b576 - 4 b374 * b456 - 4 b374 * b614 - 4 b375 * b388 - 4 b375 * b700 - 4 b376 * b591 + - 4 b376 * b715 - 4 b376 * b766 - 4 b377 * b416 - 4 b377 * b492 - 4 b377 * b715 - 4 b380 * b381 - 4 b381 * b417 + - 4 b381 * b442 - 4 b382 * b383 - 4 b382 * b726 - 4 b383 * b442 - 4 b384 * b601 + 4 b384 * b682 + 4 b385 * b741 + - 4 b387 * b389 - 4 b387 * b749 - 4 b388 * b456 - 4 b390 * b392 - 4 b390 * b488 + 4 b390 * b663 - 4 b391 * b393 + - 4 b391 * b763 - 4 b392 * b393 - 4 b392 * b763 - 4 b393 * b665 - 4 b394 * b628 - 4 b394 * b768 - 4 b395 * b396 + - 4 b396 * b439 - 4 b396 * b523 - 4 b396 * b768 - 4 b397 * b773 - 4 b398 * b399 - 4 b399 * b440 - 4 b399 * b471 + - 4 b400 * b401 - 4 b400 * b675 - 4 b401 * b471 - 4 b402 * b565 + 4 b402 * b731 + 4 b403 * b572 + 4 b403 * b574 + - 4 b403 * b646 - 4 b407 * b409 - 4 b407 * b433 - 4 b408 * b432 + 4 b408 * b486 - 4 b409 * b486 - 4 b410 * b486 + - 4 b410 * b514 - 4 b411 * b413 - 4 b411 * b459 + 4 b411 * b710 - 4 b414 * b415 - 4 b415 * b463 - 4 b415 * b556 + + 4 b415 * b769 - 4 b417 * b418 - 4 b417 * b468 - 4 b418 * b469 - 4 b418 * b498 - 4 b419 * b420 - 4 b419 * b727 + - 4 b420 * b498 + 4 b421 * b422 - 4 b421 * b532 - 4 b422 * b423 - 4 b423 * b502 - 4 b424 * b426 + 4 b425 * b538 + + 4 b425 * b689 - 4 b425 * b691 - 4 b426 * b691 - 4 b430 * b454 - 4 b431 * b653 - 4 b432 * b434 + 4 b433 * b511 + - 4 b434 * b511 + 4 b435 * b436 + 4 b436 * b765 - 4 b437 * b438 - 4 b438 * b492 - 4 b438 * b593 + 4 b438 * b716 + - 4 b440 * b441 - 4 b440 * b495 - 4 b441 * b496 - 4 b441 * b529 - 4 b442 * b443 - 4 b442 * b780 - 4 b443 * b529 + + 4 b444 * b445 - 4 b444 * b500 - 4 b446 * b448 + 4 b447 * b504 + 4 b447 * b737 - 4 b447 * b739 - 4 b448 * b739 + - 4 b449 * b576 + 4 b449 * b741 + 4 b450 * b451 - 4 b451 * b453 + 4 b451 * b746 - 4 b453 * b484 - 4 b454 * b455 + - 4 b455 * b615 - 4 b456 * b457 - 4 b457 * b545 - 4 b458 * b545 - 4 b458 * b584 + 4 b458 * b754 - 4 b459 * b586 + + 4 b459 * b708 - 4 b461 * b462 - 4 b461 * b717 - 4 b462 * b523 - 4 b462 * b631 + 4 b462 * b669 - 4 b463 * b465 + - 4 b464 * b467 - 4 b464 * b720 - 4 b465 * b467 - 4 b465 * b631 + 4 b466 * b468 - 4 b466 * b671 - 4 b467 * b468 + - 4 b468 * b527 - 4 b469 * b470 - 4 b469 * b526 - 4 b470 * b527 - 4 b470 * b562 - 4 b471 * b472 - 4 b472 * b562 + - 4 b473 * b474 - 4 b473 * b475 - 4 b475 * b730 + 4 b476 * b603 + 4 b477 * b479 - 4 b477 * b480 - 4 b477 * b644 + - 4 b478 * b480 - 4 b478 * b688 - 4 b479 * b481 - 4 b480 * b481 - 4 b482 * b483 + 4 b482 * b743 - 4 b483 * b508 + - 4 b484 * b485 - 4 b485 * b581 - 4 b486 * b487 - 4 b487 * b547 - 4 b488 * b620 + 4 b488 * b662 - 4 b490 * b491 + - 4 b491 * b556 + 4 b491 * b629 - 4 b491 * b670 - 4 b492 * b493 - 4 b493 * b670 + 4 b494 * b495 - 4 b494 * b633 + + 4 b494 * b776 - 4 b495 * b560 - 4 b496 * b497 - 4 b496 * b559 - 4 b497 * b560 - 4 b497 * b599 - 4 b498 * b499 + - 4 b499 * b599 + 4 b502 * b640 + 4 b503 * b534 - 4 b504 * b506 - 4 b504 * b607 - 4 b505 * b506 - 4 b505 * b736 + - 4 b506 * b507 - 4 b508 * b510 - 4 b509 * b510 + 4 b509 * b580 - 4 b510 * b543 - 4 b511 * b513 - 4 b514 * b515 + + 4 b514 * b546 - 4 b514 * b659 - 4 b515 * b517 + 4 b516 * b624 - 4 b516 * b659 - 4 b517 * b624 - 4 b517 * b706 + + 4 b518 * b519 - 4 b519 * b520 - 4 b521 * b522 - 4 b522 * b593 - 4 b522 * b719 - 4 b523 * b524 - 4 b524 * b596 + - 4 b524 * b719 + 4 b525 * b526 - 4 b525 * b595 + 4 b525 * b723 - 4 b526 * b598 - 4 b527 * b528 - 4 b527 * b597 + - 4 b528 * b598 - 4 b528 * b636 - 4 b529 * b530 - 4 b530 * b636 - 4 b531 * b532 - 4 b534 * b536 + 4 b534 * b732 + + 4 b535 * b684 - 4 b537 * b572 - 4 b538 * b539 - 4 b538 * b570 - 4 b539 * b540 + 4 b541 * b747 - 4 b542 * b544 + + 4 b542 * b747 - 4 b545 * b546 + 4 b548 * b588 - 4 b549 * b588 - 4 b549 * b757 + 4 b550 * b551 + 4 b550 * b760 + - 4 b551 * b552 - 4 b552 * b667 - 4 b553 * b555 - 4 b554 * b555 - 4 b554 * b667 - 4 b554 * b717 - 4 b555 * b631 + - 4 b555 * b772 - 4 b556 * b557 - 4 b557 * b558 - 4 b557 * b772 + 4 b558 * b559 - 4 b559 * b635 - 4 b560 * b561 + - 4 b560 * b634 - 4 b561 * b635 - 4 b561 * b676 - 4 b562 * b563 + 4 b562 * b674 - 4 b563 * b676 - 4 b564 * b565 + - 4 b567 * b569 + 4 b567 * b683 + 4 b568 * b571 - 4 b569 * b571 - 4 b572 * b573 - 4 b573 * b575 - 4 b574 * b576 + - 4 b574 * b577 - 4 b575 * b577 - 4 b576 * b578 - 4 b577 * b578 + 4 b577 * b743 + 4 b579 * b698 - 4 b580 * b582 + - 4 b583 * b585 - 4 b587 * b756 + 4 b588 * b710 + 4 b589 * b708 - 4 b590 * b714 - 4 b591 * b592 - 4 b592 * b594 + - 4 b592 * b670 - 4 b593 * b595 - 4 b594 * b595 - 4 b594 * b718 + 4 b596 * b597 - 4 b597 * b673 - 4 b598 * b672 + - 4 b598 * b779 - 4 b600 * b601 - 4 b602 * b604 - 4 b603 * b606 - 4 b604 * b606 + 4 b604 * b734 + 4 b605 * b608 + - 4 b606 * b608 + 4 b607 * b737 - 4 b608 * b737 - 4 b609 * b610 - 4 b609 * b690 + 4 b610 * b694 - 4 b611 * b613 + + 4 b612 * b651 - 4 b613 * b651 - 4 b614 * b616 - 4 b617 * b619 - 4 b617 * b752 + 4 b618 * b621 - 4 b619 * b621 + + 4 b620 * b623 - 4 b621 * b623 + 4 b624 * b663 + 4 b625 * b626 + 4 b625 * b662 - 4 b626 * b627 - 4 b627 * b767 + - 4 b628 * b630 - 4 b629 * b630 - 4 b629 * b767 - 4 b630 * b632 - 4 b630 * b719 - 4 b631 * b633 - 4 b632 * b633 + - 4 b632 * b771 - 4 b634 * b725 - 4 b635 * b724 - 4 b635 * b726 - 4 b637 * b638 - 4 b639 * b641 - 4 b640 * b643 + - 4 b641 * b643 + 4 b642 * b645 - 4 b643 * b645 + 4 b644 * b689 + 4 b644 * b734 - 4 b645 * b689 - 4 b646 * b647 + - 4 b646 * b738 + 4 b647 * b648 - 4 b648 * b649 + 4 b648 * b695 - 4 b652 * b654 - 4 b653 * b748 + 4 b656 * b658 + - 4 b657 * b658 - 4 b657 * b754 - 4 b658 * b660 + 4 b659 * b661 - 4 b660 * b661 + 4 b663 * b664 - 4 b664 * b666 + - 4 b667 * b669 - 4 b668 * b770 - 4 b669 * b770 - 4 b670 * b671 - 4 b672 * b778 - 4 b673 * b675 - 4 b673 * b777 + - 4 b673 * b779 - 4 b674 * b677 - 4 b675 * b677 - 4 b675 * b778 - 4 b676 * b678 - 4 b677 * b678 - 4 b679 * b681 + - 4 b682 * b685 - 4 b683 * b685 - 4 b684 * b687 - 4 b685 * b687 + 4 b686 * b688 - 4 b687 * b688 - 4 b690 * b692 + - 4 b691 * b693 - 4 b692 * b693 - 4 b694 * b696 + 4 b694 * b744 - 4 b696 * b746 - 4 b697 * b745 - 4 b699 * b700 + - 4 b703 * b704 - 4 b703 * b705 + 4 b704 * b706 - 4 b705 * b706 - 4 b706 * b707 - 4 b707 * b709 + 4 b710 * b711 + - 4 b711 * b713 - 4 b714 * b716 - 4 b715 * b718 - 4 b716 * b718 - 4 b717 * b720 - 4 b718 * b720 - 4 b719 * b721 + - 4 b720 * b721 - 4 b721 * b722 - 4 b722 * b724 - 4 b725 * b726 - 4 b725 * b727 + 4 b726 * b781 - 4 b727 * b781 + - 4 b728 * b729 - 4 b728 * b730 - 4 b731 * b733 - 4 b732 * b733 - 4 b733 * b735 + 4 b734 * b736 - 4 b735 * b736 + - 4 b738 * b740 - 4 b739 * b741 - 4 b739 * b742 - 4 b740 * b742 - 4 b743 * b745 - 4 b748 * b749 - 4 b752 * b753 + - 4 b753 * b755 + 4 b754 * b757 - 4 b755 * b757 + 4 b756 * b759 - 4 b757 * b759 + 4 b758 * b761 - 4 b759 * b760 + - 4 b759 * b761 - 4 b761 * b762 + 4 b762 * b764 + 4 b763 * b765 - 4 b763 * b766 - 4 b764 * b766 - 4 b767 * b769 + - 4 b768 * b771 - 4 b769 * b771 - 4 b770 * b772 - 4 b772 * b774 + 4 b773 * b775 - 4 b774 * b775 - 4 b775 * b777 + - 4 b778 * b780 ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 + b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 + b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 + b324 b325 b326 b327 b328 b329 b330 b331 b332 b333 b334 b335 b336 b337 b338 b339 b340 b341 b342 + b343 b344 b345 b346 b347 b348 b349 b350 b351 b352 b353 b354 b355 b356 b357 b358 b359 b360 b361 + b362 b363 b364 b365 b366 b367 b368 b369 b370 b371 b372 b373 b374 b375 b376 b377 b378 b379 b380 + b381 b382 b383 b384 b385 b386 b387 b388 b389 b390 b391 b392 b393 b394 b395 b396 b397 b398 b399 + b400 b401 b402 b403 b404 b405 b406 b407 b408 b409 b410 b411 b412 b413 b414 b415 b416 b417 b418 + b419 b420 b421 b422 b423 b424 b425 b426 b427 b428 b429 b430 b431 b432 b433 b434 b435 b436 b437 + b438 b439 b440 b441 b442 b443 b444 b445 b446 b447 b448 b449 b450 b451 b452 b453 b454 b455 b456 + b457 b458 b459 b460 b461 b462 b463 b464 b465 b466 b467 b468 b469 b470 b471 b472 b473 b474 b475 + b476 b477 b478 b479 b480 b481 b482 b483 b484 b485 b486 b487 b488 b489 b490 b491 b492 b493 b494 + b495 b496 b497 b498 b499 b500 b501 b502 b503 b504 b505 b506 b507 b508 b509 b510 b511 b512 b513 + b514 b515 b516 b517 b518 b519 b520 b521 b522 b523 b524 b525 b526 b527 b528 b529 b530 b531 b532 + b533 b534 b535 b536 b537 b538 b539 b540 b541 b542 b543 b544 b545 b546 b547 b548 b549 b550 b551 + b552 b553 b554 b555 b556 b557 b558 b559 b560 b561 b562 b563 b564 b565 b566 b567 b568 b569 b570 + b571 b572 b573 b574 b575 b576 b577 b578 b579 b580 b581 b582 b583 b584 b585 b586 b587 b588 b589 + b590 b591 b592 b593 b594 b595 b596 b597 b598 b599 b600 b601 b602 b603 b604 b605 b606 b607 b608 + b609 b610 b611 b612 b613 b614 b615 b616 b617 b618 b619 b620 b621 b622 b623 b624 b625 b626 b627 + b628 b629 b630 b631 b632 b633 b634 b635 b636 b637 b638 b639 b640 b641 b642 b643 b644 b645 b646 + b647 b648 b649 b650 b651 b652 b653 b654 b655 b656 b657 b658 b659 b660 b661 b662 b663 b664 b665 + b666 b667 b668 b669 b670 b671 b672 b673 b674 b675 b676 b677 b678 b679 b680 b681 b682 b683 b684 + b685 b686 b687 b688 b689 b690 b691 b692 b693 b694 b695 b696 b697 b698 b699 b700 b701 b702 b703 + b704 b705 b706 b707 b708 b709 b710 b711 b712 b713 b714 b715 b716 b717 b718 b719 b720 b721 b722 + b723 b724 b725 b726 b727 b728 b729 b730 b731 b732 b733 b734 b735 b736 b737 b738 b739 b740 b741 + b742 b743 b744 b745 b746 b747 b748 b749 b750 b751 b752 b753 b754 b755 b756 b757 b758 b759 b760 + b761 b762 b763 b764 b765 b766 b767 b768 b769 b770 b771 b772 b773 b774 b775 b776 b777 b778 b779 + b780 b781 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_3850.lp b/test_data/qplib_mittelmann_lp/QPLIB_3850.lp new file mode 100644 index 0000000..e265cf6 --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_3850.lp @@ -0,0 +1,554 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 1225 0 1225 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 1225 0 1225 0 +\ +Maximize + obj: 0 b2 + 0 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 + 0 b13 + 0 b14 + 0 b15 + + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 0 b25 + 0 b26 + 0 b27 + 0 b28 + + 0 b29 + 0 b30 + 0 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + 0 b41 + + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + 0 b54 + + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 0 b62 + 0 b63 + 0 b64 + 0 b65 + 0 b66 + 0 b67 + + 0 b68 + 0 b69 + 0 b70 + 0 b71 + 0 b72 + 0 b73 + 0 b74 + 0 b75 + 0 b76 + 0 b77 + 0 b78 + 0 b79 + 0 b80 + + 0 b81 + 0 b82 + 0 b83 + 0 b84 + 0 b85 + 0 b86 + 0 b87 + 0 b88 + 0 b89 + 0 b90 + 0 b91 + 0 b92 + 0 b93 + + 0 b94 + 0 b95 + 0 b96 + 0 b97 + 0 b98 + 0 b99 + 0 b100 + 0 b101 + 0 b102 + 0 b103 + 0 b104 + 0 b105 + + 0 b106 + 0 b107 + 0 b108 + 0 b109 + 0 b110 + 0 b111 + 0 b112 + 0 b113 + 0 b114 + 0 b115 + 0 b116 + + 0 b117 + 0 b118 + 0 b119 + 0 b120 + 0 b121 + 0 b122 + 0 b123 + 0 b124 + 0 b125 + 0 b126 + 0 b127 + + 0 b128 + 0 b129 + 0 b130 + 0 b131 + 0 b132 + 0 b133 + 0 b134 + 0 b135 + 0 b136 + 0 b137 + 0 b138 + + 0 b139 + 0 b140 + 0 b141 + 0 b142 + 0 b143 + 0 b144 + 0 b145 + 0 b146 + 0 b147 + 0 b148 + 0 b149 + + 0 b150 + 0 b151 + 0 b152 + 0 b153 + 0 b154 + 0 b155 + 0 b156 + 0 b157 + 0 b158 + 0 b159 + 0 b160 + + 0 b161 + 0 b162 + 0 b163 + 0 b164 + 0 b165 + 0 b166 + 0 b167 + 0 b168 + 0 b169 + 0 b170 + 0 b171 + + 0 b172 + 0 b173 + 0 b174 + 0 b175 + 0 b176 + 0 b177 + 0 b178 + 0 b179 + 0 b180 + 0 b181 + 0 b182 + + 0 b183 + 0 b184 + 0 b185 + 0 b186 + 0 b187 + 0 b188 + 0 b189 + 0 b190 + 0 b191 + 0 b192 + 0 b193 + + 0 b194 + 0 b195 + 0 b196 + 0 b197 + 0 b198 + 0 b199 + 0 b200 + 0 b201 + 0 b202 + 0 b203 + 0 b204 + + 0 b205 + 0 b206 + 0 b207 + 0 b208 + 0 b209 + 0 b210 + 0 b211 + 0 b212 + 0 b213 + 0 b214 + 0 b215 + + 0 b216 + 0 b217 + 0 b218 + 0 b219 + 0 b220 + 0 b221 + 0 b222 + 0 b223 + 0 b224 + 0 b225 + 0 b226 + + 0 b227 + 0 b228 + 0 b229 + 0 b230 + 0 b231 + 0 b232 + 0 b233 + 0 b234 + 0 b235 + 0 b236 + 0 b237 + + 0 b238 + 0 b239 + 0 b240 + 0 b241 + 0 b242 + 0 b243 + 0 b244 + 0 b245 + 0 b246 + 0 b247 + 0 b248 + + 0 b249 + 0 b250 + 0 b251 + 0 b252 + 0 b253 + 0 b254 + 0 b255 + 0 b256 + 0 b257 + 0 b258 + 0 b259 + + 0 b260 + 0 b261 + 0 b262 + 0 b263 + 0 b264 + 0 b265 + 0 b266 + 0 b267 + 0 b268 + 0 b269 + 0 b270 + + 0 b271 + 0 b272 + 0 b273 + 0 b274 + 0 b275 + 0 b276 + 0 b277 + 0 b278 + 0 b279 + 0 b280 + 0 b281 + + 0 b282 + 0 b283 + 0 b284 + 0 b285 + 0 b286 + 0 b287 + 0 b288 + 0 b289 + 0 b290 + 0 b291 + 0 b292 + + 0 b293 + 0 b294 + 0 b295 + 0 b296 + 0 b297 + 0 b298 + 0 b299 + 0 b300 + 0 b301 + 0 b302 + 0 b303 + + 0 b304 + 0 b305 + 0 b306 + 0 b307 + 0 b308 + 0 b309 + 0 b310 + 0 b311 + 0 b312 + 0 b313 + 0 b314 + + 0 b315 + 0 b316 + 0 b317 + 0 b318 + 0 b319 + 0 b320 + 0 b321 + 0 b322 + 0 b323 + 0 b324 + 0 b325 + + 0 b326 + 0 b327 + 0 b328 + 0 b329 + 0 b330 + 0 b331 + 0 b332 + 0 b333 + 0 b334 + 0 b335 + 0 b336 + + 0 b337 + 0 b338 + 0 b339 + 0 b340 + 0 b341 + 0 b342 + 0 b343 + 0 b344 + 0 b345 + 0 b346 + 0 b347 + + 0 b348 + 0 b349 + 0 b350 + 0 b351 + 0 b352 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b511 * b810 - 4 b512 * b712 + 4 b513 * b896 - 4 b513 * b898 + - 4 b513 * b1141 + 4 b514 * b843 - 4 b514 * b965 - 4 b514 * b1173 - 4 b515 * b704 - 4 b515 * b772 - 4 b515 * b849 + - 4 b516 * b744 + 4 b516 * b934 - 4 b517 * b860 + 4 b517 * b937 - 4 b517 * b1203 - 4 b517 * b1206 - 4 b518 * b733 + - 4 b518 * b810 - 4 b518 * b887 - 4 b519 * b781 + 4 b519 * b981 - 4 b520 * b818 + 4 b520 * b1029 - 4 b521 * b688 + + 4 b521 * b1093 - 4 b522 * b542 - 4 b522 * b1053 - 4 b523 * b715 - 4 b523 * b825 + 4 b523 * b1150 + - 4 b524 * b747 - 4 b524 * b864 + 4 b524 * b1212 + 4 b525 * b673 - 4 b526 * b633 - 4 b526 * b785 - 4 b526 * b901 + - 4 b527 * b575 + 4 b527 * b662 - 4 b527 * b785 - 4 b528 * b577 + 4 b529 * b645 - 4 b531 * b662 - 4 b531 * b826 + - 4 b531 * b946 - 4 b532 * b551 - 4 b532 * b591 + 4 b532 * b633 - 4 b532 * b826 - 4 b533 * b595 - 4 b534 * b965 + - 4 b535 * b536 - 4 b536 * b554 + 4 b536 * b844 - 4 b537 * b600 - 4 b537 * b769 - 4 b538 * b569 - 4 b538 * b855 + - 4 b539 * b1138 - 4 b540 * b688 - 4 b540 * b865 - 4 b540 * b996 - 4 b541 * b561 - 4 b541 * b611 - 4 b541 * b865 + - 4 b542 * b543 + 4 b542 * b638 - 4 b542 * b794 - 4 b543 * b614 - 4 b544 * b545 - 4 b545 * b564 + 4 b545 * b882 + - 4 b546 * b600 - 4 b546 * b646 - 4 b547 * b892 - 4 b549 * b715 - 4 b549 * b902 - 4 b549 * b1040 - 4 b550 * b575 + - 4 b550 * b635 - 4 b550 * b902 - 4 b551 * b1155 - 4 b552 * b553 + 4 b552 * b613 - 4 b552 * b833 - 4 b553 * b639 + - 4 b554 * b674 - 4 b555 * b600 - 4 b555 * b674 - 4 b556 * b567 + 4 b556 * b623 + 4 b556 * b1074 - 4 b557 * b932 + - 4 b558 * b1029 - 4 b559 * b747 - 4 b559 * b947 - 4 b559 * b1094 - 4 b560 * b591 - 4 b560 * b664 - 4 b560 * b947 + - 4 b561 * b750 - 4 b562 * b563 + 4 b562 * b594 - 4 b562 * b872 - 4 b563 * b667 - 4 b564 * b646 - 4 b564 * b702 + - 4 b565 * b652 + 4 b566 * b653 - 4 b568 * b741 - 4 b568 * b979 - 4 b570 * b981 - 4 b571 * b572 - 4 b571 * b608 + - 4 b571 * b821 - 4 b572 * b629 - 4 b572 * b713 - 4 b573 * b785 - 4 b573 * b997 - 4 b573 * b1151 - 4 b574 * b611 + - 4 b574 * b690 - 4 b574 * b997 + 4 b576 * b577 - 4 b576 * b665 - 4 b576 * b693 - 4 b577 * b578 - 4 b577 * b1224 + - 4 b578 * b693 - 4 b580 * b581 + 4 b580 * b1058 - 4 b581 * b915 - 4 b581 * b959 - 4 b582 * b584 + 4 b582 * b680 + - 4 b585 * b778 - 4 b585 * b1025 - 4 b586 * b817 - 4 b586 * b1025 - 4 b587 * b657 - 4 b587 * b856 - 4 b587 * b934 + - 4 b588 * b630 + 4 b588 * b1150 - 4 b589 * b826 - 4 b589 * b1041 - 4 b589 * b1213 - 4 b590 * b635 + - 4 b590 * b717 - 4 b590 * b1041 + 4 b592 * b593 - 4 b593 * b691 - 4 b594 * b691 - 4 b594 * b721 - 4 b595 * b596 + - 4 b595 * b1164 - 4 b596 * b721 + 4 b598 * b1008 + 4 b599 * b1109 - 4 b601 * b676 + 4 b601 * b1182 + - 4 b602 * b1126 - 4 b603 * b605 + 4 b603 * b1192 + 4 b604 * b1190 - 4 b605 * b926 - 4 b606 * b815 + - 4 b606 * b1081 - 4 b607 * b893 - 4 b608 * b659 - 4 b608 * b783 + 4 b608 * b1091 - 4 b609 * b865 - 4 b609 * b1095 + - 4 b610 * b664 - 4 b610 * b749 - 4 b610 * b1095 - 4 b612 * b613 - 4 b613 * b719 - 4 b613 * b758 - 4 b614 * b615 + - 4 b614 * b1102 - 4 b615 * b758 - 4 b616 * b798 + 4 b616 * b1006 - 4 b617 * b619 - 4 b617 * b877 + 4 b617 * b1107 + + 4 b619 * b1169 - 4 b620 * b649 + 4 b620 * b1121 - 4 b621 * b649 - 4 b621 * b807 + 4 b621 * b924 - 4 b622 * b1187 + - 4 b625 * b710 - 4 b625 * b854 - 4 b625 * b1134 - 4 b626 * b627 - 4 b626 * b933 - 4 b628 * b630 - 4 b628 * b745 + + 4 b628 * b1148 - 4 b629 * b631 - 4 b630 * b631 - 4 b631 * b1039 - 4 b632 * b902 - 4 b632 * b1153 + - 4 b633 * b634 - 4 b634 * b690 - 4 b634 * b787 - 4 b634 * b1153 - 4 b636 * b750 - 4 b636 * b1047 - 4 b636 * b1220 + - 4 b637 * b638 - 4 b638 * b755 - 4 b638 * b795 - 4 b639 * b640 - 4 b639 * b1051 - 4 b640 * b795 + 4 b641 * b1056 + - 4 b642 * b644 - 4 b642 * b914 + 4 b642 * b1167 - 4 b645 * b881 - 4 b645 * b1059 - 4 b646 * b648 - 4 b647 * b650 + + 4 b647 * b1067 - 4 b648 * b650 - 4 b648 * b847 + 4 b648 * b973 + 4 b651 * b851 - 4 b652 * b739 - 4 b652 * b849 + + 4 b652 * b1019 - 4 b655 * b742 - 4 b655 * b891 - 4 b655 * b1196 - 4 b656 * b658 - 4 b656 * b980 - 4 b657 * b817 + + 4 b659 * b660 - 4 b660 * b995 + 4 b660 * b1093 - 4 b661 * b947 - 4 b661 * b1215 - 4 b662 * b663 - 4 b663 * b717 + - 4 b663 * b828 - 4 b663 * b1215 - 4 b665 * b666 - 4 b666 * b792 - 4 b666 * b834 - 4 b667 * b668 - 4 b667 * b1103 + - 4 b668 * b834 + 4 b669 * b1107 - 4 b670 * b672 - 4 b670 * b957 - 4 b673 * b1112 - 4 b674 * b675 - 4 b675 * b677 + - 4 b675 * b885 + 4 b675 * b1018 + 4 b676 * b734 - 4 b677 * b734 - 4 b678 * b679 + 4 b678 * b812 - 4 b679 * b1073 + - 4 b682 * b779 - 4 b682 * b930 - 4 b683 * b684 - 4 b683 * b1027 - 4 b684 * b857 - 4 b685 * b820 - 4 b685 * b857 + - 4 b685 * b986 + 4 b686 * b687 - 4 b687 * b945 + 4 b687 * b1150 - 4 b688 * b689 - 4 b689 * b749 - 4 b689 * b867 + + 4 b689 * b1216 - 4 b691 * b692 - 4 b691 * b754 - 4 b692 * b832 - 4 b692 * b873 - 4 b693 * b694 - 4 b693 * b1165 + - 4 b694 * b873 + 4 b695 * b696 - 4 b696 * b697 + 4 b696 * b1167 - 4 b697 * b958 - 4 b698 * b700 - 4 b698 * b1007 + - 4 b700 * b958 - 4 b701 * b1172 - 4 b702 * b703 - 4 b703 * b704 - 4 b703 * b922 + 4 b703 * b1069 - 4 b704 * b771 + - 4 b705 * b708 + 4 b705 * b774 - 4 b706 * b708 - 4 b706 * b771 + 4 b706 * b1187 + 4 b707 * b772 + 4 b707 * b925 + - 4 b707 * b1127 + 4 b707 * b1186 - 4 b708 * b1127 - 4 b711 * b712 - 4 b711 * b1083 - 4 b712 * b894 + + 4 b712 * b1028 + 4 b713 * b714 + 4 b714 * b1212 - 4 b715 * b716 - 4 b715 * b1155 - 4 b716 * b787 + - 4 b716 * b905 + 4 b716 * b1154 - 4 b717 * b788 - 4 b718 * b1046 - 4 b719 * b720 - 4 b719 * b791 - 4 b720 * b871 + - 4 b720 * b910 - 4 b721 * b722 - 4 b721 * b1225 - 4 b722 * b910 + 4 b723 * b724 - 4 b724 * b725 - 4 b726 * b728 + - 4 b726 * b800 - 4 b726 * b1057 - 4 b729 * b730 - 4 b731 * b732 - 4 b732 * b733 - 4 b732 * b969 + 4 b732 * b1123 + - 4 b733 * b809 - 4 b734 * b736 + 4 b735 * b737 - 4 b735 * b738 - 4 b736 * b738 - 4 b736 * b809 + 4 b736 * b1126 + + 4 b737 * b1125 - 4 b737 * b1188 - 4 b738 * b1188 - 4 b739 * b926 + 4 b739 * b1190 - 4 b740 * b741 + + 4 b740 * b1130 - 4 b743 * b744 - 4 b743 * b1136 - 4 b744 * b935 + 4 b744 * b1084 - 4 b745 * b897 + + 4 b745 * b1036 - 4 b747 * b748 - 4 b748 * b828 - 4 b748 * b949 + 4 b748 * b1096 - 4 b749 * b751 - 4 b750 * b753 + - 4 b750 * b1158 - 4 b751 * b753 - 4 b751 * b949 + 4 b752 * b754 - 4 b752 * b1001 + 4 b752 * b1161 + - 4 b753 * b754 - 4 b754 * b909 - 4 b755 * b757 - 4 b755 * b831 + 4 b756 * b873 - 4 b756 * b953 - 4 b757 * b909 + - 4 b757 * b953 - 4 b758 * b759 - 4 b759 * b953 + 4 b760 * b761 - 4 b761 * b762 - 4 b763 * b764 - 4 b763 * b765 + - 4 b763 * b1108 - 4 b766 * b768 - 4 b766 * b1171 - 4 b767 * b768 - 4 b768 * b1061 - 4 b769 * b846 + - 4 b771 * b773 - 4 b772 * b775 - 4 b773 * b775 + 4 b773 * b1072 - 4 b774 * b776 + 4 b774 * b1071 - 4 b775 * b776 + - 4 b777 * b778 + 4 b777 * b1076 - 4 b778 * b1080 - 4 b780 * b781 - 4 b780 * b1198 - 4 b781 * b982 + + 4 b781 * b1137 - 4 b782 * b859 - 4 b782 * b982 + 4 b782 * b1140 - 4 b783 * b939 + 4 b783 * b992 - 4 b785 * b786 + - 4 b786 * b867 - 4 b786 * b999 + 4 b786 * b1042 - 4 b787 * b789 - 4 b788 * b905 - 4 b789 * b999 + 4 b790 * b791 + - 4 b790 * b950 + 4 b790 * b1099 - 4 b791 * b952 - 4 b792 * b794 - 4 b792 * b870 + 4 b793 * b834 - 4 b793 * b1004 + - 4 b794 * b952 - 4 b794 * b1004 - 4 b795 * b796 - 4 b796 * b1004 + 4 b798 * b1169 - 4 b799 * b1169 + + 4 b800 * b801 - 4 b801 * b802 - 4 b802 * b803 - 4 b803 * b1114 - 4 b805 * b884 - 4 b806 * b969 - 4 b806 * b1066 + - 4 b809 * b811 - 4 b810 * b813 - 4 b811 * b813 - 4 b812 * b814 - 4 b813 * b814 - 4 b815 * b1023 - 4 b817 * b818 + - 4 b818 * b1030 + 4 b818 * b1199 - 4 b819 * b1030 + 4 b819 * b1202 - 4 b820 * b821 + 4 b820 * b936 + - 4 b820 * b988 - 4 b821 * b823 + 4 b822 * b942 - 4 b822 * b988 - 4 b823 * b942 - 4 b823 * b1143 - 4 b824 * b825 + - 4 b826 * b827 - 4 b827 * b905 - 4 b827 * b1044 - 4 b828 * b829 - 4 b829 * b907 - 4 b829 * b1044 + 4 b830 * b831 + - 4 b830 * b906 + 4 b830 * b1047 - 4 b831 * b1003 - 4 b832 * b833 - 4 b832 * b908 - 4 b833 * b1003 + - 4 b833 * b1052 - 4 b834 * b835 - 4 b835 * b1052 + 4 b836 * b838 - 4 b837 * b838 - 4 b838 * b840 + 4 b839 * b1109 + - 4 b840 * b1109 - 4 b841 * b842 - 4 b842 * b843 - 4 b843 * b1174 - 4 b845 * b921 - 4 b846 * b1014 + - 4 b846 * b1120 - 4 b849 * b852 - 4 b850 * b852 - 4 b851 * b853 - 4 b852 * b853 - 4 b854 * b977 - 4 b855 * b856 + - 4 b856 * b1199 - 4 b857 * b858 + 4 b860 * b899 - 4 b861 * b899 - 4 b861 * b1205 + 4 b862 * b863 + 4 b862 * b1208 + - 4 b863 * b864 - 4 b865 * b866 - 4 b866 * b949 - 4 b866 * b1097 - 4 b867 * b868 - 4 b868 * b869 - 4 b868 * b1097 + + 4 b869 * b870 - 4 b870 * b1049 - 4 b871 * b872 - 4 b871 * b951 - 4 b872 * b1049 - 4 b872 * b1104 + - 4 b873 * b874 - 4 b874 * b1104 + 4 b875 * b876 - 4 b876 * b877 - 4 b876 * b1167 - 4 b877 * b1058 + - 4 b878 * b879 - 4 b879 * b880 - 4 b882 * b1177 - 4 b883 * b968 - 4 b884 * b1066 - 4 b884 * b1181 + - 4 b885 * b1016 - 4 b887 * b889 - 4 b888 * b889 - 4 b889 * b890 - 4 b891 * b931 - 4 b892 * b893 - 4 b893 * b1137 + - 4 b894 * b895 + 4 b899 * b1148 + 4 b900 * b1146 - 4 b901 * b1152 - 4 b902 * b904 - 4 b903 * b904 + - 4 b903 * b1152 - 4 b903 * b1155 - 4 b904 * b999 - 4 b904 * b1157 - 4 b905 * b906 - 4 b906 * b1157 + + 4 b907 * b908 - 4 b908 * b1101 - 4 b909 * b1002 - 4 b909 * b1224 + 4 b910 * b1050 + 4 b911 * b912 + - 4 b912 * b914 - 4 b912 * b1107 + 4 b913 * b1008 - 4 b913 * b1106 - 4 b914 * b1008 - 4 b915 * b917 + - 4 b916 * b917 - 4 b917 * b918 - 4 b918 * b919 - 4 b920 * b1013 - 4 b921 * b923 - 4 b921 * b1120 - 4 b922 * b971 + - 4 b923 * b971 - 4 b923 * b1013 - 4 b924 * b1183 - 4 b925 * b926 - 4 b925 * b927 - 4 b925 * b1126 + - 4 b926 * b928 - 4 b927 * b928 + 4 b927 * b1130 - 4 b928 * b929 - 4 b929 * b930 + 4 b931 * b1081 - 4 b932 * b933 + + 4 b932 * b1024 - 4 b933 * b1084 - 4 b935 * b936 - 4 b936 * b938 + 4 b939 * b941 - 4 b940 * b1142 + + 4 b942 * b1091 + 4 b943 * b944 - 4 b944 * b946 + 4 b945 * b1214 - 4 b946 * b1214 - 4 b947 * b948 + - 4 b948 * b1044 - 4 b948 * b1219 - 4 b949 * b950 - 4 b950 * b1219 - 4 b951 * b1163 - 4 b952 * b1048 + - 4 b952 * b1164 + 4 b954 * b955 - 4 b955 * b957 - 4 b955 * b1056 - 4 b956 * b1055 - 4 b958 * b959 + - 4 b958 * b1168 - 4 b959 * b960 - 4 b960 * b962 - 4 b961 * b963 - 4 b962 * b963 - 4 b963 * b964 - 4 b964 * b966 + - 4 b967 * b1065 - 4 b968 * b970 - 4 b968 * b1181 - 4 b969 * b972 - 4 b970 * b972 - 4 b970 * b1065 + - 4 b971 * b1184 - 4 b972 * b1123 + 4 b973 * b1070 - 4 b973 * b1122 - 4 b974 * b975 - 4 b974 * b1187 + + 4 b975 * b1076 + 4 b976 * b1075 - 4 b976 * b1193 + 4 b977 * b1134 + 4 b978 * b979 - 4 b979 * b980 + - 4 b980 * b1028 + 4 b981 * b983 - 4 b982 * b985 - 4 b983 * b985 + 4 b984 * b987 - 4 b985 * b987 + 4 b986 * b989 + - 4 b987 * b989 + 4 b988 * b991 - 4 b989 * b991 - 4 b990 * b1204 + 4 b992 * b1037 + 4 b993 * b994 + 4 b993 * b1036 + - 4 b994 * b996 - 4 b997 * b998 - 4 b998 * b1000 - 4 b998 * b1097 - 4 b999 * b1001 - 4 b1000 * b1001 + - 4 b1000 * b1156 - 4 b1002 * b1223 - 4 b1003 * b1100 - 4 b1003 * b1102 - 4 b1005 * b1006 - 4 b1005 * b1007 + - 4 b1009 * b1010 - 4 b1010 * b1011 - 4 b1011 * b1012 - 4 b1013 * b1015 - 4 b1014 * b1017 - 4 b1015 * b1017 + - 4 b1015 * b1118 - 4 b1016 * b1181 - 4 b1017 * b1069 - 4 b1018 * b1068 + 4 b1018 * b1124 - 4 b1019 * b1020 + + 4 b1020 * b1021 - 4 b1021 * b1131 + 4 b1022 * b1024 - 4 b1022 * b1194 + 4 b1023 * b1196 - 4 b1025 * b1027 + - 4 b1030 * b1031 - 4 b1031 * b1033 + 4 b1032 * b1034 - 4 b1033 * b1034 - 4 b1034 * b1035 + 4 b1037 * b1038 + - 4 b1038 * b1040 - 4 b1041 * b1043 - 4 b1042 * b1043 - 4 b1043 * b1045 - 4 b1043 * b1157 - 4 b1044 * b1046 + - 4 b1045 * b1046 - 4 b1045 * b1218 - 4 b1049 * b1051 - 4 b1049 * b1162 - 4 b1050 * b1053 - 4 b1051 * b1053 + - 4 b1052 * b1054 - 4 b1053 * b1054 - 4 b1055 * b1057 - 4 b1059 * b1060 - 4 b1060 * b1062 - 4 b1061 * b1063 + - 4 b1062 * b1063 - 4 b1064 * b1179 - 4 b1065 * b1067 - 4 b1066 * b1068 - 4 b1067 * b1068 - 4 b1067 * b1179 + + 4 b1069 * b1185 - 4 b1070 * b1071 - 4 b1071 * b1185 - 4 b1072 * b1074 - 4 b1073 * b1075 - 4 b1074 * b1075 + - 4 b1076 * b1077 - 4 b1077 * b1079 - 4 b1077 * b1133 - 4 b1078 * b1132 - 4 b1081 * b1083 - 4 b1082 * b1196 + - 4 b1085 * b1087 - 4 b1085 * b1202 + 4 b1086 * b1088 - 4 b1086 * b1201 - 4 b1087 * b1088 - 4 b1088 * b1089 + - 4 b1089 * b1090 - 4 b1089 * b1208 + 4 b1091 * b1092 - 4 b1092 * b1094 - 4 b1095 * b1217 - 4 b1096 * b1217 + - 4 b1097 * b1098 - 4 b1101 * b1103 - 4 b1101 * b1222 - 4 b1101 * b1224 - 4 b1102 * b1223 - 4 b1104 * b1105 + - 4 b1106 * b1108 - 4 b1112 * b1113 - 4 b1113 * b1115 - 4 b1114 * b1116 - 4 b1115 * b1116 - 4 b1117 * b1119 + - 4 b1118 * b1121 - 4 b1119 * b1121 - 4 b1120 * b1122 - 4 b1121 * b1122 - 4 b1124 * b1125 - 4 b1126 * b1128 + - 4 b1127 * b1129 - 4 b1128 * b1129 - 4 b1130 * b1132 - 4 b1131 * b1195 - 4 b1134 * b1135 - 4 b1134 * b1136 + - 4 b1139 * b1140 - 4 b1139 * b1141 + 4 b1140 * b1143 + 4 b1140 * b1204 - 4 b1141 * b1143 + 4 b1142 * b1145 + + 4 b1142 * b1202 - 4 b1143 * b1145 + 4 b1144 * b1147 - 4 b1145 * b1146 - 4 b1145 * b1147 + 4 b1148 * b1149 + - 4 b1149 * b1151 - 4 b1152 * b1154 - 4 b1153 * b1156 - 4 b1154 * b1156 - 4 b1155 * b1158 - 4 b1156 * b1158 + - 4 b1157 * b1159 - 4 b1158 * b1159 - 4 b1159 * b1160 - 4 b1160 * b1162 - 4 b1163 * b1164 - 4 b1163 * b1165 + + 4 b1164 * b1226 - 4 b1165 * b1226 - 4 b1166 * b1168 - 4 b1172 * b1173 - 4 b1173 * b1175 - 4 b1174 * b1177 + - 4 b1175 * b1177 - 4 b1178 * b1180 - 4 b1179 * b1182 - 4 b1180 * b1182 - 4 b1181 * b1183 - 4 b1182 * b1183 + - 4 b1185 * b1186 - 4 b1187 * b1189 - 4 b1188 * b1190 - 4 b1188 * b1191 - 4 b1189 * b1191 - 4 b1192 * b1194 + - 4 b1196 * b1198 - 4 b1197 * b1198 - 4 b1200 * b1201 - 4 b1201 * b1203 + 4 b1202 * b1205 - 4 b1203 * b1205 + + 4 b1204 * b1207 - 4 b1205 * b1207 + 4 b1206 * b1209 - 4 b1207 * b1209 - 4 b1209 * b1210 + 4 b1210 * b1211 + - 4 b1211 * b1212 - 4 b1211 * b1213 - 4 b1214 * b1216 - 4 b1215 * b1218 - 4 b1216 * b1218 - 4 b1217 * b1219 + - 4 b1219 * b1220 - 4 b1220 * b1221 - 4 b1221 * b1222 - 4 b1223 * b1225 ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 + b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 + b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 + b324 b325 b326 b327 b328 b329 b330 b331 b332 b333 b334 b335 b336 b337 b338 b339 b340 b341 b342 + b343 b344 b345 b346 b347 b348 b349 b350 b351 b352 b353 b354 b355 b356 b357 b358 b359 b360 b361 + b362 b363 b364 b365 b366 b367 b368 b369 b370 b371 b372 b373 b374 b375 b376 b377 b378 b379 b380 + b381 b382 b383 b384 b385 b386 b387 b388 b389 b390 b391 b392 b393 b394 b395 b396 b397 b398 b399 + b400 b401 b402 b403 b404 b405 b406 b407 b408 b409 b410 b411 b412 b413 b414 b415 b416 b417 b418 + b419 b420 b421 b422 b423 b424 b425 b426 b427 b428 b429 b430 b431 b432 b433 b434 b435 b436 b437 + b438 b439 b440 b441 b442 b443 b444 b445 b446 b447 b448 b449 b450 b451 b452 b453 b454 b455 b456 + b457 b458 b459 b460 b461 b462 b463 b464 b465 b466 b467 b468 b469 b470 b471 b472 b473 b474 b475 + b476 b477 b478 b479 b480 b481 b482 b483 b484 b485 b486 b487 b488 b489 b490 b491 b492 b493 b494 + b495 b496 b497 b498 b499 b500 b501 b502 b503 b504 b505 b506 b507 b508 b509 b510 b511 b512 b513 + b514 b515 b516 b517 b518 b519 b520 b521 b522 b523 b524 b525 b526 b527 b528 b529 b530 b531 b532 + b533 b534 b535 b536 b537 b538 b539 b540 b541 b542 b543 b544 b545 b546 b547 b548 b549 b550 b551 + b552 b553 b554 b555 b556 b557 b558 b559 b560 b561 b562 b563 b564 b565 b566 b567 b568 b569 b570 + b571 b572 b573 b574 b575 b576 b577 b578 b579 b580 b581 b582 b583 b584 b585 b586 b587 b588 b589 + b590 b591 b592 b593 b594 b595 b596 b597 b598 b599 b600 b601 b602 b603 b604 b605 b606 b607 b608 + b609 b610 b611 b612 b613 b614 b615 b616 b617 b618 b619 b620 b621 b622 b623 b624 b625 b626 b627 + b628 b629 b630 b631 b632 b633 b634 b635 b636 b637 b638 b639 b640 b641 b642 b643 b644 b645 b646 + b647 b648 b649 b650 b651 b652 b653 b654 b655 b656 b657 b658 b659 b660 b661 b662 b663 b664 b665 + b666 b667 b668 b669 b670 b671 b672 b673 b674 b675 b676 b677 b678 b679 b680 b681 b682 b683 b684 + b685 b686 b687 b688 b689 b690 b691 b692 b693 b694 b695 b696 b697 b698 b699 b700 b701 b702 b703 + b704 b705 b706 b707 b708 b709 b710 b711 b712 b713 b714 b715 b716 b717 b718 b719 b720 b721 b722 + b723 b724 b725 b726 b727 b728 b729 b730 b731 b732 b733 b734 b735 b736 b737 b738 b739 b740 b741 + b742 b743 b744 b745 b746 b747 b748 b749 b750 b751 b752 b753 b754 b755 b756 b757 b758 b759 b760 + b761 b762 b763 b764 b765 b766 b767 b768 b769 b770 b771 b772 b773 b774 b775 b776 b777 b778 b779 + b780 b781 b782 b783 b784 b785 b786 b787 b788 b789 b790 b791 b792 b793 b794 b795 b796 b797 b798 + b799 b800 b801 b802 b803 b804 b805 b806 b807 b808 b809 b810 b811 b812 b813 b814 b815 b816 b817 + b818 b819 b820 b821 b822 b823 b824 b825 b826 b827 b828 b829 b830 b831 b832 b833 b834 b835 b836 + b837 b838 b839 b840 b841 b842 b843 b844 b845 b846 b847 b848 b849 b850 b851 b852 b853 b854 b855 + b856 b857 b858 b859 b860 b861 b862 b863 b864 b865 b866 b867 b868 b869 b870 b871 b872 b873 b874 + b875 b876 b877 b878 b879 b880 b881 b882 b883 b884 b885 b886 b887 b888 b889 b890 b891 b892 b893 + b894 b895 b896 b897 b898 b899 b900 b901 b902 b903 b904 b905 b906 b907 b908 b909 b910 b911 b912 + b913 b914 b915 b916 b917 b918 b919 b920 b921 b922 b923 b924 b925 b926 b927 b928 b929 b930 b931 + b932 b933 b934 b935 b936 b937 b938 b939 b940 b941 b942 b943 b944 b945 b946 b947 b948 b949 b950 + b951 b952 b953 b954 b955 b956 b957 b958 b959 b960 b961 b962 b963 b964 b965 b966 b967 b968 b969 + b970 b971 b972 b973 b974 b975 b976 b977 b978 b979 b980 b981 b982 b983 b984 b985 b986 b987 b988 + b989 b990 b991 b992 b993 b994 b995 b996 b997 b998 b999 b1000 b1001 b1002 b1003 b1004 b1005 + b1006 b1007 b1008 b1009 b1010 b1011 b1012 b1013 b1014 b1015 b1016 b1017 b1018 b1019 b1020 b1021 + b1022 b1023 b1024 b1025 b1026 b1027 b1028 b1029 b1030 b1031 b1032 b1033 b1034 b1035 b1036 b1037 + b1038 b1039 b1040 b1041 b1042 b1043 b1044 b1045 b1046 b1047 b1048 b1049 b1050 b1051 b1052 b1053 + b1054 b1055 b1056 b1057 b1058 b1059 b1060 b1061 b1062 b1063 b1064 b1065 b1066 b1067 b1068 b1069 + b1070 b1071 b1072 b1073 b1074 b1075 b1076 b1077 b1078 b1079 b1080 b1081 b1082 b1083 b1084 b1085 + b1086 b1087 b1088 b1089 b1090 b1091 b1092 b1093 b1094 b1095 b1096 b1097 b1098 b1099 b1100 b1101 + b1102 b1103 b1104 b1105 b1106 b1107 b1108 b1109 b1110 b1111 b1112 b1113 b1114 b1115 b1116 b1117 + b1118 b1119 b1120 b1121 b1122 b1123 b1124 b1125 b1126 b1127 b1128 b1129 b1130 b1131 b1132 b1133 + b1134 b1135 b1136 b1137 b1138 b1139 b1140 b1141 b1142 b1143 b1144 b1145 b1146 b1147 b1148 b1149 + b1150 b1151 b1152 b1153 b1154 b1155 b1156 b1157 b1158 b1159 b1160 b1161 b1162 b1163 b1164 b1165 + b1166 b1167 b1168 b1169 b1170 b1171 b1172 b1173 b1174 b1175 b1176 b1177 b1178 b1179 b1180 b1181 + b1182 b1183 b1184 b1185 b1186 b1187 b1188 b1189 b1190 b1191 b1192 b1193 b1194 b1195 b1196 b1197 + b1198 b1199 b1200 b1201 b1202 b1203 b1204 b1205 b1206 b1207 b1208 b1209 b1210 b1211 b1212 b1213 + b1214 b1215 b1216 b1217 b1218 b1219 b1220 b1221 b1222 b1223 b1224 b1225 b1226 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_3852.lp b/test_data/qplib_mittelmann_lp/QPLIB_3852.lp new file mode 100644 index 0000000..fe0c430 --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_3852.lp @@ -0,0 +1,115 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 231 0 231 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 231 0 231 0 +\ +Maximize + obj: 0 b2 + 0 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 + 0 b13 + 0 b14 + 0 b15 + + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 0 b25 + 0 b26 + 0 b27 + 0 b28 + + 0 b29 + 0 b30 + 0 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + 0 b41 + + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + 0 b54 + + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 0 b62 + 0 b63 + 0 b64 + 0 b65 + 0 b66 + 0 b67 + + 0 b68 + 0 b69 + 0 b70 + 2 b71 + 2 b72 + 2 b73 + 2 b74 + 2 b75 + 2 b76 + 2 b77 + 4 b78 + 2 b79 + 2 b80 + + 2 b81 + 2 b82 + 2 b83 + 4 b84 + 2 b85 + 2 b86 + 2 b87 + 2 b88 + 2 b89 + 2 b90 + 4 b91 + 2 b92 + 2 b93 + + 2 b94 + 2 b95 + 2 b96 + 4 b97 + 4 b98 + 4 b99 + 4 b100 + 4 b101 + 4 b102 + 2 b103 + 2 b104 + 2 b105 + + 2 b106 + 4 b107 + 2 b108 - 2 b109 + 4 b110 + 2 b111 + 4 b112 + 2 b113 + 4 b114 + 4 b115 + 4 b116 + + 2 b117 + 2 b118 + 2 b119 + 2 b120 + 2 b121 + 2 b122 + 2 b123 - 2 b124 - 2 b125 + 4 b126 + 2 b127 + + 4 b128 + 4 b129 + 2 b130 + 2 b131 + 4 b132 + 2 b133 + 4 b134 + 4 b135 + 4 b136 + 2 b137 - 2 b138 + + 2 b139 + 2 b140 + 2 b141 + 2 b142 - 2 b143 - 2 b144 - 2 b145 + 2 b146 + 4 b147 + 4 b148 + 2 b149 + + 4 b150 + 4 b151 - 2 b152 + 2 b153 + 4 b154 + 2 b155 + 4 b156 + 4 b157 + 2 b158 - 2 b159 + 2 b160 + + 2 b161 + 2 b162 + 4 b163 + 2 b164 - 2 b165 - 4 b166 + 2 b167 - 2 b168 + 4 b169 + 2 b170 + 2 b171 + + 2 b172 + 4 b173 + 4 b174 + 2 b175 + 4 b176 + 2 b177 + 4 b178 + 2 b179 - 2 b180 + 4 b181 + 2 b182 + - 2 b183 + 2 b184 - 2 b185 - 4 b186 + 2 b187 - 2 b188 + 4 b189 + 2 b190 + 4 b191 + 4 b192 + 2 b193 + + 4 b194 - 2 b195 + 2 b196 + 2 b197 + 2 b198 + 2 b199 + 2 b200 + 2 b201 + 2 b202 + 4 b203 + 2 b204 + - 2 b205 + 2 b206 + 4 b207 - 2 b208 + 4 b209 - 2 b210 + 2 b211 - 2 b212 + 2 b213 - 2 b214 + 2 b215 + - 2 b216 + 4 b217 + 2 b218 + 2 b219 + 2 b220 + 4 b221 + 4 b222 - 2 b223 + 4 b224 - 2 b225 + 2 b226 + + 2 b227 + 2 b228 + 2 b229 + 2 b230 + 4 b231 + 2 b232 + [ 4 b2 * b3 - 4 b2 * b29 + 4 b2 * b89 - 4 b2 * b98 + - 4 b3 * b96 - 4 b3 * b97 + 4 b3 * b188 - 4 b4 * b131 + 4 b4 * b152 + 4 b4 * b175 - 4 b4 * b193 + 4 b5 * b6 + - 4 b5 * b71 + 4 b5 * b202 - 4 b5 * b203 - 4 b6 * b14 - 4 b6 * b72 + 4 b6 * b230 + 4 b7 * b8 + 4 b7 * b37 + - 4 b7 * b120 - 4 b7 * b141 + 4 b8 * b36 - 4 b8 * b74 - 4 b8 * b76 - 4 b9 * b18 + 4 b9 * b71 - 4 b9 * b199 + + 4 b9 * b225 + 4 b10 * b11 - 4 b10 * b12 + 4 b10 * b31 - 4 b10 * b122 - 4 b11 * b73 - 4 b11 * b74 + + 4 b11 * b162 + 4 b12 * b40 + 4 b12 * b41 - 4 b12 * b78 - 4 b13 * b23 + 4 b13 * b144 - 4 b13 * b164 + + 4 b13 * b183 + 4 b14 * b24 - 4 b14 * b152 + 4 b14 * b228 + 4 b15 * b20 - 4 b15 * b75 - 4 b15 * b107 + + 4 b15 * b138 - 4 b16 * b108 - 4 b16 * b142 + 4 b16 * b166 + 4 b16 * b210 - 4 b17 * b144 + 4 b17 * b146 + + 4 b17 * b166 - 4 b17 * b169 + 4 b18 * b43 + 4 b18 * b177 - 4 b18 * b224 - 4 b19 * b73 + 4 b19 * b139 + - 4 b20 * b73 + 4 b20 * b182 - 4 b20 * b209 + 4 b21 * b45 + 4 b21 * b87 - 4 b21 * b123 - 4 b21 * b182 + - 4 b22 * b23 + 4 b22 * b33 + 4 b22 * b186 - 4 b22 * b189 + 4 b23 * b51 + 4 b23 * b125 + 4 b24 * b130 + - 4 b24 * b151 - 4 b24 * b197 - 4 b25 * b74 + 4 b25 * b119 + 4 b26 * b41 - 4 b26 * b142 - 4 b26 * b162 + + 4 b26 * b210 + 4 b27 * b48 - 4 b27 * b209 - 4 b27 * b210 + 4 b27 * b211 - 4 b28 * b108 + 4 b28 * b168 + + 4 b28 * b214 - 4 b28 * b217 + 4 b29 * b34 - 4 b29 * b148 + 4 b29 * b168 - 4 b30 * b36 - 4 b30 * b164 + + 4 b30 * b183 + 4 b30 * b208 - 4 b31 * b161 - 4 b31 * b183 + 4 b31 * b184 - 4 b32 * b61 + 4 b32 * b96 + + 4 b32 * b183 - 4 b32 * b184 - 4 b33 * b77 - 4 b33 * b125 + 4 b33 * b170 - 4 b34 * b77 + 4 b34 * b85 + - 4 b34 * b91 + 4 b35 * b59 - 4 b35 * b112 - 4 b35 * b174 + 4 b35 * b225 + 4 b36 * b64 - 4 b36 * b140 + - 4 b37 * b48 + 4 b37 * b53 - 4 b37 * b164 - 4 b38 * b53 - 4 b38 * b65 + 4 b38 * b164 + 4 b38 * b214 + + 4 b39 * b56 - 4 b39 * b101 - 4 b39 * b150 + 4 b39 * b195 - 4 b40 * b63 + 4 b40 * b205 - 4 b40 * b207 + - 4 b41 * b107 - 4 b41 * b122 + 4 b42 * b80 - 4 b42 * b89 + 4 b42 * b125 - 4 b42 * b187 - 4 b43 * b47 + - 4 b43 * b128 + 4 b43 * b196 + 4 b44 * b50 - 4 b44 * b86 + 4 b44 * b103 - 4 b44 * b115 + 4 b45 * b121 + - 4 b45 * b141 - 4 b45 * b207 + 4 b46 * b82 - 4 b46 * b84 + 4 b46 * b145 - 4 b46 * b167 - 4 b47 * b83 + + 4 b47 * b220 + 4 b47 * b223 + 4 b48 * b140 - 4 b48 * b181 + 4 b49 * b52 - 4 b49 * b102 + 4 b49 * b104 + - 4 b49 * b116 - 4 b50 * b104 - 4 b51 * b97 + 4 b51 * b143 - 4 b51 * b184 + 4 b52 * b55 - 4 b52 * b92 + - 4 b52 * b113 + 4 b53 * b88 - 4 b53 * b163 + 4 b54 * b171 + 4 b54 * b216 - 4 b54 * b217 - 4 b54 * b219 + + 4 b55 * b56 - 4 b55 * b102 - 4 b55 * b196 - 4 b56 * b176 - 4 b56 * b177 + 4 b57 * b109 + 4 b57 * b212 + - 4 b57 * b213 - 4 b57 * b215 + 4 b58 * b70 + 4 b58 * b127 - 4 b58 * b190 - 4 b58 * b218 + 4 b59 * b113 + - 4 b59 * b151 - 4 b59 * b153 + 4 b60 * b124 + 4 b60 * b208 - 4 b60 * b209 - 4 b60 * b211 + 4 b61 * b125 + + 4 b61 * b185 - 4 b61 * b187 + 4 b62 * b63 + 4 b62 * b138 - 4 b62 * b140 - 4 b62 * b160 + 4 b64 * b143 + - 4 b64 * b182 - 4 b64 * b184 + 4 b65 * b145 + 4 b65 * b165 - 4 b65 * b167 + 4 b66 * b67 + 4 b66 * b159 + - 4 b66 * b160 - 4 b66 * b181 - 4 b67 * b206 + 4 b68 * b69 - 4 b68 * b179 + 4 b69 * b229 - 4 b69 * b230 + - 4 b69 * b232 + 4 b70 * b193 - 4 b70 * b219 - 4 b70 * b222 - 4 b71 * b72 - 4 b71 * b155 - 4 b72 * b132 + + 4 b72 * b195 + 4 b73 * b159 + 4 b74 * b180 - 4 b75 * b78 - 4 b76 * b106 - 4 b76 * b120 + 4 b76 * b205 + - 4 b77 * b90 + 4 b77 * b188 - 4 b78 * b118 - 4 b78 * b120 - 4 b79 * b90 - 4 b79 * b99 - 4 b79 * b146 + + 4 b79 * b216 - 4 b80 * b99 - 4 b80 * b110 - 4 b80 * b169 - 4 b81 * b93 - 4 b81 * b203 - 4 b82 * b110 + - 4 b82 * b126 - 4 b82 * b189 + 4 b83 * b90 - 4 b83 * b101 - 4 b83 * b110 - 4 b84 * b126 - 4 b84 * b147 + - 4 b84 * b217 - 4 b85 * b101 - 4 b85 * b112 - 4 b85 * b126 - 4 b86 * b116 - 4 b87 * b88 - 4 b87 * b95 + - 4 b87 * b163 - 4 b88 * b96 - 4 b88 * b108 - 4 b89 * b147 - 4 b89 * b171 - 4 b90 * b100 - 4 b91 * b112 + - 4 b91 * b128 - 4 b91 * b147 + 4 b92 * b93 - 4 b92 * b114 - 4 b92 * b136 - 4 b93 * b94 - 4 b93 * b135 + - 4 b94 * b136 - 4 b95 * b97 - 4 b95 * b123 + 4 b95 * b186 - 4 b96 * b98 - 4 b97 * b98 - 4 b98 * b188 + - 4 b99 * b111 - 4 b99 * b220 - 4 b100 * b128 - 4 b100 * b150 - 4 b100 * b171 - 4 b101 * b129 - 4 b102 * b103 + - 4 b102 * b133 - 4 b103 * b134 - 4 b103 * b157 - 4 b104 * b105 - 4 b104 * b156 - 4 b105 * b157 - 4 b106 * b119 + - 4 b107 * b119 - 4 b107 * b161 + 4 b108 * b109 - 4 b109 * b168 + 4 b109 * b216 - 4 b110 * b127 - 4 b111 * b150 + - 4 b111 * b174 + 4 b111 * b219 - 4 b112 * b223 - 4 b113 * b114 - 4 b113 * b226 - 4 b114 * b115 - 4 b114 * b153 + - 4 b115 * b154 - 4 b115 * b179 - 4 b116 * b117 - 4 b116 * b229 - 4 b117 * b179 - 4 b118 * b139 - 4 b119 * b121 + + 4 b120 * b208 - 4 b121 * b139 - 4 b121 * b208 - 4 b122 * b123 + 4 b122 * b124 + 4 b123 * b185 - 4 b124 * b185 + + 4 b124 * b212 - 4 b126 * b149 - 4 b127 * b174 - 4 b127 * b192 - 4 b128 * b130 - 4 b129 * b131 - 4 b129 * b132 + - 4 b129 * b222 - 4 b130 * b132 - 4 b130 * b192 + 4 b131 * b133 - 4 b131 * b197 - 4 b132 * b133 - 4 b133 * b134 + - 4 b134 * b135 - 4 b134 * b177 - 4 b135 * b178 - 4 b135 * b202 - 4 b136 * b137 - 4 b136 * b201 - 4 b137 * b202 + - 4 b139 * b140 - 4 b141 * b142 + 4 b141 * b143 + 4 b142 * b165 - 4 b143 * b165 + 4 b144 * b145 + 4 b144 * b212 + - 4 b145 * b146 - 4 b146 * b170 - 4 b147 * b173 - 4 b148 * b170 - 4 b148 * b173 - 4 b148 * b220 + 4 b149 * b172 + - 4 b149 * b192 - 4 b149 * b221 - 4 b150 * b151 - 4 b151 * b221 + 4 b152 * b153 + 4 b152 * b223 - 4 b153 * b154 + - 4 b154 * b156 - 4 b154 * b198 + 4 b155 * b179 - 4 b155 * b199 - 4 b155 * b231 - 4 b156 * b200 - 4 b156 * b231 + - 4 b157 * b158 - 4 b157 * b230 - 4 b158 * b231 + 4 b160 * b161 - 4 b160 * b162 - 4 b161 * b163 - 4 b162 * b163 + + 4 b165 * b186 + 4 b166 * b167 + 4 b166 * b185 - 4 b167 * b169 + 4 b168 * b190 - 4 b169 * b190 - 4 b170 * b172 + - 4 b171 * b191 - 4 b172 * b190 - 4 b172 * b191 - 4 b173 * b175 - 4 b173 * b221 - 4 b174 * b176 - 4 b175 * b176 + - 4 b175 * b191 - 4 b176 * b225 - 4 b177 * b178 - 4 b178 * b227 - 4 b178 * b229 + 4 b180 * b206 - 4 b181 * b182 + - 4 b181 * b206 + 4 b186 * b187 - 4 b187 * b189 + 4 b188 * b218 - 4 b189 * b218 - 4 b191 * b193 - 4 b192 * b194 + - 4 b193 * b194 - 4 b194 * b195 - 4 b194 * b196 + 4 b195 * b198 - 4 b196 * b198 - 4 b197 * b199 + 4 b197 * b200 + - 4 b198 * b200 + 4 b199 * b201 - 4 b200 * b201 - 4 b201 * b203 - 4 b202 * b204 - 4 b203 * b204 - 4 b206 * b207 + - 4 b207 * b209 + 4 b210 * b213 - 4 b211 * b212 - 4 b211 * b213 - 4 b213 * b214 + 4 b214 * b215 - 4 b215 * b216 + - 4 b215 * b217 - 4 b218 * b219 - 4 b220 * b222 - 4 b221 * b224 - 4 b222 * b224 + 4 b223 * b226 - 4 b224 * b226 + + 4 b225 * b227 - 4 b226 * b227 - 4 b227 * b228 - 4 b228 * b229 - 4 b228 * b230 - 4 b231 * b232 ]/2 + + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_3877.lp b/test_data/qplib_mittelmann_lp/QPLIB_3877.lp new file mode 100644 index 0000000..6e04bd0 --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_3877.lp @@ -0,0 +1,284 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 630 0 630 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 630 0 630 0 +\ +Maximize + obj: 0 b2 + 0 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 + 0 b13 + 0 b14 + 0 b15 + + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 0 b25 + 0 b26 + 0 b27 + 0 b28 + + 0 b29 + 0 b30 + 0 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + 0 b41 + + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + 0 b54 + + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 0 b62 + 0 b63 + 0 b64 + 0 b65 + 0 b66 + 0 b67 + + 0 b68 + 0 b69 + 0 b70 + 0 b71 + 0 b72 + 0 b73 + 0 b74 + 0 b75 + 0 b76 + 0 b77 + 0 b78 + 0 b79 + 0 b80 + + 0 b81 + 0 b82 + 0 b83 + 0 b84 + 0 b85 + 0 b86 + 0 b87 + 0 b88 + 0 b89 + 0 b90 + 0 b91 + 0 b92 + 0 b93 + + 0 b94 + 0 b95 + 0 b96 + 0 b97 + 0 b98 + 0 b99 + 0 b100 + 0 b101 + 0 b102 + 0 b103 + 0 b104 + 0 b105 + + 0 b106 + 0 b107 + 0 b108 + 0 b109 + 0 b110 + 0 b111 + 0 b112 + 0 b113 + 0 b114 + 0 b115 + 0 b116 + + 0 b117 + 0 b118 + 0 b119 + 0 b120 + 0 b121 + 0 b122 + 0 b123 + 0 b124 + 0 b125 + 0 b126 + 0 b127 + + 0 b128 + 0 b129 + 0 b130 + 0 b131 + 0 b132 + 0 b133 + 0 b134 + 0 b135 + 0 b136 + 0 b137 + 0 b138 + + 0 b139 + 0 b140 + 0 b141 + 0 b142 + 0 b143 + 0 b144 + 0 b145 + 0 b146 + 0 b147 + 0 b148 + 0 b149 + + 0 b150 + 0 b151 + 0 b152 + 0 b153 + 0 b154 + 0 b155 + 0 b156 + 0 b157 + 0 b158 + 0 b159 + 0 b160 + + 0 b161 + 0 b162 + 0 b163 + 0 b164 + 0 b165 + 0 b166 + 0 b167 + 0 b168 + 0 b169 + 0 b170 + 0 b171 + + 0 b172 + 0 b173 + 0 b174 + 0 b175 + 0 b176 + 0 b177 + 0 b178 + 0 b179 + 0 b180 + 0 b181 + 0 b182 + + 0 b183 + 0 b184 + 0 b185 + 0 b186 + 0 b187 + 0 b188 + 0 b189 + 0 b190 + 0 b191 + 0 b192 + 0 b193 + + 0 b194 + 0 b195 + 0 b196 + 0 b197 + 0 b198 + 0 b199 + 0 b200 + 0 b201 + 0 b202 + 0 b203 + 0 b204 + + 0 b205 + 0 b206 + 0 b207 + 0 b208 + 0 b209 + 0 b210 + 0 b211 + 0 b212 + 0 b213 + 0 b214 + 0 b215 + + 0 b216 + 0 b217 + 0 b218 + 0 b219 + 0 b220 + 0 b221 + 0 b222 + 0 b223 + 0 b224 + 0 b225 + 0 b226 + + 0 b227 + 0 b228 + 0 b229 + 0 b230 + 0 b231 + 0 b232 + 0 b233 + 0 b234 + 0 b235 + 0 b236 + 0 b237 + + 0 b238 + 0 b239 + 0 b240 + 0 b241 + 0 b242 + 0 b243 + 0 b244 + 0 b245 + 0 b246 + 0 b247 + 2 b248 + + 2 b249 + 2 b250 + 2 b251 + 2 b252 + 2 b253 + 2 b254 + 2 b255 + 2 b256 + 2 b257 + 2 b258 + 2 b259 + + 2 b260 + 2 b261 + 2 b262 + 2 b263 + 2 b264 + 4 b265 + 2 b266 + 2 b267 + 2 b268 + 4 b269 + 2 b270 + + 2 b271 + 2 b272 + 2 b273 - 2 b274 + 4 b275 + 2 b276 + 2 b277 + 2 b278 + 2 b279 + 2 b280 - 2 b281 + + 2 b282 + 2 b283 - 2 b284 + 4 b285 + 2 b286 + 2 b287 + 2 b288 + 2 b289 + 2 b290 + 2 b291 - 2 b292 + - 2 b293 + 4 b294 + 2 b295 + 2 b296 + 4 b297 + 4 b298 + 2 b299 + 2 b300 + 4 b301 + 2 b302 - 2 b303 + - 4 b304 + 4 b305 + 2 b306 + 2 b307 + 2 b308 + 2 b309 + 2 b310 + 4 b311 + 4 b312 + 2 b313 + 2 b314 + + 4 b315 + 2 b316 - 2 b317 + 4 b318 + 2 b319 + 4 b320 + 2 b321 - 4 b322 - 2 b323 + 2 b324 - 4 b325 + + 4 b326 + 2 b327 + 2 b328 - 2 b329 + 2 b330 + 4 b331 + 2 b332 - 2 b333 + 2 b334 + 2 b335 + 4 b336 + + 4 b337 + 4 b338 + 4 b339 + 2 b340 + 2 b341 - 2 b342 + 2 b343 + 2 b344 - 4 b345 + 4 b346 - 2 b347 + + 2 b348 + 2 b349 + 4 b350 + 2 b351 - 2 b352 + 2 b353 + 2 b354 + 2 b355 - 2 b356 + 2 b357 + 2 b358 + + 4 b359 + 4 b360 + 4 b361 + 4 b362 + 2 b363 - 2 b364 - 2 b365 - 2 b366 + 2 b367 + 2 b368 - 4 b369 + + 4 b370 - 2 b371 + 2 b372 + 2 b373 + 2 b374 + 2 b375 + 2 b376 - 2 b377 + 2 b378 + 2 b379 + 4 b380 + + 4 b381 + 4 b382 + 4 b383 + 2 b384 + 4 b385 + 4 b386 + 4 b387 + 2 b388 - 2 b389 - 2 b390 - 2 b391 + + 4 b392 - 4 b393 - 2 b394 - 2 b395 + 2 b396 + 2 b397 - 4 b398 - 2 b399 + 2 b400 + 4 b401 + 2 b402 + + 2 b403 + 2 b404 + 4 b405 + 2 b406 + 2 b407 - 2 b408 + 4 b409 + 2 b410 + 4 b411 + 4 b412 - 2 b413 + + 2 b414 + 4 b415 - 2 b416 + 4 b417 + 2 b418 + 2 b419 - 2 b420 - 2 b421 + 4 b422 + 2 b423 + 2 b424 + - 2 b425 + 4 b426 - 2 b427 - 2 b428 + 2 b429 + 2 b430 - 2 b431 + 2 b432 + 2 b433 - 2 b434 - 2 b435 + + 4 b436 + 4 b437 + 4 b438 + 4 b439 + 4 b440 + 4 b441 - 2 b442 + 2 b443 + 4 b444 + 4 b445 + 2 b446 + + 2 b447 + 2 b448 + 2 b449 + 4 b450 + 2 b451 + 2 b452 - 2 b453 + 4 b454 - 2 b455 - 2 b456 + 2 b457 + + 2 b458 + 4 b459 + 2 b460 + 2 b461 + 2 b462 - 2 b463 - 2 b464 + 4 b465 + 2 b466 + 4 b467 + 2 b468 + + 4 b469 + 4 b470 + 2 b471 + 4 b472 - 2 b473 - 2 b474 + 2 b475 + 4 b476 + 2 b477 + 2 b478 + 2 b479 + + 4 b480 + 2 b481 + 4 b482 + 2 b483 - 2 b484 + 4 b485 - 2 b486 - 2 b487 + 2 b488 - 2 b489 + 2 b490 + + 4 b491 + 2 b492 + 2 b493 - 2 b494 - 4 b495 + 2 b496 + 4 b497 + 2 b498 + 4 b499 + 2 b500 + 4 b501 + + 4 b502 + 4 b503 + 4 b504 - 2 b505 - 2 b506 + 2 b507 + 2 b508 + 4 b509 - 2 b510 + 4 b511 + 4 b512 + + 2 b513 + 4 b514 - 2 b515 + 4 b516 - 2 b517 - 2 b518 - 2 b519 + 4 b520 - 2 b521 + 4 b522 - 2 b523 + + 2 b524 + 2 b525 + 2 b526 + 2 b527 - 2 b528 - 4 b529 + 2 b530 + 4 b531 + 2 b532 + 4 b533 + 2 b534 + + 4 b535 + 2 b536 - 2 b537 + 2 b538 + 2 b539 + 2 b540 + 4 b541 + 4 b542 + 4 b543 + 2 b544 - 2 b545 + + 4 b546 + 2 b547 + 4 b548 + 2 b549 + 4 b550 + 4 b551 - 2 b552 + 4 b553 - 2 b554 - 2 b555 - 2 b556 + + 4 b557 - 2 b558 + 2 b559 - 2 b560 + 4 b561 - 2 b562 + 2 b563 + 2 b564 + 2 b565 - 4 b566 + 2 b567 + - 4 b568 + 2 b569 - 2 b570 + 4 b571 + 2 b572 + 4 b573 + 2 b574 + 4 b575 + 4 b576 + 4 b577 + 4 b578 + + 4 b579 + 2 b580 + 2 b581 + 2 b582 + 2 b583 + 4 b584 + 2 b585 + 2 b586 - 2 b587 + 4 b588 + 2 b589 + + 2 b590 + 4 b591 + 2 b592 + 4 b593 - 2 b594 + 4 b595 - 2 b596 + 4 b597 - 2 b598 - 2 b599 + 4 b600 + - 2 b601 + 2 b602 - 2 b603 + 4 b604 - 2 b605 + 2 b606 + 2 b607 - 2 b608 + 2 b609 - 2 b610 + 2 b611 + - 2 b612 + 2 b613 + 2 b614 - 4 b615 + 4 b616 + 2 b617 + 2 b618 + 2 b619 + 2 b620 + 4 b621 + 4 b622 + - 2 b623 + 4 b624 + 2 b625 + 4 b626 + 2 b627 + 2 b628 + 2 b629 + 4 b630 - 2 b631 + [ 4 b2 * b3 - 4 b2 * b97 + + 4 b2 * b296 - 4 b2 * b312 - 4 b3 * b96 + 4 b3 * b284 - 4 b3 * b311 + 4 b4 * b51 - 4 b4 * b316 + 4 b4 * b471 + - 4 b4 * b503 - 4 b5 * b6 + 4 b5 * b416 + 4 b5 * b474 - 4 b5 * b540 + 4 b6 * b21 - 4 b6 * b383 + 4 b6 * b413 + + 4 b7 * b8 - 4 b7 * b113 - 4 b7 * b280 + 4 b7 * b390 - 4 b8 * b72 - 4 b8 * b132 + 4 b8 * b587 - 4 b9 * b248 + - 4 b9 * b316 + 4 b9 * b508 + 4 b9 * b537 + 4 b10 * b11 - 4 b10 * b121 - 4 b10 * b273 + 4 b10 * b365 + - 4 b11 * b86 - 4 b11 * b120 + 4 b11 * b322 - 4 b12 * b63 + 4 b12 * b303 + 4 b12 * b367 - 4 b12 * b392 + + 4 b13 * b14 - 4 b13 * b79 + 4 b13 * b157 - 4 b13 * b397 - 4 b14 * b295 - 4 b14 * b519 + 4 b14 * b554 + - 4 b15 * b76 + 4 b15 * b292 + 4 b15 * b343 - 4 b15 * b422 + 4 b16 * b17 + 4 b16 * b146 - 4 b16 * b307 + - 4 b16 * b351 - 4 b17 * b103 + 4 b17 * b517 - 4 b17 * b556 + 4 b18 * b19 + 4 b18 * b127 - 4 b18 * b262 + - 4 b18 * b458 + 4 b19 * b93 - 4 b19 * b249 - 4 b19 * b254 + 4 b20 * b21 - 4 b20 * b248 + 4 b20 * b418 + - 4 b20 * b542 - 4 b21 * b581 - 4 b21 * b584 - 4 b22 * b89 + 4 b22 * b281 + 4 b22 * b324 - 4 b22 * b450 + + 4 b23 * b293 + 4 b23 * b396 - 4 b23 * b482 - 4 b23 * b597 + 4 b24 * b25 + 4 b24 * b136 - 4 b24 * b328 + - 4 b24 * b373 - 4 b25 * b90 + 4 b25 * b486 - 4 b25 * b599 + 4 b26 * b27 - 4 b26 * b28 + 4 b26 * b116 + - 4 b26 * b148 - 4 b27 * b44 - 4 b27 * b251 + 4 b27 * b524 + 4 b28 * b115 - 4 b28 * b251 + 4 b28 * b602 + + 4 b29 * b30 - 4 b29 * b70 + 4 b29 * b434 - 4 b29 * b461 - 4 b30 * b116 + 4 b30 * b117 - 4 b30 * b252 + - 4 b31 * b32 + 4 b31 * b442 + 4 b31 * b627 - 4 b31 * b628 + 4 b32 * b384 - 4 b32 * b579 + 4 b32 * b623 + - 4 b33 * b294 + 4 b33 * b304 + 4 b33 * b372 - 4 b33 * b426 + 4 b34 * b124 + 4 b34 * b274 - 4 b34 * b350 + - 4 b34 * b400 + 4 b35 * b329 - 4 b35 * b331 - 4 b35 * b559 + 4 b35 * b560 - 4 b36 * b37 + 4 b36 * b107 + - 4 b36 * b159 + 4 b36 * b560 + 4 b37 * b125 + 4 b37 * b126 - 4 b37 * b254 + 4 b38 * b39 - 4 b38 * b82 + - 4 b38 * b432 + 4 b38 * b464 - 4 b39 * b68 - 4 b39 * b107 + 4 b39 * b108 + 4 b40 * b161 + 4 b40 * b186 + - 4 b40 * b506 - 4 b40 * b624 - 4 b41 * b42 - 4 b41 * b133 + 4 b41 * b204 + 4 b41 * b478 + 4 b42 * b169 + + 4 b42 * b170 - 4 b42 * b341 - 4 b43 * b305 + 4 b43 * b325 + 4 b43 * b348 - 4 b43 * b454 - 4 b44 * b45 + + 4 b44 * b352 + 4 b44 * b603 - 4 b45 * b136 + 4 b45 * b206 + 4 b45 * b210 - 4 b46 * b47 + 4 b46 * b94 + - 4 b46 * b525 + 4 b46 * b603 + 4 b47 * b138 - 4 b47 * b256 + 4 b47 * b431 + 4 b48 * b49 - 4 b48 * b355 + - 4 b48 * b406 + 4 b48 * b495 - 4 b49 * b80 - 4 b49 * b94 + 4 b49 * b567 + 4 b50 * b140 - 4 b50 * b436 + - 4 b50 * b464 + 4 b50 * b495 + 4 b51 * b175 - 4 b51 * b381 - 4 b51 * b474 + 4 b52 * b197 + 4 b52 * b449 + - 4 b52 * b511 - 4 b52 * b590 - 4 b53 * b197 + 4 b53 * b245 + 4 b53 * b303 - 4 b53 * b513 - 4 b54 * b326 + + 4 b54 * b345 + 4 b54 * b347 - 4 b54 * b485 + 4 b55 * b347 - 4 b55 * b397 + 4 b55 * b555 - 4 b55 * b597 + - 4 b56 * b104 + 4 b56 * b249 - 4 b56 * b400 + 4 b56 * b457 - 4 b57 * b332 - 4 b57 * b376 + 4 b57 * b529 + + 4 b57 * b608 + 4 b58 * b130 - 4 b58 * b434 - 4 b58 * b465 + 4 b58 * b529 + 4 b59 * b60 + 4 b59 * b62 + - 4 b59 * b260 - 4 b59 * b449 - 4 b60 * b280 + 4 b61 * b62 + 4 b61 * b188 - 4 b61 * b324 - 4 b61 * b546 + - 4 b62 * b180 - 4 b62 * b420 + 4 b63 * b64 - 4 b63 * b326 + 4 b63 * b369 - 4 b64 * b188 + 4 b64 * b241 + - 4 b64 * b481 - 4 b65 * b346 + 4 b65 * b369 + 4 b65 * b371 - 4 b65 * b516 - 4 b66 * b172 - 4 b66 * b348 + + 4 b66 * b371 + 4 b66 * b518 - 4 b67 * b91 + 4 b67 * b250 - 4 b67 * b373 + 4 b67 * b490 + 4 b68 * b106 + + 4 b68 * b282 - 4 b68 * b563 - 4 b69 * b70 + 4 b69 * b118 - 4 b69 * b497 + 4 b69 * b568 + 4 b70 * b184 + + 4 b70 * b408 + 4 b71 * b72 - 4 b71 * b73 + 4 b71 * b75 - 4 b71 * b478 + 4 b73 * b586 + 4 b74 * b75 + + 4 b74 * b179 - 4 b74 * b343 - 4 b74 * b588 - 4 b75 * b189 - 4 b75 * b389 - 4 b76 * b346 + 4 b76 * b393 + + 4 b76 * b452 - 4 b77 * b370 + 4 b77 * b393 + 4 b77 * b395 - 4 b77 * b553 + 4 b78 * b145 - 4 b78 * b274 + - 4 b78 * b372 + 4 b78 * b395 + 4 b79 * b428 + 4 b79 * b488 - 4 b79 * b559 + 4 b80 * b93 - 4 b80 * b524 + + 4 b80 * b608 - 4 b81 * b82 + 4 b81 * b109 - 4 b81 * b531 + 4 b81 * b612 + 4 b82 * b194 + 4 b82 * b377 + + 4 b83 * b84 - 4 b83 * b382 + 4 b83 * b581 - 4 b83 * b626 + 4 b84 * b219 - 4 b84 * b359 - 4 b84 * b502 + + 4 b85 * b86 - 4 b85 * b87 + 4 b85 * b88 - 4 b85 * b511 + 4 b87 * b169 - 4 b88 * b198 - 4 b88 * b364 + + 4 b88 * b365 - 4 b89 * b370 + 4 b89 * b424 + 4 b89 * b594 + 4 b90 * b135 - 4 b90 * b396 + 4 b90 * b425 + + 4 b91 * b92 + 4 b91 * b456 - 4 b91 * b520 - 4 b92 * b135 + 4 b92 * b236 - 4 b92 * b558 - 4 b93 * b491 + - 4 b93 * b492 + 4 b94 * b126 - 4 b94 * b461 + 4 b95 * b96 - 4 b95 * b355 + 4 b95 * b570 - 4 b95 * b571 + + 4 b96 * b117 - 4 b96 * b567 + 4 b97 * b110 - 4 b97 * b438 + 4 b97 * b570 + 4 b98 * b215 - 4 b98 * b336 + - 4 b98 * b470 + 4 b98 * b537 + 4 b99 * b100 - 4 b99 * b101 + 4 b99 * b102 - 4 b99 * b546 - 4 b100 * b585 + + 4 b101 * b178 - 4 b102 * b205 - 4 b102 * b341 + 4 b102 * b390 + 4 b103 * b123 - 4 b103 * b426 + 4 b103 * b453 + + 4 b104 * b105 + 4 b104 * b489 - 4 b104 * b557 - 4 b105 * b123 + 4 b105 * b231 - 4 b105 * b601 + 4 b106 * b458 + - 4 b106 * b459 - 4 b106 * b460 + 4 b107 * b431 - 4 b107 * b432 - 4 b108 * b224 + 4 b108 * b310 - 4 b108 * b527 + - 4 b109 * b253 - 4 b109 * b333 + 4 b109 * b572 - 4 b110 * b253 + 4 b110 * b286 - 4 b110 * b297 + 4 b111 * b212 + - 4 b111 * b315 - 4 b111 * b440 + 4 b111 * b505 + 4 b112 * b187 - 4 b112 * b585 + 4 b113 * b323 + 4 b113 * b366 + - 4 b113 * b422 + 4 b114 * b137 - 4 b114 * b352 + 4 b114 * b399 - 4 b114 * b600 - 4 b115 * b223 + 4 b115 * b252 + - 4 b115 * b430 + 4 b116 * b147 - 4 b116 * b406 - 4 b117 * b228 - 4 b117 * b493 - 4 b118 * b255 - 4 b118 * b356 + + 4 b118 * b532 + 4 b119 * b208 - 4 b119 * b298 - 4 b119 * b411 + 4 b119 * b473 + 4 b120 * b196 + 4 b121 * b322 + + 4 b121 * b342 - 4 b121 * b450 + 4 b122 * b483 + 4 b122 * b513 - 4 b122 * b514 - 4 b122 * b550 - 4 b123 * b306 + + 4 b123 * b398 - 4 b124 * b329 + 4 b124 * b398 - 4 b124 * b559 - 4 b125 * b238 + 4 b125 * b559 - 4 b125 * b561 + - 4 b126 * b403 - 4 b126 * b405 + 4 b127 * b158 - 4 b127 * b376 - 4 b127 * b461 - 4 b128 * b234 + 4 b128 * b461 + - 4 b128 * b462 + 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b231 * b517 - 4 b231 * b520 + 4 b232 * b233 + 4 b232 * b428 - 4 b232 * b430 - 4 b232 * b522 + 4 b233 * b601 + - 4 b233 * b602 + 4 b234 * b435 + 4 b234 * b463 - 4 b235 * b513 - 4 b235 * b514 + 4 b236 * b486 - 4 b236 * b488 + + 4 b237 * b238 + 4 b237 * b456 - 4 b237 * b459 - 4 b237 * b561 + 4 b238 * b558 + 4 b239 * b240 - 4 b239 * b477 + - 4 b240 * b247 + 4 b240 * b629 - 4 b240 * b630 - 4 b241 * b589 - 4 b241 * b592 + 4 b242 * b243 + 4 b242 * b489 + - 4 b242 * b491 - 4 b242 * b604 + 4 b243 * b521 - 4 b244 * b509 + 4 b244 * b631 - 4 b245 * b547 - 4 b245 * b549 + + 4 b246 * b536 + 4 b246 * b620 - 4 b246 * b621 - 4 b246 * b624 + 4 b247 * b631 + 4 b248 * b506 - 4 b248 * b540 + - 4 b249 * b308 - 4 b249 * b603 - 4 b250 * b330 - 4 b250 * b458 - 4 b250 * b560 - 4 b251 * b353 + 4 b251 * b428 + - 4 b252 * b606 - 4 b252 * b608 - 4 b253 * b313 + 4 b253 * b615 - 4 b254 * b374 + 4 b254 * b456 + 4 b255 * b284 + - 4 b255 * b313 - 4 b255 * b334 - 4 b256 * b401 - 4 b256 * b458 + 4 b256 * b489 - 4 b257 * 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b526 * b527 + 4 b529 * b530 - 4 b530 * b531 - 4 b531 * b572 + - 4 b532 * b534 - 4 b533 * b620 - 4 b534 * b572 - 4 b534 * b620 - 4 b535 * b536 + 4 b537 * b538 - 4 b538 * b627 + - 4 b539 * b541 - 4 b539 * b629 - 4 b540 * b543 - 4 b541 * b543 - 4 b541 * b627 - 4 b542 * b544 - 4 b543 * b544 + - 4 b545 * b547 - 4 b546 * b547 - 4 b548 * b550 - 4 b549 * b550 - 4 b551 * b553 - 4 b555 * b557 + 4 b560 * b563 + - 4 b561 * b563 + 4 b562 * b564 - 4 b563 * b564 - 4 b564 * b565 - 4 b565 * b567 + 4 b568 * b569 - 4 b569 * b571 + + 4 b570 * b617 - 4 b571 * b617 - 4 b572 * b574 - 4 b573 * b576 - 4 b574 * b576 - 4 b574 * b617 - 4 b575 * b578 + - 4 b576 * b578 - 4 b577 * b579 - 4 b578 * b579 - 4 b579 * b580 - 4 b580 * b581 - 4 b582 * b583 - 4 b582 * b584 + + 4 b583 * b631 - 4 b584 * b631 - 4 b585 * b588 - 4 b586 * b588 - 4 b587 * b589 - 4 b588 * b589 - 4 b590 * b592 + - 4 b591 * b593 - 4 b592 * b593 - 4 b594 * b595 - 4 b595 * b597 - 4 b602 * b604 + 4 b603 * b606 - 4 b604 * b606 + + 4 b605 * b607 - 4 b606 * 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b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 + b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 + b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 + b324 b325 b326 b327 b328 b329 b330 b331 b332 b333 b334 b335 b336 b337 b338 b339 b340 b341 b342 + b343 b344 b345 b346 b347 b348 b349 b350 b351 b352 b353 b354 b355 b356 b357 b358 b359 b360 b361 + b362 b363 b364 b365 b366 b367 b368 b369 b370 b371 b372 b373 b374 b375 b376 b377 b378 b379 b380 + b381 b382 b383 b384 b385 b386 b387 b388 b389 b390 b391 b392 b393 b394 b395 b396 b397 b398 b399 + b400 b401 b402 b403 b404 b405 b406 b407 b408 b409 b410 b411 b412 b413 b414 b415 b416 b417 b418 + b419 b420 b421 b422 b423 b424 b425 b426 b427 b428 b429 b430 b431 b432 b433 b434 b435 b436 b437 + b438 b439 b440 b441 b442 b443 b444 b445 b446 b447 b448 b449 b450 b451 b452 b453 b454 b455 b456 + b457 b458 b459 b460 b461 b462 b463 b464 b465 b466 b467 b468 b469 b470 b471 b472 b473 b474 b475 + b476 b477 b478 b479 b480 b481 b482 b483 b484 b485 b486 b487 b488 b489 b490 b491 b492 b493 b494 + b495 b496 b497 b498 b499 b500 b501 b502 b503 b504 b505 b506 b507 b508 b509 b510 b511 b512 b513 + b514 b515 b516 b517 b518 b519 b520 b521 b522 b523 b524 b525 b526 b527 b528 b529 b530 b531 b532 + b533 b534 b535 b536 b537 b538 b539 b540 b541 b542 b543 b544 b545 b546 b547 b548 b549 b550 b551 + b552 b553 b554 b555 b556 b557 b558 b559 b560 b561 b562 b563 b564 b565 b566 b567 b568 b569 b570 + b571 b572 b573 b574 b575 b576 b577 b578 b579 b580 b581 b582 b583 b584 b585 b586 b587 b588 b589 + b590 b591 b592 b593 b594 b595 b596 b597 b598 b599 b600 b601 b602 b603 b604 b605 b606 b607 b608 + b609 b610 b611 b612 b613 b614 b615 b616 b617 b618 b619 b620 b621 b622 b623 b624 b625 b626 b627 + b628 b629 b630 b631 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_5721.lp b/test_data/qplib_mittelmann_lp/QPLIB_5721.lp new file mode 100644 index 0000000..e04cc7e --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_5721.lp @@ -0,0 +1,5265 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 300 0 300 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 300 0 300 0 +\ +Maximize + obj: 10579 b2 - 89242 b3 + 28336 b4 - 9569 b5 - 87547 b6 - 61388 b7 - 61720 b8 + 10039 b9 - 92072 b10 + - 107445 b11 - 139579 b12 - 23427 b13 + 148521 b14 + 16883 b15 - 129005 b16 + 183172 b17 + 122923 b18 + - 104961 b19 - 123416 b20 + 80900 b21 + 38911 b22 - 127207 b23 - 255009 b24 - 76187 b25 + 111307 b26 + + 99271 b27 + 184173 b28 + 104756 b29 - 59837 b30 - 12300 b31 + 157939 b32 + 122129 b33 - 61760 b34 + + 58109 b35 + 88297 b36 + 45296 b37 + 120255 b38 + 47074 b39 - 17878 b40 - 43611 b41 - 83651 b42 - 62930 b43 + - 15672 b44 + 86532 b45 + 126794 b46 + 92099 b47 + 85993 b48 + 63408 b49 + 15847 b50 + 70844 b51 + 17487 b52 + + 35108 b53 - 57375 b54 - 193120 b55 - 249884 b56 - 21632 b57 - 51161 b58 - 131674 b59 - 162009 b60 + - 112071 b61 - 49340 b62 - 119763 b63 - 76480 b64 + 37374 b65 + 84287 b66 - 50626 b67 - 217410 b68 + - 150370 b69 - 14189 b70 + 99846 b71 + 54481 b72 + 22277 b73 - 11177 b74 + 41971 b75 - 3701 b76 + 12735 b77 + + 131680 b78 + 76945 b79 + 110332 b80 + 65921 b81 - 89846 b82 - 119323 b83 - 94448 b84 - 88755 b85 + + 21395 b86 + 19122 b87 - 43619 b88 - 95433 b89 - 20611 b90 + 126052 b91 + 60937 b92 + 17062 b93 + 1260 b94 + + 191826 b95 + 86419 b96 + 26512 b97 - 3432 b98 - 3857 b99 + 96064 b100 - 56645 b101 - 40513 b102 - 107998 b103 + - 83647 b104 + 87514 b105 - 19257 b106 - 167834 b107 - 10435 b108 - 3237 b109 - 14958 b110 - 60330 b111 + - 116115 b112 - 40333 b113 - 51400 b114 - 2839 b115 - 63182 b116 - 162110 b117 - 58931 b118 - 19675 b119 + - 124635 b120 - 173480 b121 - 225150 b122 + 38207 b123 + 79481 b124 + 105167 b125 + 10135 b126 + 20189 b127 + + 43917 b128 - 66500 b129 - 99291 b130 - 147650 b131 - 146737 b132 + 51734 b133 + 113923 b134 - 44279 b135 + - 80564 b136 - 90510 b137 - 228414 b138 - 71888 b139 + 112102 b140 + 79684 b141 + 64465 b142 - 10756 b143 + + 65865 b144 + 50438 b145 - 162401 b146 + 95876 b147 + 124864 b148 - 1688 b149 - 198842 b150 - 183883 b151 + - 73747 b152 - 68778 b153 - 115095 b154 - 288251 b155 - 132153 b156 - 48850 b157 - 183954 b158 + 20070 b159 + + 158580 b160 - 16898 b161 + 4914 b162 + 166588 b163 + 113145 b164 + 37619 b165 + 36176 b166 - 124431 b167 + - 129218 b168 - 37710 b169 + 174998 b170 + 161533 b171 + 79615 b172 + 17009 b173 + 105338 b174 + 247707 b175 + - 16571 b176 - 7991 b177 - 14516 b178 - 103471 b179 - 53556 b180 - 37333 b181 - 29255 b182 + 67988 b183 + - 7880 b184 + 13453 b185 + 132626 b186 + 68084 b187 + 129582 b188 + 81369 b189 - 72693 b190 - 49624 b191 + - 15888 b192 + 48863 b193 + 71783 b194 - 7392 b195 + 92593 b196 + 159503 b197 + 90589 b198 - 84617 b199 + - 176051 b200 - 110482 b201 - 24765 b202 + 91560 b203 - 77231 b204 - 130077 b205 - 47916 b206 + 2520 b207 + - 123257 b208 - 93426 b209 + 55471 b210 + 68624 b211 + 118430 b212 - 78445 b213 + 22624 b214 + 46130 b215 + + 85619 b216 - 6598 b217 - 149796 b218 - 153019 b219 - 41946 b220 + 86086 b221 + 55463 b222 - 28528 b223 + - 128720 b224 - 54623 b225 - 4718 b226 - 165447 b227 - 151615 b228 + 84369 b229 - 11817 b230 - 41710 b231 + + 84227 b232 - 83148 b233 - 156306 b234 + 66216 b235 + 123877 b236 + 106092 b237 - 90627 b238 - 42968 b239 + + 191300 b240 + 44681 b241 - 31015 b242 + 17972 b243 + 9644 b244 + 107943 b245 + 16242 b246 - 5402 b247 + - 20035 b248 - 99567 b249 + 2003 b250 + 34814 b251 - 31767 b252 - 97481 b253 - 45835 b254 + 124875 b255 + + 189185 b256 + 107454 b257 - 44598 b258 - 78461 b259 + 148991 b260 + 202407 b261 + 201536 b262 + 113392 b263 + + 53903 b264 + 132988 b265 + 189897 b266 + 74322 b267 + 29621 b268 + 158371 b269 + 107631 b270 + 42077 b271 + - 9949 b272 + 60671 b273 + 145469 b274 + 69587 b275 + 17960 b276 - 33202 b277 - 137213 b278 - 108693 b279 + - 10167 b280 + 103930 b281 + 32624 b282 - 66845 b283 + 75534 b284 + 234852 b285 + 4223 b286 - 1121 b287 + + 40713 b288 + 1717 b289 - 42236 b290 + 52206 b291 - 11970 b292 - 154183 b293 - 138792 b294 + 1890 b295 + - 100785 b296 - 144824 b297 + 5935 b298 + 59561 b299 + 29886 b300 + 44918 b301 + [ 89032 b2 * b3 - 27952 b2 * b4 + + 2676 b2 * b5 + 424 b2 * b6 - 3816 b2 * b7 - 2644 b2 * b8 - 884 b2 * b9 - 1236 b2 * b10 + 424 b2 * b11 + + 800 b2 * b12 + 400 b2 * b13 - 512 b2 * b14 - 324 b2 * b15 - 236 b2 * b16 + 8 b2 * b17 + 88 b2 * b18 + + 104 b2 * b19 - 96 b2 * b20 - 156 b2 * b21 + 204 b2 * b22 - 48 b2 * b23 - 56 b2 * b24 + 60 b2 * b25 + + 60 b2 * b26 + 56 b2 * b27 + 116 b2 * b28 + 20 b2 * b29 - 48 b2 * b30 - 64 b2 * b31 - 40 b2 * b32 + + 64 b2 * b33 - 24 b2 * b34 + 20 b2 * b35 + 16 b2 * b36 - 32 b2 * b37 - 60 b2 * b38 + 36 b2 * b39 - 16 b2 * b40 + + 24 b2 * b41 + 28 b2 * b42 + 44 b2 * b43 - 24 b2 * b44 + 36 b2 * b45 + 56 b2 * b46 - 16 b2 * b47 + 12 b2 * b48 + - 44 b2 * b49 - 4 b2 * b50 - 12 b2 * b51 + 8 b2 * b52 - 20 b2 * b54 + 12 b2 * b55 - 4 b2 * b56 + 8 b2 * b57 + + 4 b2 * b59 + 12 b2 * b61 + 4 b2 * b62 - 4 b2 * b63 - 12 b2 * b64 - 24 b2 * b65 + 32 b2 * b66 + 12 b2 * b67 + - 4 b2 * b68 - 28 b2 * b69 + 4 b2 * b70 - 4 b2 * b73 + 4 b2 * b74 - 8 b2 * b77 + 8 b2 * b79 + 12 b2 * b80 + - 8 b2 * b81 - 8 b2 * b83 + 4 b2 * b84 - 4 b2 * b85 - 4 b2 * b86 + 8 b2 * b89 - 4 b2 * b90 - 8 b2 * b91 + + 4 b2 * b94 + 8 b2 * b97 + 4 b2 * b99 - 4 b2 * b100 - 4 b2 * b101 + 8 b2 * b103 - 8 b2 * b108 + 4 b2 * b110 + + 4 b2 * b111 - 4 b2 * b112 - 8 b2 * b113 + 8 b2 * b116 - 4 b2 * b117 - 4 b2 * b118 + 8 b2 * b119 - 4 b2 * b124 + + 4 b2 * b125 + 4 b2 * b126 + 8 b2 * b128 + 4 b2 * b129 - 4 b2 * b131 - 4 b2 * b133 - 4 b2 * b134 + 4 b2 * b135 + - 4 b2 * b138 + 4 b2 * b143 + 4 b2 * b144 - 4 b2 * b145 + 4 b2 * b147 - 4 b2 * b148 + 4 b2 * b150 - 4 b2 * b151 + - 4 b2 * b153 - 4 b2 * b154 - 8 b2 * b155 - 4 b2 * b158 - 4 b2 * b159 + 4 b2 * b160 - 4 b2 * b161 + 8 b2 * b163 + - 4 b2 * b165 - 4 b2 * b166 - 4 b2 * b168 + 8 b2 * b169 + 8 b2 * b172 + 4 b2 * b174 + 4 b2 * b175 + 4 b2 * b176 + - 4 b2 * b177 - 4 b2 * b178 - 4 b2 * b181 + 4 b2 * b185 - 4 b2 * b186 + 4 b2 * b187 - 4 b2 * b189 + 8 b2 * b190 + - 4 b2 * b191 + 4 b2 * b192 + 4 b2 * b195 + 4 b2 * b197 + 4 b2 * b198 + 4 b2 * b199 + 8 b2 * b201 + 8 b2 * b202 + + 8 b2 * b205 + 4 b2 * b206 - 4 b2 * b208 - 4 b2 * b209 + 4 b2 * b210 - 8 b2 * b211 - 4 b2 * b213 + 4 b2 * b214 + - 4 b2 * b215 - 8 b2 * b216 + 4 b2 * b218 - 4 b2 * b219 - 4 b2 * b220 - 4 b2 * b222 + 4 b2 * b223 + 4 b2 * b224 + - 4 b2 * b226 - 4 b2 * b227 - 12 b2 * b228 + 4 b2 * b229 - 4 b2 * b230 + 4 b2 * b231 - 8 b2 * b233 + - 4 b2 * b234 + 4 b2 * b235 - 4 b2 * b236 - 12 b2 * b237 - 12 b2 * b238 - 4 b2 * b239 - 4 b2 * b240 + - 8 b2 * b242 - 16 b2 * b243 + 12 b2 * b244 + 28 b2 * b246 + 20 b2 * b248 + 12 b2 * b249 + 8 b2 * b250 + - 8 b2 * b251 + 12 b2 * b252 - 52 b2 * b253 + 24 b2 * b254 + 28 b2 * b255 - 4 b2 * b256 + 16 b2 * b257 + - 20 b2 * b258 + 44 b2 * b260 - 68 b2 * b261 - 28 b2 * b262 - 12 b2 * b264 + 24 b2 * b265 - 8 b2 * b266 + - 36 b2 * b268 + 24 b2 * b269 - 40 b2 * b270 - 8 b2 * b271 + 8 b2 * b272 - 44 b2 * b273 - 80 b2 * b274 + - 104 b2 * b275 + 104 b2 * b276 - 112 b2 * b277 - 4 b2 * b278 - 128 b2 * b279 - 216 b2 * b280 + 180 b2 * b281 + - 112 b2 * b282 + 264 b2 * b283 - 244 b2 * b284 - 440 b2 * b285 - 136 b2 * b286 + 300 b2 * b287 + 532 b2 * b288 + - 352 b2 * b289 + 440 b2 * b290 - 272 b2 * b291 - 1572 b2 * b292 + 228 b2 * b293 - 168 b2 * b294 - 1284 b2 * b295 + - 5032 b2 * b296 + 2136 b2 * b297 - 48 b2 * b298 + 5336 b2 * b299 - 86796 b2 * b300 - 11072 b2 * b301 + + 260948 b3 * b4 + 63696 b3 * b5 - 40112 b3 * b6 - 4624 b3 * b7 + 972 b3 * b8 + 2512 b3 * b9 + 888 b3 * b10 + + 1100 b3 * b11 + 500 b3 * b12 - 296 b3 * b13 + 1448 b3 * b14 - 388 b3 * b15 - 12 b3 * b16 - 340 b3 * b17 + - 44 b3 * b18 + 404 b3 * b19 - 40 b3 * b20 - 40 b3 * b21 + 92 b3 * b22 + 16 b3 * b23 + 68 b3 * b24 + + 32 b3 * b26 - 48 b3 * b27 + 120 b3 * b28 - 48 b3 * b29 - 36 b3 * b30 + 116 b3 * b31 + 104 b3 * b32 + - 44 b3 * b33 + 52 b3 * b34 - 92 b3 * b35 - 32 b3 * b36 - 48 b3 * b37 + 60 b3 * b38 - 8 b3 * b39 + 8 b3 * b40 + + 12 b3 * b41 + 56 b3 * b42 + 24 b3 * b43 - 28 b3 * b44 - 40 b3 * b45 + 32 b3 * b46 + 20 b3 * b47 + 8 b3 * b48 + - 28 b3 * b50 - 12 b3 * b51 - 4 b3 * b52 + 8 b3 * b53 - 12 b3 * b54 - 4 b3 * b55 - 16 b3 * b56 + 4 b3 * b58 + - 8 b3 * b59 - 8 b3 * b60 - 8 b3 * b61 + 4 b3 * b62 + 8 b3 * b63 + 8 b3 * b64 - 28 b3 * b65 + 4 b3 * b67 + + 12 b3 * b68 - 4 b3 * b69 - 12 b3 * b70 + 4 b3 * b71 - 16 b3 * b72 + 12 b3 * b73 - 4 b3 * b74 - 4 b3 * b75 + + 4 b3 * b76 + 8 b3 * b77 + 8 b3 * b78 + 8 b3 * b79 + 8 b3 * b80 + 4 b3 * b81 + 12 b3 * b82 + 4 b3 * b83 + - 4 b3 * b85 - 8 b3 * b87 - 4 b3 * b88 - 4 b3 * b89 + 4 b3 * b90 + 16 b3 * b92 + 8 b3 * b94 + 4 b3 * b96 + - 4 b3 * b97 - 8 b3 * b99 + 4 b3 * b101 + 4 b3 * b104 - 4 b3 * b105 + 8 b3 * b106 + 4 b3 * b107 - 4 b3 * b110 + - 4 b3 * b112 - 4 b3 * b113 + 4 b3 * b116 - 8 b3 * b117 + 8 b3 * b118 - 4 b3 * b119 + 4 b3 * b121 + 4 b3 * b122 + - 4 b3 * b124 - 4 b3 * b125 + 4 b3 * b126 + 4 b3 * b127 - 8 b3 * b131 - 4 b3 * b133 + 4 b3 * b134 + 4 b3 * b135 + - 4 b3 * b137 + 4 b3 * b140 - 4 b3 * b141 - 4 b3 * b144 + 4 b3 * b145 - 8 b3 * b147 - 4 b3 * b148 - 4 b3 * b149 + + 4 b3 * b150 + 4 b3 * b153 + 4 b3 * b154 + 4 b3 * b155 - 4 b3 * b156 + 4 b3 * b158 - 4 b3 * b159 - 4 b3 * b160 + + 4 b3 * b161 - 4 b3 * b165 + 4 b3 * b166 + 4 b3 * b167 - 4 b3 * b168 - 8 b3 * b169 - 4 b3 * b170 + 4 b3 * b171 + + 4 b3 * b172 + 4 b3 * b173 - 4 b3 * b174 + 4 b3 * b175 + 4 b3 * b176 + 4 b3 * b179 + 4 b3 * b180 - 4 b3 * b181 + - 4 b3 * b183 + 8 b3 * b184 - 8 b3 * b185 + 4 b3 * b186 + 4 b3 * b187 + 4 b3 * b188 + 4 b3 * b190 - 12 b3 * b191 + - 4 b3 * b193 - 4 b3 * b194 + 8 b3 * b196 + 8 b3 * b198 + 4 b3 * b199 - 4 b3 * b200 - 4 b3 * b201 + 4 b3 * b202 + - 8 b3 * b203 - 4 b3 * b204 + 12 b3 * b205 + 4 b3 * b206 + 4 b3 * b207 + 8 b3 * b208 - 4 b3 * b214 + + 4 b3 * b215 - 4 b3 * b217 - 4 b3 * b218 - 8 b3 * b219 - 12 b3 * b221 - 12 b3 * b222 + 4 b3 * b224 + + 4 b3 * b225 + 4 b3 * b227 + 12 b3 * b230 + 16 b3 * b231 - 4 b3 * b232 + 4 b3 * b233 - 4 b3 * b234 + + 8 b3 * b235 - 4 b3 * b236 - 8 b3 * b237 + 16 b3 * b238 - 4 b3 * b239 + 12 b3 * b241 + 8 b3 * b242 + + 4 b3 * b243 + 16 b3 * b244 + 20 b3 * b245 + 8 b3 * b246 + 4 b3 * b247 + 12 b3 * b248 - 12 b3 * b249 + + 4 b3 * b250 + 12 b3 * b251 - 4 b3 * b252 + 4 b3 * b253 + 24 b3 * b255 + 4 b3 * b256 + 4 b3 * b257 + + 16 b3 * b258 - 16 b3 * b259 - 16 b3 * b260 - 12 b3 * b261 + 20 b3 * b262 + 48 b3 * b263 - 28 b3 * b264 + - 4 b3 * b265 - 8 b3 * b266 + 76 b3 * b267 - 8 b3 * b270 - 36 b3 * b271 - 32 b3 * b272 - 108 b3 * b273 + + 32 b3 * b274 + 60 b3 * b275 + 92 b3 * b276 + 32 b3 * b277 - 116 b3 * b278 + 52 b3 * b279 + 164 b3 * b280 + - 108 b3 * b281 - 32 b3 * b282 + 172 b3 * b283 + 204 b3 * b284 - 144 b3 * b285 - 132 b3 * b286 + 88 b3 * b287 + - 88 b3 * b288 + 348 b3 * b289 - 340 b3 * b290 + 216 b3 * b291 - 888 b3 * b292 + 1584 b3 * b293 - 1028 b3 * b294 + - 2312 b3 * b295 - 2720 b3 * b296 - 1572 b3 * b297 - 8008 b3 * b298 - 7128 b3 * b299 + 12332 b3 * b300 + - 9792 b3 * b301 - 379876 b4 * b5 + 13460 b4 * b6 + 3276 b4 * b7 + 984 b4 * b8 + 5224 b4 * b9 - 2052 b4 * b10 + - 472 b4 * b11 - 1024 b4 * b12 - 408 b4 * b13 + 1136 b4 * b14 - 892 b4 * b15 + 776 b4 * b16 - 164 b4 * b17 + + 528 b4 * b18 + 744 b4 * b19 + 88 b4 * b20 - 188 b4 * b21 - 180 b4 * b22 + 60 b4 * b23 - 76 b4 * b24 + + 28 b4 * b25 - 96 b4 * b26 - 48 b4 * b27 + 92 b4 * b28 + 108 b4 * b29 + 36 b4 * b30 + 92 b4 * b31 + + 128 b4 * b32 + 40 b4 * b33 - 44 b4 * b34 - 68 b4 * b35 - 40 b4 * b36 + 32 b4 * b37 + 40 b4 * b38 + + 44 b4 * b39 + 36 b4 * b40 + 4 b4 * b41 + 4 b4 * b42 + 16 b4 * b43 + 16 b4 * b44 + 32 b4 * b45 + 28 b4 * b46 + + 24 b4 * b47 + 8 b4 * b48 + 20 b4 * b49 - 40 b4 * b50 - 8 b4 * b51 + 4 b4 * b52 - 8 b4 * b53 - 24 b4 * b55 + + 12 b4 * b56 + 8 b4 * b58 + 12 b4 * b59 + 12 b4 * b61 + 4 b4 * b62 - 28 b4 * b63 + 4 b4 * b64 + 12 b4 * b66 + - 4 b4 * b68 + 4 b4 * b69 + 4 b4 * b70 + 8 b4 * b71 - 4 b4 * b72 - 20 b4 * b73 - 4 b4 * b74 - 4 b4 * b75 + - 4 b4 * b78 - 12 b4 * b79 - 8 b4 * b81 - 12 b4 * b82 - 8 b4 * b83 - 4 b4 * b84 - 8 b4 * b85 + 4 b4 * b89 + - 8 b4 * b91 - 4 b4 * b92 + 4 b4 * b93 - 4 b4 * b95 - 4 b4 * b96 + 4 b4 * b100 + 4 b4 * b101 - 4 b4 * b102 + - 4 b4 * b103 - 12 b4 * b104 - 4 b4 * b106 + 4 b4 * b107 + 4 b4 * b110 + 4 b4 * b112 + 4 b4 * b113 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8 b4 * b233 + - 8 b4 * b234 - 4 b4 * b235 + 4 b4 * b236 - 4 b4 * b237 - 16 b4 * b238 - 8 b4 * b239 + 20 b4 * b240 + + 8 b4 * b241 - 8 b4 * b242 - 12 b4 * b243 - 4 b4 * b244 - 4 b4 * b245 - 12 b4 * b246 - 12 b4 * b247 + - 16 b4 * b248 + 16 b4 * b249 - 4 b4 * b250 + 24 b4 * b252 + 8 b4 * b253 - 12 b4 * b254 + 12 b4 * b256 + + 12 b4 * b257 - 28 b4 * b258 + 8 b4 * b259 + 4 b4 * b260 + 4 b4 * b261 - 4 b4 * b262 + 16 b4 * b263 + + 4 b4 * b264 + 40 b4 * b265 - 16 b4 * b266 + 20 b4 * b267 - 20 b4 * b269 - 132 b4 * b270 + 12 b4 * b271 + + 16 b4 * b272 + 4 b4 * b274 + 128 b4 * b275 - 80 b4 * b276 - 96 b4 * b277 + 56 b4 * b278 + 148 b4 * b279 + + 4 b4 * b280 + 108 b4 * b281 + 244 b4 * b282 - 112 b4 * b283 - 188 b4 * b284 - 16 b4 * b285 - 408 b4 * b286 + + 108 b4 * b287 - 112 b4 * b288 - 192 b4 * b289 + 324 b4 * b290 + 1096 b4 * b291 - 748 b4 * b292 + 544 b4 * b293 + + 992 b4 * b294 - 1000 b4 * b295 - 652 b4 * b296 - 2552 b4 * b297 - 1740 b4 * b298 - 3496 b4 * b299 + + 1252 b4 * b300 + 18812 b4 * 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* b295 - 4 b97 * b296 - 8 b97 * b298 - 4 b97 * b299 + + 4 b97 * b300 - 4 b97 * b301 + 414008 b98 * b99 - 8196 b98 * b100 - 7556 b98 * b101 - 3444 b98 * b102 + + 6188 b98 * b103 + 368 b98 * b104 + 1644 b98 * b105 + 664 b98 * b106 + 1204 b98 * b107 - 1260 b98 * b108 + + 568 b98 * b109 + 384 b98 * b110 + 92 b98 * b111 - 504 b98 * b112 + 764 b98 * b113 - 356 b98 * b114 + + 172 b98 * b115 + 176 b98 * b116 + 112 b98 * b117 + 136 b98 * b118 - 16 b98 * b119 + 104 b98 * b120 + + 312 b98 * b121 - 140 b98 * b122 + 100 b98 * b123 - 52 b98 * b124 + 32 b98 * b125 - 84 b98 * b126 + + 24 b98 * b127 - 8 b98 * b128 + 32 b98 * b129 + 4 b98 * b130 + 20 b98 * b131 + 12 b98 * b132 - 68 b98 * b133 + + 32 b98 * b134 - 8 b98 * b136 + 20 b98 * b137 + 28 b98 * b138 - 4 b98 * b139 + 40 b98 * b140 - 4 b98 * b141 + - 36 b98 * b142 - 20 b98 * b143 + 28 b98 * b144 + 32 b98 * b145 + 20 b98 * b146 + 16 b98 * b147 + 12 b98 * b148 + + 32 b98 * b149 + 8 b98 * b150 + 12 b98 * b151 + 12 b98 * b152 + 20 b98 * b154 - 24 b98 * b156 + 8 b98 * b157 + - 8 b98 * b158 + 8 b98 * b159 + 8 b98 * b160 + 12 b98 * b161 - 8 b98 * b162 + 8 b98 * b163 - 8 b98 * b164 + - 12 b98 * b165 + 4 b98 * b166 - 8 b98 * b167 - 4 b98 * b168 + 8 b98 * b169 - 12 b98 * b170 + 4 b98 * b171 + - 8 b98 * b172 - 4 b98 * b175 - 16 b98 * b176 + 8 b98 * b177 - 8 b98 * b178 + 20 b98 * b179 - 8 b98 * b181 + - 8 b98 * b182 + 8 b98 * b183 - 4 b98 * b184 - 4 b98 * b185 + 4 b98 * b188 - 8 b98 * b189 - 8 b98 * b191 + + 4 b98 * b192 - 4 b98 * b193 + 4 b98 * b195 - 4 b98 * b197 - 4 b98 * b198 + 8 b98 * b199 - 4 b98 * b200 + + 4 b98 * b201 + 8 b98 * b203 + 8 b98 * b205 + 4 b98 * b206 - 8 b98 * b207 + 4 b98 * b209 - 4 b98 * b210 + + 4 b98 * b212 + 4 b98 * b213 + 4 b98 * b218 - 4 b98 * b221 - 8 b98 * b222 + 8 b98 * b226 - 4 b98 * b227 + + 4 b98 * b229 - 4 b98 * b230 + 4 b98 * b232 + 4 b98 * b233 + 4 b98 * b237 + 4 b98 * b238 + 4 b98 * b239 + + 4 b98 * b240 - 4 b98 * b241 - 4 b98 * b243 + 4 b98 * b244 + 4 b98 * b247 - 8 b98 * b248 + 4 b98 * b249 + - 4 b98 * b251 - 4 b98 * b254 - 4 b98 * b257 - 4 b98 * b258 - 4 b98 * b260 - 4 b98 * b261 + 4 b98 * b264 + + 4 b98 * b268 - 4 b98 * b269 + 4 b98 * b270 + 4 b98 * b271 + 4 b98 * b278 - 4 b98 * b280 + 4 b98 * b283 + - 4 b98 * b285 - 4 b98 * b286 + 4 b98 * b288 + 4 b98 * b289 - 4 b98 * b290 + 4 b98 * b291 + 8 b98 * b292 + - 4 b98 * b294 - 8 b98 * b295 + 4 b98 * b296 - 4 b98 * b297 - 4 b98 * b298 - 4 b98 * b299 - 8 b98 * b301 + - 460712 b99 * b100 + 45180 b99 * b101 + 5316 b99 * b102 + 1240 b99 * b103 - 3504 b99 * b104 + 4200 b99 * b105 + - 836 b99 * b106 - 924 b99 * b107 + 832 b99 * b108 + 532 b99 * b109 - 336 b99 * b110 + 1028 b99 * b111 + + 196 b99 * b112 + 500 b99 * b113 - 84 b99 * b114 + 576 b99 * b115 - 8 b99 * b116 + 252 b99 * b117 + - 344 b99 * b118 + 180 b99 * b119 + 52 b99 * b120 + 72 b99 * b121 - 168 b99 * b122 + 120 b99 * b123 + + 36 b99 * b124 + 116 b99 * b125 + 24 b99 * b126 + 40 b99 * b127 - 12 b99 * b128 + 84 b99 * b129 + 16 b99 * b130 + + 60 b99 * b131 + 16 b99 * b132 - 44 b99 * b134 - 32 b99 * b135 - 16 b99 * b136 - 44 b99 * b137 + 20 b99 * b138 + - 44 b99 * b139 + 8 b99 * b140 - 16 b99 * b141 - 12 b99 * b142 - 44 b99 * b143 - 20 b99 * b144 - 4 b99 * b145 + - 4 b99 * b146 - 16 b99 * b147 + 4 b99 * b148 + 8 b99 * b149 + 12 b99 * b150 - 12 b99 * b151 - 8 b99 * b152 + - 20 b99 * b153 + 28 b99 * b154 - 8 b99 * b155 + 4 b99 * b156 + 4 b99 * b157 - 4 b99 * b158 + 20 b99 * b159 + + 4 b99 * b160 + 12 b99 * b161 + 4 b99 * b162 + 4 b99 * b163 - 4 b99 * b164 - 8 b99 * b165 + 8 b99 * b166 + - 8 b99 * b167 + 12 b99 * b168 - 12 b99 * b169 + 12 b99 * b171 + 4 b99 * b172 + 8 b99 * b173 - 4 b99 * b174 + + 12 b99 * b175 - 8 b99 * b177 + 4 b99 * b178 - 16 b99 * b179 - 4 b99 * b180 - 4 b99 * b181 - 4 b99 * b184 + + 4 b99 * b185 - 8 b99 * b186 - 4 b99 * b187 + 4 b99 * b188 + 4 b99 * b190 + 4 b99 * b193 - 4 b99 * b194 + + 4 b99 * b195 - 8 b99 * b196 - 4 b99 * b197 + 4 b99 * b198 - 4 b99 * b199 + 8 b99 * b200 - 4 b99 * b202 + - 4 b99 * b203 + 4 b99 * b206 - 4 b99 * b208 - 8 b99 * b209 + 4 b99 * b210 - 4 b99 * b212 + 4 b99 * b214 + - 12 b99 * b215 + 4 b99 * b221 + 4 b99 * b227 - 4 b99 * b231 - 4 b99 * b236 + 8 b99 * b237 + 4 b99 * b242 + + 4 b99 * b243 + 4 b99 * b244 + 4 b99 * b249 - 4 b99 * b250 + 4 b99 * b251 - 8 b99 * b253 + 4 b99 * b254 + + 4 b99 * b259 + 4 b99 * b260 - 4 b99 * b261 + 4 b99 * b262 + 4 b99 * b264 + 12 b99 * b267 + 4 b99 * b271 + - 4 b99 * b272 + 4 b99 * b273 - 4 b99 * b274 - 4 b99 * b278 + 4 b99 * b281 - 4 b99 * b284 - 4 b99 * b286 + - 4 b99 * b287 + 4 b99 * b289 - 4 b99 * b290 - 8 b99 * b293 + 4 b99 * b294 - 4 b99 * b296 + 4 b99 * b297 + + 8 b99 * b298 - 4 b99 * b300 + 87016 b100 * b101 - 22852 b100 * b102 + 1556 b100 * b103 + 3756 b100 * b104 + - 6740 b100 * b105 - 3396 b100 * b106 + 952 b100 * b107 - 836 b100 * b108 - 916 b100 * b109 - 600 b100 * b110 + - 32 b100 * b111 + 208 b100 * b112 + 760 b100 * b113 + 312 b100 * b114 + 200 b100 * b115 - 24 b100 * b116 + - 164 b100 * b117 + 124 b100 * b118 + 196 b100 * b119 + 28 b100 * b120 + 80 b100 * b121 - 76 b100 * b122 + - 120 b100 * b123 + 48 b100 * b124 + 20 b100 * b125 - 68 b100 * b126 - 76 b100 * b128 + 24 b100 * b129 + - 52 b100 * b130 + 36 b100 * b131 - 24 b100 * b132 - 16 b100 * b133 - 24 b100 * b134 - 8 b100 * b135 + - 24 b100 * b136 + 80 b100 * b137 + 16 b100 * b138 - 40 b100 * b139 - 60 b100 * b140 - 8 b100 * b141 + + 8 b100 * b142 - 16 b100 * b143 - 12 b100 * b144 - 24 b100 * b145 + 4 b100 * b146 - 28 b100 * b147 + - 4 b100 * b148 + 32 b100 * b149 - 28 b100 * b150 - 28 b100 * b151 + 8 b100 * b152 + 16 b100 * b154 + + 16 b100 * b156 - 4 b100 * b157 + 4 b100 * b158 + 12 b100 * b159 + 12 b100 * b160 - 24 b100 * b161 + - 16 b100 * b162 - 8 b100 * b163 - 8 b100 * b164 - 4 b100 * b165 + 4 b100 * b166 + 8 b100 * b167 - 20 b100 * b168 + + 4 b100 * b169 + 4 b100 * b170 - 8 b100 * b171 - 4 b100 * b173 - 4 b100 * b174 + 8 b100 * b176 + 4 b100 * b177 + + 4 b100 * b178 + 16 b100 * b179 - 12 b100 * b180 + 8 b100 * b181 + 12 b100 * b182 + 8 b100 * b183 + + 8 b100 * b184 + 4 b100 * b186 + 4 b100 * b187 - 4 b100 * b188 - 12 b100 * b191 + 4 b100 * b193 + 4 b100 * b194 + - 4 b100 * b195 + 4 b100 * b196 + 8 b100 * b201 - 4 b100 * b203 - 4 b100 * b205 + 4 b100 * b208 + 4 b100 * b211 + + 4 b100 * b212 - 4 b100 * b216 - 4 b100 * b218 + 4 b100 * b220 - 4 b100 * b221 - 12 b100 * b222 + 8 b100 * b224 + - 8 b100 * b227 - 8 b100 * b228 + 4 b100 * b229 + 4 b100 * b232 - 4 b100 * b234 - 4 b100 * b235 + 4 b100 * b236 + - 4 b100 * b243 - 4 b100 * b246 - 4 b100 * b247 - 4 b100 * b248 + 4 b100 * b251 - 8 b100 * b253 + 4 b100 * b255 + - 4 b100 * b256 + 8 b100 * b257 - 4 b100 * b261 - 4 b100 * b263 + 4 b100 * b265 - 4 b100 * b271 + 4 b100 * b272 + + 8 b100 * b273 - 4 b100 * b274 - 4 b100 * b278 + 4 b100 * b279 + 4 b100 * b280 + 4 b100 * b281 - 4 b100 * b284 + - 8 b100 * b286 + 4 b100 * b287 - 4 b100 * b291 + 4 b100 * b292 - 4 b100 * b293 - 4 b100 * b294 - 4 b100 * b295 + + 8 b100 * b296 + 4 b100 * b297 + 8 b100 * b298 + 8 b100 * b299 - 4 b100 * b300 + 111828 b101 * b102 + - 15464 b101 * b103 - 8408 b101 * b104 + 1520 b101 * b105 + 2656 b101 * b106 + 512 b101 * b107 + 3292 b101 * b108 + - 172 b101 * b109 + 460 b101 * b110 + 860 b101 * b111 - 520 b101 * b112 + 224 b101 * b113 - 792 b101 * b114 + + 332 b101 * b115 - 228 b101 * b116 - 164 b101 * b117 + 312 b101 * b118 - 72 b101 * b119 - 200 b101 * b120 + + 260 b101 * b121 - 72 b101 * b122 - 32 b101 * b123 - 16 b101 * b124 + 12 b101 * b125 + 72 b101 * b126 + - 124 b101 * b127 + 68 b101 * b128 - 36 b101 * b129 - 4 b101 * b130 - 12 b101 * b131 + 96 b101 * b132 + - 32 b101 * b133 + 56 b101 * b134 - 32 b101 * b135 - 64 b101 * b136 + 108 b101 * b137 - 60 b101 * b138 + + 12 b101 * b139 + 36 b101 * b141 - 20 b101 * b142 - 16 b101 * b144 - 12 b101 * b146 - 36 b101 * b147 + - 20 b101 * b148 - 20 b101 * b149 - 16 b101 * b150 + 12 b101 * b151 + 16 b101 * b152 + 20 b101 * b153 + - 4 b101 * b155 - 12 b101 * b156 + 12 b101 * b157 - 4 b101 * b158 + 20 b101 * b159 + 20 b101 * b161 + - 8 b101 * b162 + 8 b101 * b163 - 20 b101 * b164 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b267 * b276 + 996 b267 * b277 + + 44 b267 * b278 + 20 b267 * b279 + 12 b267 * b280 + 504 b267 * b281 - 12 b267 * b282 - 232 b267 * b283 + - 164 b267 * b284 + 72 b267 * b285 - 128 b267 * b286 - 336 b267 * b287 - 316 b267 * b288 - 72 b267 * b289 + - 28 b267 * b290 - 84 b267 * b291 - 56 b267 * b292 - 36 b267 * b293 + 52 b267 * b294 + 36 b267 * b295 + - 44 b267 * b296 - 20 b267 * b297 + 28 b267 * b298 + 8 b267 * b299 - 52 b267 * b300 - 60 b267 * b301 + - 237528 b268 * b269 - 118272 b268 * b270 + 3344 b268 * b271 + 8752 b268 * b272 + 5260 b268 * b273 + - 1340 b268 * b274 - 2012 b268 * b275 - 1344 b268 * b276 + 1156 b268 * b277 + 968 b268 * b278 - 1244 b268 * b279 + - 364 b268 * b280 - 676 b268 * b281 + 624 b268 * b282 + 460 b268 * b283 - 116 b268 * b284 - 208 b268 * b285 + + 268 b268 * b286 - 8 b268 * b287 + 208 b268 * b288 - 104 b268 * b289 + 132 b268 * b290 + 104 b268 * b291 + - 20 b268 * b292 - 28 b268 * b293 - 72 b268 * b294 - 164 b268 * b295 - 112 b268 * b296 + 8 b268 * b298 + - 16 b268 * b299 - 48 b268 * b300 + 44 b268 * b301 - 357164 b269 * b270 - 75804 b269 * b271 + 10888 b269 * b272 + - 14092 b269 * b273 + 3548 b269 * b274 - 3820 b269 * b275 - 2176 b269 * b276 + 1832 b269 * b277 - 1892 b269 * b278 + + 172 b269 * b279 - 460 b269 * b280 + 712 b269 * b281 + 116 b269 * b282 - 240 b269 * b283 - 500 b269 * b284 + - 32 b269 * b285 - 12 b269 * b286 - 84 b269 * b287 - 112 b269 * b288 - 8 b269 * b289 - 252 b269 * b290 + - 24 b269 * b291 - 24 b269 * b293 + 48 b269 * b295 + 120 b269 * b296 + 36 b269 * b297 + 8 b269 * b298 + + 64 b269 * b299 + 16 b269 * b300 + 28 b269 * b301 - 42796 b270 * b271 + 65628 b270 * b272 + 2444 b270 * b273 + + 1156 b270 * b274 + 10656 b270 * b275 - 2372 b270 * b276 + 808 b270 * b277 + 1040 b270 * b278 + 692 b270 * b279 + + 936 b270 * b280 + 20 b270 * b281 - 792 b270 * b282 + 12 b270 * b283 + 752 b270 * b284 - 820 b270 * b285 + - 64 b270 * b286 + 80 b270 * b287 + 188 b270 * b288 + 224 b270 * b289 - 88 b270 * b290 - 80 b270 * b291 + + 272 b270 * 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b274 * b290 + 156 b274 * b291 + 4 b274 * b292 - 272 b274 * b293 - 236 b274 * b294 + - 144 b274 * b295 + 80 b274 * b296 + 76 b274 * b297 - 24 b274 * b298 + 128 b274 * b299 - 200 b274 * b300 + + 144 b274 * b301 - 131024 b275 * b276 - 44840 b275 * b277 + 28028 b275 * b278 - 26468 b275 * b279 + + 1764 b275 * b280 + 1988 b275 * b281 - 2212 b275 * b282 + 220 b275 * b283 - 1320 b275 * b284 - 988 b275 * b285 + - 1856 b275 * b286 - 412 b275 * b287 + 172 b275 * b288 - 468 b275 * b289 - 68 b275 * b290 + 60 b275 * b291 + + 168 b275 * b292 - 292 b275 * b293 - 392 b275 * b294 - 204 b275 * b295 + 72 b275 * b296 + 16 b275 * b297 + - 4 b275 * b298 - 52 b275 * b299 + 76 b275 * b300 + 212 b275 * b301 + 16744 b276 * b277 + 67908 b276 * b278 + - 22048 b276 * b279 + 8456 b276 * b280 - 2608 b276 * b281 - 2764 b276 * b282 + 2240 b276 * b283 + 724 b276 * b284 + + 976 b276 * b285 - 724 b276 * b286 - 292 b276 * b287 - 764 b276 * b288 - 48 b276 * b289 - 4 b276 * b290 + - 72 b276 * b291 - 116 b276 * b292 - 124 b276 * b293 + 84 b276 * b294 - 48 b276 * b295 - 184 b276 * b296 + - 56 b276 * b297 - 104 b276 * b298 + 244 b276 * b299 - 124 b276 * b300 + 56 b276 * b301 + 164788 b277 * b278 + - 46176 b277 * b279 + 4380 b277 * b280 + 2948 b277 * b281 - 932 b277 * b282 + 8476 b277 * b283 + 1536 b277 * b284 + - 952 b277 * b285 + 1184 b277 * b286 + 68 b277 * b287 - 1044 b277 * b288 + 104 b277 * b289 + 80 b277 * b290 + - 428 b277 * b291 + 424 b277 * b292 + 136 b277 * b293 - 140 b277 * b294 - 260 b277 * b295 - 92 b277 * b296 + + 180 b277 * b297 - 72 b277 * b298 + 92 b277 * b299 + 56 b277 * b300 - 76 b277 * b301 + 352924 b278 * b279 + - 35700 b278 * b280 + 3948 b278 * b281 - 6376 b278 * b282 - 5252 b278 * b283 - 536 b278 * b284 + 2084 b278 * b285 + - 2364 b278 * b286 + 560 b278 * b287 + 452 b278 * b288 - 256 b278 * b289 + 164 b278 * b290 + 216 b278 * b291 + + 288 b278 * b292 + 32 b278 * b293 + 156 b278 * b294 + 72 b278 * b295 - 212 b278 * b296 - 24 b278 * b297 + - 44 b278 * b298 + 8 b278 * b299 - 68 b278 * b300 - 24 b278 * b301 + 226872 b279 * b280 - 11104 b279 * b281 + - 11136 b279 * b282 - 8528 b279 * b283 - 1400 b279 * b284 - 5900 b279 * b285 + 1148 b279 * b286 + 1668 b279 * b287 + - 372 b279 * b288 - 852 b279 * b289 - 1196 b279 * b290 + 240 b279 * b291 - 412 b279 * b292 + 480 b279 * b293 + - 272 b279 * b294 - 344 b279 * b295 - 236 b279 * b296 - 388 b279 * b297 + 212 b279 * b298 - 128 b279 * b299 + - 136 b279 * b300 + 16 b279 * b301 - 196052 b280 * b281 + 9068 b280 * b282 + 9252 b280 * b283 + 17996 b280 * b284 + - 1556 b280 * b285 - 324 b280 * b286 + 168 b280 * b287 + 1936 b280 * b288 - 2136 b280 * b289 + 464 b280 * b290 + - 424 b280 * b291 - 376 b280 * b292 - 84 b280 * b293 - 56 b280 * b294 - 340 b280 * b295 - 164 b280 * b296 + - 228 b280 * b297 - 152 b280 * b298 - 300 b280 * b299 + 184 b280 * b300 - 188 b280 * b301 - 199060 b281 * b282 + - 31356 b281 * b283 + 12772 b281 * b284 + 4332 b281 * b285 + 3352 b281 * b286 + 688 b281 * b287 - 1112 b281 * b288 + - 1624 b281 * b289 - 288 b281 * b290 - 780 b281 * b291 - 128 b281 * b292 + 324 b281 * b293 - 256 b281 * b294 + - 72 b281 * b295 + 444 b281 * b296 + 480 b281 * b297 - 296 b281 * b298 - 32 b281 * b299 - 40 b281 * b300 + + 80 b281 * b301 + 93296 b282 * b283 - 29872 b282 * b284 - 2364 b282 * b285 + 13484 b282 * b286 - 3584 b282 * b287 + + 4216 b282 * b288 + 2952 b282 * b289 + 352 b282 * b290 + 476 b282 * b291 - 44 b282 * b292 + 16 b282 * b293 + + 452 b282 * b294 + 892 b282 * b295 + 316 b282 * b296 + 292 b282 * b297 + 232 b282 * b298 - 232 b282 * b299 + + 48 b282 * b300 + 100 b282 * b301 + 187852 b283 * b284 - 60 b283 * b285 - 10732 b283 * b286 + 18260 b283 * b287 + + 1476 b283 * b288 + 5832 b283 * b289 - 3536 b283 * b290 + 1464 b283 * b291 - 272 b283 * b292 - 512 b283 * b293 + + 900 b283 * b294 - 64 b283 * b295 - 592 b283 * b296 - 976 b283 * b297 - 544 b283 * b298 + 84 b283 * b299 + - 96 b283 * b300 - 208 b283 * b301 - 568668 b284 * b285 + 91808 b284 * b286 - 14552 b284 * b288 - 924 b284 * b289 + - 3652 b284 * b290 + 2012 b284 * b291 + 2708 b284 * b292 - 1156 b284 * b293 + 196 b284 * b294 + 580 b284 * b295 + + 872 b284 * b296 + 180 b284 * b297 + 564 b284 * b298 + 728 b284 * b299 + 192 b284 * b300 - 224 b284 * b301 + - 343144 b285 * b286 - 41284 b285 * b287 - 12444 b285 * b288 + 21568 b285 * b289 + 12272 b285 * b290 + - 3028 b285 * b291 - 1216 b285 * b292 + 768 b285 * b293 + 664 b285 * b294 + 648 b285 * b295 + 1356 b285 * b296 + + 348 b285 * b297 + 1228 b285 * b298 + 120 b285 * b299 - 220 b285 * b300 - 472 b285 * b301 + 53240 b286 * b287 + + 134460 b286 * b288 + 41908 b286 * b289 + 5100 b286 * b290 - 3416 b286 * b291 + 5956 b286 * b292 - 2800 b286 * b293 + - 2184 b286 * b294 + 624 b286 * b295 - 520 b286 * b296 - 532 b286 * b297 + 104 b286 * b298 + 552 b286 * b299 + - 764 b286 * b300 - 332 b286 * b301 - 47248 b287 * b288 - 1996 b287 * b289 + 5768 b287 * b290 + 4948 b287 * b291 + + 4592 b287 * b292 + 4776 b287 * b293 + 3276 b287 * b294 + 1872 b287 * b295 + 448 b287 * b296 + 340 b287 * b297 + - 956 b287 * b298 - 168 b287 * b299 - 84 b287 * b300 - 28 b287 * b301 - 210516 b288 * b289 - 28660 b288 * b290 + + 11112 b288 * b291 + 1692 b288 * b292 + 496 b288 * b293 - 1684 b288 * b294 - 2428 b288 * b295 + 2320 b288 * b296 + - 252 b288 * b297 - 1708 b288 * b298 + 332 b288 * b299 + 24 b288 * b300 + 348 b288 * b301 + 134812 b289 * b290 + - 4820 b289 * b291 + 4296 b289 * b292 - 2804 b289 * b293 - 3696 b289 * b294 + 2496 b289 * b295 + 4048 b289 * b296 + + 4284 b289 * b297 + 760 b289 * b298 + 552 b289 * b299 + 1128 b289 * b300 - 496 b289 * b301 + 58112 b290 * b291 + - 4172 b290 * b292 + 864 b290 * b293 - 8260 b290 * b294 + 2160 b290 * b295 - 1360 b290 * b296 - 36 b290 * b297 + + 632 b290 * b298 + 1324 b290 * b299 - 752 b290 * b300 - 796 b290 * b301 - 391912 b291 * b292 + 93284 b291 * b293 + + 11868 b291 * b294 + 5312 b291 * b295 + 2832 b291 * b296 + 1348 b291 * b297 + 1628 b291 * b298 + 952 b291 * b299 + - 276 b291 * b300 - 1280 b291 * b301 + 323784 b292 * b293 + 73040 b292 * b294 + 28396 b292 * b295 + 5420 b292 * b296 + - 2080 b292 * b297 + 2468 b292 * b298 + 1008 b292 * b299 - 1124 b292 * b300 - 88 b292 * b301 + 236100 b293 * b294 + - 48340 b293 * b295 + 4744 b293 * b296 - 3648 b293 * b297 + 4652 b293 * b298 + 2240 b293 * b299 + 4176 b293 * b300 + - 2856 b293 * b301 + 240332 b294 * b295 + 9268 b294 * b296 - 10380 b294 * b297 - 448 b294 * b298 + 5524 b294 * b299 + + 52 b294 * b300 - 264 b294 * b301 - 179880 b295 * b296 - 61668 b295 * b297 - 6920 b295 * b298 + 9040 b295 * b299 + + 3640 b295 * b300 - 904 b295 * b301 + 575064 b296 * b297 + 30536 b296 * b298 - 24628 b296 * b299 - 13480 b296 * b300 + - 3992 b296 * b301 + 216872 b297 * b298 - 108332 b297 * b299 - 31356 b297 * b300 + 2632 b297 * b301 + - 279440 b298 * b299 + 272 b298 * b300 + 18700 b298 * b301 + 183516 b299 * b300 - 27020 b299 * b301 + - 178016 b300 * b301 ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 + b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_5725.lp b/test_data/qplib_mittelmann_lp/QPLIB_5725.lp new file mode 100644 index 0000000..07dec8c --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_5725.lp @@ -0,0 +1,276 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 343 0 343 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 343 0 343 0 +\ +Maximize + obj: 291597 b2 - 32641 b3 + 363764 b4 + 152028 b5 - 301909 b6 + 138514 b7 + 306604 b8 + 355770 b9 + 17167 b10 + + 90387 b11 + 295006 b12 - 31656 b13 + 140106 b14 - 185950 b15 + 56109 b16 - 299313 b17 - 76254 b18 + - 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b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 + b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 + b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 + b324 b325 b326 b327 b328 b329 b330 b331 b332 b333 b334 b335 b336 b337 b338 b339 b340 b341 b342 + b343 b344 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_5755.lp b/test_data/qplib_mittelmann_lp/QPLIB_5755.lp new file mode 100644 index 0000000..d26e17d --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_5755.lp @@ -0,0 +1,244 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 400 0 400 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 400 0 400 0 +\ +Maximize + obj: 36975 b2 - 71441 b3 + 153636 b4 + 6006 b5 - 168081 b6 - 248927 b7 - 114743 b8 - 32594 b9 + 67916 b10 + - 118962 b11 - 284859 b12 + 3958 b13 + 121397 b14 - 232326 b15 - 182462 b16 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b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 + b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 + b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 + b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 + b324 b325 b326 b327 b328 b329 b330 b331 b332 b333 b334 b335 b336 b337 b338 b339 b340 b341 b342 + b343 b344 b345 b346 b347 b348 b349 b350 b351 b352 b353 b354 b355 b356 b357 b358 b359 b360 b361 + b362 b363 b364 b365 b366 b367 b368 b369 b370 b371 b372 b373 b374 b375 b376 b377 b378 b379 b380 + b381 b382 b383 b384 b385 b386 b387 b388 b389 b390 b391 b392 b393 b394 b395 b396 b397 b398 b399 + b400 b401 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_5875.lp b/test_data/qplib_mittelmann_lp/QPLIB_5875.lp new file mode 100644 index 0000000..698491d --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_5875.lp @@ -0,0 +1,2499 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 200 0 200 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 200 0 200 0 +\ +Maximize + obj: 100 b2 + 15 b3 - 41 b4 - 87 b5 - 47 b6 + 64 b7 - 54 b8 + 63 b9 - 65 b10 + 15 b11 + 12 b12 - 97 b13 + + 33 b14 - 41 b15 + 42 b16 + 44 b17 + 92 b18 - 86 b19 + 2 b20 + 28 b21 - 77 b22 + 98 b23 - 27 b24 - 77 b25 + + 76 b26 - 19 b27 - 70 b28 - 34 b29 + 12 b30 - 66 b31 - 67 b32 + 30 b33 + 76 b34 + 39 b35 + 65 b36 + - 72 b37 - 6 b38 - 26 b39 + 71 b40 + 10 b41 - 92 b42 - 36 b43 + 22 b44 - 37 b45 + 91 b46 - 15 b47 - 72 b48 + + 92 b49 - 65 b50 + 2 b51 - 73 b52 + 10 b53 + 78 b54 - 57 b55 - 31 b56 + 73 b57 + 40 b58 + 74 b59 - 69 b60 + - 71 b61 + 36 b62 - 54 b63 - 75 b64 - 35 b65 + 78 b66 - 12 b67 + 16 b68 - 14 b69 + 56 b70 - 16 b71 + + 59 b72 + 31 b73 + 48 b74 + 27 b75 + 22 b76 + 26 b77 + 80 b78 + 55 b79 + 57 b80 - 50 b81 - 98 b82 + + 11 b83 - 19 b84 - 100 b85 - 91 b86 - 60 b87 + 78 b88 - 77 b89 - 57 b90 - 42 b91 + 77 b92 + 35 b93 + + 39 b94 - 77 b95 - 21 b96 + 67 b97 + 62 b98 - 10 b99 + b100 - 4 b101 + 36 b102 - 41 b103 + 95 b104 + - 35 b105 + 24 b106 + 14 b107 - 41 b108 + 59 b109 - 17 b110 + 61 b111 + 81 b112 + 38 b113 + 17 b114 + - 5 b115 + 57 b116 + 3 b117 + 84 b118 + 83 b119 + 60 b120 + 8 b121 + 3 b122 - 76 b123 + 84 b124 - 6 b125 + + 29 b126 - 60 b127 - 46 b128 + 44 b129 + 95 b130 - 51 b131 + 43 b132 + 44 b133 + 33 b134 - 91 b135 + - 74 b136 - 51 b137 + 71 b138 + 87 b139 + 19 b140 + 32 b141 - 23 b142 + 38 b143 - 87 b144 - 13 b145 + - 13 b146 - 58 b147 - 96 b148 - 77 b149 - 9 b150 + 88 b151 - 62 b152 - 25 b153 + 13 b154 - 39 b155 + + 60 b156 - 51 b157 - 93 b158 - 62 b159 + 87 b160 + 73 b161 - 6 b162 - 74 b163 - 86 b164 + 26 b165 + - 16 b166 + 76 b167 - 35 b168 - 51 b169 + 23 b170 - 45 b171 + 26 b172 + 15 b173 - 14 b174 + 27 b175 + + 55 b176 + 37 b177 - 83 b178 + 68 b179 + 82 b180 + 93 b181 - 3 b182 + 17 b183 + 91 b184 - 42 b185 + - 47 b186 + 4 b187 - 12 b188 - 35 b189 - 80 b190 + 29 b191 - 90 b192 - 24 b193 + 42 b194 + 73 b195 + - 97 b196 + 87 b197 + 81 b198 + 45 b199 - 12 b200 + 37 b201 + [ 180 b2 * b3 + 184 b2 * b4 - 68 b2 * b5 + + 96 b2 * b7 - 100 b2 * b9 + 48 b2 * b10 + 28 b2 * b11 + 28 b2 * b12 + 8 b2 * b13 + 176 b2 * b14 + 140 b2 * b15 + - 60 b2 * b16 + 92 b2 * b17 + 28 b2 * b18 + 108 b2 * b19 + 52 b2 * b20 + 176 b2 * b21 + 176 b2 * b22 + - 16 b2 * b23 + 64 b2 * b24 + 4 b2 * b25 - 84 b2 * b26 + 24 b2 * b27 - 108 b2 * b28 + 116 b2 * b29 + - 96 b2 * b30 + 108 b2 * b31 + 68 b2 * b33 - 44 b2 * b34 + 88 b2 * b35 + 164 b2 * b36 + 160 b2 * b38 + + 48 b2 * b39 - 156 b2 * b40 - 52 b2 * b42 + 176 b2 * b46 + 180 b2 * b47 - 172 b2 * b48 - 172 b2 * b49 + - 192 b2 * b50 - 144 b2 * b51 - 112 b2 * b52 + 192 b2 * b53 + 116 b2 * b56 - 32 b2 * b57 + 180 b2 * b58 + + 172 b2 * b60 + 128 b2 * b61 + 4 b2 * b62 + 148 b2 * b63 - 132 b2 * b64 - 164 b2 * b65 + 120 b2 * b66 + - 152 b2 * b69 + 68 b2 * b70 - 160 b2 * b71 + 128 b2 * b72 + 92 b2 * b73 + 8 b2 * b74 + 108 b2 * b75 + + 188 b2 * b76 + 148 b2 * b77 - 20 b2 * b79 - 160 b2 * b80 - 184 b2 * b81 + 148 b2 * b82 - 92 b2 * b83 + - 32 b2 * b84 - 36 b2 * b85 + 200 b2 * b86 + 172 b2 * b87 + 116 b2 * b88 + 76 b2 * b92 + 104 b2 * b94 + - 88 b2 * b95 - 12 b2 * b96 + 40 b2 * b97 + 164 b2 * b98 + 136 b2 * b99 - 48 b2 * b100 + 200 b2 * b101 + + 152 b2 * b102 - 4 b2 * b103 - 180 b2 * b105 + 188 b2 * b106 - 156 b2 * b107 - 124 b2 * b108 - 200 b2 * b109 + + 160 b2 * b110 - 148 b2 * b111 + 20 b2 * b115 - 124 b2 * b116 + 160 b2 * b117 - 92 b2 * b118 - 108 b2 * b119 + + 84 b2 * b122 - 92 b2 * b123 + 140 b2 * b124 + 72 b2 * b125 + 80 b2 * b126 - 100 b2 * b127 + 80 b2 * b129 + + 28 b2 * b131 + 108 b2 * b132 - 28 b2 * b133 + 32 b2 * b134 + 96 b2 * b135 + 92 b2 * b136 - 196 b2 * b137 + - 56 b2 * b138 - 196 b2 * b140 + 24 b2 * b141 + 152 b2 * b142 - 200 b2 * b143 - 96 b2 * b145 + 88 b2 * b146 + - 80 b2 * b148 - 88 b2 * b149 + 184 b2 * b150 - 92 b2 * b151 + 124 b2 * b155 + 192 b2 * b156 + 76 b2 * b157 + + 116 b2 * b158 - 72 b2 * b159 - 168 b2 * b161 + 20 b2 * b162 - 16 b2 * b165 + 164 b2 * b167 + 116 b2 * b168 + + 120 b2 * b169 + 20 b2 * b170 + 168 b2 * b171 + 160 b2 * b172 - 200 b2 * b173 + 128 b2 * b174 - 80 b2 * b175 + - 108 b2 * b176 - 88 b2 * b177 - 56 b2 * b178 + 20 b2 * b179 + 128 b2 * b180 - 148 b2 * b181 + 92 b2 * b183 + + 148 b2 * b185 - 8 b2 * b186 + 196 b2 * b187 - 164 b2 * b189 - 84 b2 * b190 - 76 b2 * b191 + 200 b2 * b192 + - 40 b2 * b194 - 20 b2 * b195 + 188 b2 * b196 + 196 b2 * b197 + 116 b2 * b200 - 192 b2 * b201 - 196 b3 * b4 + - 124 b3 * b5 + 156 b3 * b9 - 52 b3 * b10 + 112 b3 * b11 + 116 b3 * b12 + 36 b3 * b13 + 148 b3 * b14 + - 32 b3 * b15 + 88 b3 * b16 + 180 b3 * b17 + 168 b3 * b19 - 96 b3 * b21 + 80 b3 * b24 - 28 b3 * b25 + - 172 b3 * b26 + 192 b3 * b28 + 168 b3 * b31 + 96 b3 * b32 - 56 b3 * b33 - 120 b3 * b34 - 48 b3 * b35 + + 12 b3 * b36 + 20 b3 * b37 + 116 b3 * b38 - 88 b3 * b42 + 24 b3 * b43 + 92 b3 * b44 + 200 b3 * b45 + - 156 b3 * b46 - 108 b3 * b48 + 184 b3 * b49 - 124 b3 * b52 - 16 b3 * b53 + 184 b3 * b54 - 80 b3 * b55 + - 44 b3 * b56 + 176 b3 * b57 - 4 b3 * b59 - 40 b3 * b60 - 4 b3 * b61 - 48 b3 * b62 - 160 b3 * b64 - 56 b3 * b66 + - 124 b3 * b67 + 76 b3 * b68 + 80 b3 * b69 + 156 b3 * b70 - 132 b3 * b73 + 76 b3 * b74 - 44 b3 * b76 + + 196 b3 * b77 - 8 b3 * b78 - 136 b3 * b79 - 184 b3 * b80 - 92 b3 * b81 + 40 b3 * b82 - 60 b3 * b83 + - 176 b3 * b84 + 140 b3 * b85 + 168 b3 * b86 + 120 b3 * b87 - 84 b3 * b90 - 8 b3 * b91 - 84 b3 * b92 + - 168 b3 * b93 + 64 b3 * b94 + 16 b3 * b95 - 40 b3 * b96 + 68 b3 * b98 - 172 b3 * b100 + 152 b3 * b102 + + 60 b3 * b103 + 156 b3 * b104 - 40 b3 * b105 - 168 b3 * b106 - 92 b3 * b107 - 28 b3 * b108 - 12 b3 * b109 + + 156 b3 * b110 + 180 b3 * b112 - 8 b3 * b113 - 96 b3 * b114 + 20 b3 * b115 - 172 b3 * b116 - 76 b3 * b117 + - 200 b3 * b118 + 108 b3 * b119 + 184 b3 * b121 - 176 b3 * b122 + 200 b3 * b124 + 200 b3 * b125 + 128 b3 * b126 + - 128 b3 * b128 - 20 b3 * b129 + 64 b3 * b130 + 16 b3 * b131 + 24 b3 * b132 - 56 b3 * b133 - 76 b3 * b134 + - 68 b3 * b135 - 52 b3 * b136 - 104 b3 * b137 - 64 b3 * b138 + 156 b3 * b140 + 188 b3 * b141 - 84 b3 * b142 + - 84 b3 * b143 - 60 b3 * b144 + 156 b3 * b145 - 48 b3 * b146 - 32 b3 * b147 + 152 b3 * b150 + 140 b3 * b152 + - 16 b3 * b153 + 92 b3 * b155 + 116 b3 * b156 + 92 b3 * b157 + 48 b3 * b158 + 100 b3 * b160 - 20 b3 * b161 + + 164 b3 * b162 - 12 b3 * b163 - 148 b3 * b164 - 184 b3 * b165 - 24 b3 * b166 + 164 b3 * b167 + 128 b3 * b168 + - 124 b3 * b169 + 36 b3 * b170 - 52 b3 * b171 + 96 b3 * b174 - 164 b3 * b175 + 180 b3 * b177 - 148 b3 * b178 + - 128 b3 * b179 - 104 b3 * b182 + 172 b3 * b183 - 28 b3 * b184 + 56 b3 * b186 - 28 b3 * b187 + 192 b3 * b188 + + 60 b3 * b189 + 176 b3 * b190 + 20 b3 * b192 - 116 b3 * b193 - 128 b3 * b194 - 20 b3 * b195 - 40 b3 * b197 + - 176 b3 * b198 + 160 b3 * b199 + 116 b3 * b200 + 28 b3 * b201 - 56 b4 * b5 - 52 b4 * b6 + 144 b4 * b8 + + 84 b4 * b9 - 156 b4 * b10 - 156 b4 * b12 - 4 b4 * b13 + 20 b4 * b14 - 168 b4 * b15 - 12 b4 * b16 + + 168 b4 * b17 + 108 b4 * b18 + 4 b4 * b19 - 84 b4 * b20 + 144 b4 * b21 + 20 b4 * b23 + 172 b4 * b24 + - 188 b4 * b25 + 144 b4 * b27 - 32 b4 * b28 - 124 b4 * b31 + 160 b4 * b32 + 108 b4 * b33 - 52 b4 * b34 + - 184 b4 * b35 + 188 b4 * b36 + 52 b4 * b37 + 36 b4 * b38 + 156 b4 * b39 - 132 b4 * b40 - 108 b4 * b42 + - 24 b4 * b43 - 76 b4 * b44 - 8 b4 * b45 - 28 b4 * b46 - 76 b4 * b48 + 148 b4 * b50 + 84 b4 * b51 + 116 b4 * b52 + - 140 b4 * b53 - 160 b4 * b55 + 120 b4 * b56 + 56 b4 * b57 - 100 b4 * b58 + 68 b4 * b59 + 128 b4 * b60 + - 56 b4 * b62 + 152 b4 * b63 + 124 b4 * b65 + 144 b4 * b66 + 52 b4 * b67 + 64 b4 * b68 + 148 b4 * b69 + - 104 b4 * b71 - 192 b4 * b72 - 100 b4 * b74 - 20 b4 * b75 - 60 b4 * b76 - 16 b4 * b78 + 132 b4 * b79 + + 88 b4 * b80 - 64 b4 * b81 - 64 b4 * b82 + 4 b4 * b83 - 64 b4 * b84 + 196 b4 * b85 - 176 b4 * b86 + - 28 b4 * b87 + 108 b4 * b88 + 188 b4 * b90 + 52 b4 * b91 + 188 b4 * b93 - 188 b4 * b94 - 56 b4 * b95 + + 80 b4 * b96 + 112 b4 * b97 + 96 b4 * b100 - 192 b4 * b101 + 4 b4 * b102 + 180 b4 * b103 - 72 b4 * b106 + + 144 b4 * b107 - 16 b4 * b108 + 60 b4 * b109 + 156 b4 * b112 - 92 b4 * b113 + 168 b4 * b115 + 196 b4 * b116 + + 92 b4 * b117 - 72 b4 * b118 + 76 b4 * b119 + 104 b4 * b121 - 12 b4 * b122 - 192 b4 * b123 + 4 b4 * b124 + + 8 b4 * b127 + 172 b4 * b128 - 132 b4 * b129 + 136 b4 * b130 + 120 b4 * b131 - 108 b4 * b132 + 24 b4 * b135 + - 28 b4 * b136 + 88 b4 * b139 - 116 b4 * b140 + 52 b4 * b141 + 40 b4 * b143 - 132 b4 * b144 - 64 b4 * b145 + + 136 b4 * b146 - 28 b4 * b147 + 120 b4 * b148 + 84 b4 * b149 - 68 b4 * b150 - 28 b4 * b151 - 48 b4 * b152 + + 20 b4 * b153 - 60 b4 * b155 + 16 b4 * b156 - 160 b4 * b157 + 64 b4 * b158 + 196 b4 * b159 - 140 b4 * b160 + + 108 b4 * b161 + 192 b4 * b162 - 168 b4 * b163 - 44 b4 * b164 - 168 b4 * b166 + 28 b4 * b168 + 84 b4 * b169 + + 88 b4 * b171 - 192 b4 * b172 - 116 b4 * b174 - 4 b4 * b175 - 124 b4 * b176 - 168 b4 * b177 - 144 b4 * b180 + + 200 b4 * b181 + 32 b4 * b182 - 52 b4 * b185 - 144 b4 * b187 - 84 b4 * b188 - 120 b4 * b189 + 172 b4 * b190 + + 196 b4 * b191 + 44 b4 * b193 + 128 b4 * b195 - 184 b4 * b196 + 168 b4 * b197 - 24 b4 * b198 - 48 b4 * b199 + + 156 b4 * b200 + 72 b4 * b201 - 72 b5 * b6 - 164 b5 * b7 + 52 b5 * b9 + 184 b5 * b10 + 36 b5 * b11 + - 120 b5 * b12 + 20 b5 * b13 - 64 b5 * b14 + 200 b5 * b16 - 76 b5 * b17 - 196 b5 * b18 - 116 b5 * b21 + + 108 b5 * b22 - 56 b5 * b25 - 184 b5 * b27 + 140 b5 * b30 + 12 b5 * b32 + 200 b5 * b34 - 152 b5 * b35 + + 140 b5 * b36 - 200 b5 * b37 - 200 b5 * b38 + 52 b5 * b39 + 20 b5 * b40 + 180 b5 * b41 + 84 b5 * b43 + - 140 b5 * b44 - 112 b5 * b45 + 112 b5 * b49 - 176 b5 * b50 - 192 b5 * b51 - 120 b5 * b53 - 148 b5 * b55 + + 112 b5 * b56 + 68 b5 * b57 - 184 b5 * b58 + 88 b5 * b59 + 48 b5 * b60 + 84 b5 * b61 - 200 b5 * b62 + - 36 b5 * b63 - 152 b5 * b64 - 188 b5 * b65 + 76 b5 * b66 + 144 b5 * b67 - 100 b5 * b68 - 112 b5 * b69 + - 192 b5 * b70 + 28 b5 * b71 - 12 b5 * b72 + 140 b5 * b73 + 132 b5 * b75 - 8 b5 * b76 - 16 b5 * b77 + - 128 b5 * b78 - 96 b5 * b79 - 52 b5 * b80 - 28 b5 * b81 - 180 b5 * b82 - 56 b5 * b84 + 52 b5 * b85 + - 192 b5 * b86 - 8 b5 * b87 - 88 b5 * b88 + 184 b5 * b89 - 24 b5 * b91 - 200 b5 * b92 + 116 b5 * b93 + + 88 b5 * b94 + 144 b5 * b95 - 136 b5 * b96 - 92 b5 * b97 - 180 b5 * b98 + 44 b5 * b99 - 48 b5 * b101 + - 84 b5 * b103 - 48 b5 * b105 - 192 b5 * b106 + 176 b5 * b107 - 76 b5 * b108 - 40 b5 * b109 + 156 b5 * b110 + + 8 b5 * b111 - 140 b5 * b112 - 160 b5 * b113 + 76 b5 * b115 - 56 b5 * b116 + 116 b5 * b117 - 172 b5 * b118 + - 68 b5 * b119 + 52 b5 * b121 - 112 b5 * b122 + 72 b5 * b123 - 136 b5 * b124 - 92 b5 * b125 + 32 b5 * b127 + + 112 b5 * b128 + 60 b5 * b129 - 164 b5 * b130 - 180 b5 * b131 - 76 b5 * b132 + 156 b5 * b133 + 176 b5 * b134 + - 60 b5 * b136 - 72 b5 * b137 - 148 b5 * b138 + 56 b5 * b142 - 176 b5 * b143 + 192 b5 * b144 + 148 b5 * b145 + + 72 b5 * b147 + 40 b5 * b148 + 4 b5 * b150 - 84 b5 * b151 + 172 b5 * b152 + 52 b5 * b153 - 28 b5 * b154 + + 52 b5 * b155 - 140 b5 * b156 - 4 b5 * b158 - 112 b5 * b159 + 64 b5 * b160 + 172 b5 * b161 - 44 b5 * b162 + - 72 b5 * b163 - 124 b5 * b164 - 56 b5 * b165 + 32 b5 * b166 + 180 b5 * b168 + 56 b5 * b169 + 68 b5 * b170 + + 112 b5 * b172 + 148 b5 * b173 + 4 b5 * b174 + 140 b5 * b175 + 28 b5 * b176 - 108 b5 * b177 - 56 b5 * b178 + - 84 b5 * b179 - 40 b5 * b180 - 60 b5 * b181 - 184 b5 * b182 + 164 b5 * b183 - 76 b5 * b186 + 192 b5 * b188 + - 44 b5 * b190 - 144 b5 * b191 + 4 b5 * b192 - 104 b5 * b193 - 156 b5 * b194 - 128 b5 * b195 - 24 b5 * b197 + + 92 b5 * b198 + 124 b5 * b199 + 100 b5 * b200 + 192 b5 * b201 - 32 b6 * b7 - 56 b6 * b8 - 144 b6 * b9 + + 84 b6 * b10 + 24 b6 * b11 + 108 b6 * b12 - 160 b6 * b13 - 96 b6 * b14 - 124 b6 * b15 - 176 b6 * b16 + + 4 b6 * b17 + 128 b6 * b18 - 196 b6 * b19 + 156 b6 * b20 - 100 b6 * b21 + 20 b6 * b22 - 12 b6 * b23 + - 8 b6 * b24 + 68 b6 * b25 - 32 b6 * b26 + 92 b6 * b27 - 24 b6 * b28 - 28 b6 * b30 + 104 b6 * b31 + 68 b6 * b32 + - 100 b6 * b35 - 152 b6 * b36 - 112 b6 * 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* b189 + 32 b174 * b190 - 188 b174 * b192 - 176 b174 * b193 - 136 b174 * b194 + - 84 b174 * b195 + 12 b174 * b196 - 24 b174 * b197 - 88 b174 * b198 - 144 b174 * b199 + 52 b174 * b201 + + 144 b175 * b176 - 184 b175 * b177 - 140 b175 * b178 - 24 b175 * b179 + 128 b175 * b180 - 96 b175 * b183 + - 36 b175 * b184 + 84 b175 * b185 + 108 b175 * b186 - 120 b175 * b189 + 12 b175 * b190 + 152 b175 * b191 + - 100 b175 * b192 + 120 b175 * b197 + 52 b175 * b198 - 188 b175 * b199 - 112 b175 * b200 + 64 b175 * b201 + - 112 b176 * b177 + 188 b176 * b178 - 80 b176 * b179 - 100 b176 * b180 + 76 b176 * b181 - 116 b176 * b182 + + 140 b176 * b183 + 192 b176 * b184 + 4 b176 * b186 + 132 b176 * b187 + 60 b176 * b188 - 184 b176 * b189 + + 80 b176 * b190 + 4 b176 * b191 + 140 b176 * b192 - 164 b176 * b194 - 64 b176 * b195 + 116 b176 * b196 + - 152 b176 * b197 + 128 b176 * b199 + 112 b176 * b200 + 60 b177 * b179 - 80 b177 * b180 + 120 b177 * b182 + - 96 b177 * b183 - 144 b177 * b185 + 124 b177 * b186 - 120 b177 * b187 + 16 b177 * b188 + 132 b177 * b189 + + 84 b177 * b190 - 60 b177 * b191 + 8 b177 * b193 + 108 b177 * b194 - 160 b177 * b195 + 168 b177 * b196 + + 24 b177 * b197 - 84 b177 * b198 + 52 b177 * b200 - 88 b177 * b201 - 104 b178 * b179 - 36 b178 * b180 + + 40 b178 * b182 + 108 b178 * b183 - 184 b178 * b184 - 120 b178 * b185 - 56 b178 * b186 + 68 b178 * b187 + + 56 b178 * b188 - 116 b178 * b190 + 52 b178 * b191 - 48 b178 * b192 - 56 b178 * b193 + 16 b178 * b194 + + 124 b178 * b196 - 188 b178 * b200 - 92 b179 * b181 + 172 b179 * b182 - 116 b179 * b183 + 136 b179 * b184 + + 116 b179 * b186 + 4 b179 * b187 + 124 b179 * b188 + 148 b179 * b189 - 188 b179 * b190 + 128 b179 * b191 + + 80 b179 * b192 - 172 b179 * b193 + 156 b179 * b194 + 56 b179 * b195 + 184 b179 * b198 - 164 b179 * b199 + + 152 b179 * b201 - 144 b180 * b182 + 72 b180 * b184 + 192 b180 * b185 - 108 b180 * b186 + 136 b180 * b187 + + 124 b180 * b188 + 32 b180 * b190 - 76 b180 * b191 + 24 b180 * b192 - 80 b180 * b195 - 44 b180 * b196 + - 56 b180 * b197 - 108 b180 * b199 - 184 b180 * b200 - 84 b180 * b201 - 164 b181 * b182 + 48 b181 * b183 + - 152 b181 * b184 + 176 b181 * b185 + 100 b181 * b186 - 92 b181 * b188 + 80 b181 * b189 - 48 b181 * b190 + + 68 b181 * b191 - 120 b181 * b192 - 160 b181 * b193 + 140 b181 * b194 + 176 b181 * b195 - 60 b181 * b197 + + 56 b181 * b198 - 68 b181 * b199 + 60 b181 * b200 + 4 b182 * b183 + 188 b182 * b184 + 192 b182 * b185 + - 124 b182 * b187 + 20 b182 * b188 - 64 b182 * b189 + 36 b182 * b190 - 20 b182 * b192 + 184 b182 * b194 + - 56 b182 * b195 - 104 b182 * b197 + 92 b182 * b198 - 60 b182 * b199 + 196 b182 * b200 - 20 b182 * b201 + - 196 b183 * b184 - 192 b183 * b185 + 8 b183 * b186 + 200 b183 * b187 - 12 b183 * b188 + 28 b183 * b189 + - 76 b183 * b190 - 196 b183 * b192 + 148 b183 * b193 + 112 b183 * b195 + 180 b183 * b196 - 84 b183 * b197 + + 152 b183 * b198 + 68 b183 * b200 - 188 b183 * b201 + 12 b184 * b185 - 148 b184 * b186 - 196 b184 * b189 + - 88 b184 * b191 - 20 b184 * b192 - 172 b184 * b193 + 184 b184 * b195 - 36 b184 * b197 + 180 b184 * b199 + - 92 b184 * b200 - 64 b185 * b187 - 108 b185 * b188 - 44 b185 * b190 + 104 b185 * b193 + 48 b185 * b194 + - 76 b185 * b196 + 148 b185 * b197 + 116 b185 * b198 - 132 b185 * b199 - 92 b185 * b200 - 100 b186 * b187 + - 140 b186 * b189 - 8 b186 * b190 - 28 b186 * b191 - 8 b186 * b192 + 128 b186 * b193 + 144 b186 * b194 + - 180 b186 * b195 - 52 b186 * b197 - 88 b186 * b198 + 168 b186 * b199 - 64 b186 * b200 + 4 b187 * b188 + + 96 b187 * b189 + 112 b187 * b190 + 48 b187 * b191 + 120 b187 * b192 - 108 b187 * b193 + 160 b187 * b194 + + 28 b187 * b195 + 28 b187 * b196 + 180 b187 * b197 - 184 b187 * b198 - 88 b187 * b199 + 24 b187 * b200 + + 200 b187 * b201 + 120 b188 * b189 - 104 b188 * b192 + 64 b188 * b193 + 168 b188 * b194 - 4 b188 * b195 + + 160 b188 * b197 + 36 b188 * b198 - 100 b188 * b199 - 116 b188 * b200 + 56 b188 * b201 + 132 b189 * b190 + - 164 b189 * b191 - 140 b189 * b193 + 132 b189 * b194 + 48 b189 * b195 - 48 b189 * b196 + 28 b189 * b197 + + 148 b189 * b199 - 128 b189 * b200 - 72 b189 * b201 - 72 b190 * b191 + 72 b190 * b192 + 136 b190 * b193 + - 60 b190 * b194 + 28 b190 * b195 + 24 b190 * b196 + 24 b190 * b198 + 112 b190 * b199 - 176 b190 * b200 + + 176 b190 * b201 - 184 b191 * b192 - 16 b191 * b194 - 128 b191 * b195 - 52 b191 * b196 + 160 b191 * b197 + - 24 b191 * b198 + 196 b191 * b199 + 104 b191 * b201 + 52 b192 * b193 + 164 b192 * b194 - 192 b192 * b195 + - 144 b192 * b196 + 96 b192 * b197 - 148 b192 * b198 - 32 b192 * b199 + 196 b192 * b200 - 80 b193 * b194 + + 84 b193 * b195 - 52 b193 * b196 + 84 b193 * b197 - 36 b193 * b198 - 80 b193 * b199 + 100 b194 * b195 + - 116 b194 * b196 - 96 b194 * b197 + 168 b194 * b198 - 48 b194 * b199 + 4 b194 * b201 + 112 b195 * b196 + - 68 b195 * b198 + 192 b195 * b199 - 124 b195 * b200 - 200 b195 * b201 + 56 b196 * b197 + 108 b196 * b198 + - 188 b196 * b199 - 64 b196 * b201 - 4 b197 * b198 + 80 b197 * b199 + 44 b197 * b200 - 60 b197 * b201 + - 44 b198 * b199 + 20 b198 * b200 + 192 b198 * b201 + 196 b199 * b200 + 16 b199 * b201 - 12 b200 * b201 + ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_5881.lp b/test_data/qplib_mittelmann_lp/QPLIB_5881.lp new file mode 100644 index 0000000..932b803 --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_5881.lp @@ -0,0 +1,346 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 120 0 120 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 120 0 120 0 +\ +Maximize + obj: 100 b2 + 6 b3 + 71 b4 + 39 b5 - 94 b6 + 40 b7 - 55 b8 + 100 b9 + 96 b10 - 5 b11 - 61 b12 - 13 b13 + + 78 b14 - 41 b15 + 68 b16 - 66 b17 - 37 b18 + 15 b19 + 76 b20 - 32 b21 + 21 b22 + 88 b23 + 16 b24 + + 78 b25 - 61 b26 - 8 b27 - 74 b28 - 34 b29 - 67 b30 + 58 b31 - 77 b32 + 30 b33 + 73 b34 + 53 b35 + 34 b36 + - 9 b37 + 21 b38 - 41 b39 - 84 b40 + 57 b41 + 39 b42 - 61 b43 - 14 b44 - 100 b45 + 42 b46 - 30 b47 + + 38 b48 - 54 b49 + 41 b50 + 67 b51 - 70 b52 - 31 b53 - 34 b54 + 60 b55 - 20 b56 + 87 b57 + b58 + 92 b59 + - 21 b60 - 64 b61 - 6 b62 + 43 b63 - 41 b64 + 28 b65 - 23 b66 - 47 b67 - 37 b68 - 86 b69 - 71 b70 - 68 b71 + - 97 b72 - 20 b73 - 62 b74 + 63 b75 + 28 b76 + 92 b77 + 93 b78 + 69 b79 + 19 b80 + 6 b81 - 2 b82 - 63 b83 + - 10 b84 + 25 b85 - 22 b86 + 41 b87 - 64 b88 - 33 b89 + 93 b90 + 84 b91 + 12 b92 + 20 b93 - 84 b94 + - 70 b95 + 96 b96 - 28 b97 + 59 b98 - 51 b99 - 33 b100 + 85 b101 - 9 b102 + 76 b103 - 3 b104 - 88 b105 + - 25 b106 + 27 b107 + 27 b108 - 44 b109 - 41 b110 - 68 b111 + 35 b112 - 29 b113 + 24 b114 + 94 b115 + + 55 b116 + 90 b117 + 24 b118 + 31 b119 - 72 b120 + 43 b121 + [ 96 b2 * b3 - 4 b2 * b4 - 168 b2 * b8 + + 176 b2 * b9 + 24 b2 * b16 + 164 b2 * b17 + 56 b2 * b20 + 56 b2 * b22 - 148 b2 * b29 - 108 b2 * b35 + + 188 b2 * b36 - 64 b2 * b43 + 176 b2 * b48 + 160 b2 * b51 + 180 b2 * b55 + 64 b2 * b56 + 196 b2 * b58 + - 108 b2 * b62 + 148 b2 * b69 - 136 b2 * b70 + 52 b2 * b72 + 132 b2 * b75 - 144 b2 * b80 - 76 b2 * b84 + + 180 b2 * b85 + 128 b2 * b93 + 76 b2 * b101 - 136 b2 * b105 + 40 b2 * b106 - 128 b2 * b107 - 8 b2 * b110 + - 12 b2 * b119 + 164 b2 * b120 - 64 b3 * b4 + 96 b3 * b5 - 4 b3 * b6 - 196 b3 * b7 - 92 b3 * b9 + 4 b3 * b12 + - 188 b3 * b13 + 24 b3 * b17 - 4 b3 * b22 + 80 b3 * b28 + 144 b3 * b31 + 96 b3 * b33 - 108 b3 * b37 + - 20 b3 * b38 - 152 b3 * b41 - 12 b3 * b45 - 184 b3 * b48 + 8 b3 * b49 - 20 b3 * b52 - 88 b3 * b55 + + 68 b3 * b57 - 192 b3 * b58 - 120 b3 * b59 - 128 b3 * b61 + 152 b3 * b62 - 124 b3 * b70 + 200 b3 * b73 + + 188 b3 * b90 - 56 b3 * b93 - 192 b3 * b104 - 196 b3 * b108 - 12 b3 * b113 + 128 b3 * b118 - 160 b3 * b121 + + 200 b4 * b13 - 108 b4 * b15 - 20 b4 * b18 - 132 b4 * b19 + 176 b4 * b26 - 172 b4 * b30 - 156 b4 * b31 + + 160 b4 * b34 - 8 b4 * b35 - 16 b4 * b36 - 64 b4 * b41 + 100 b4 * b43 + 188 b4 * b47 + 48 b4 * b48 + - 96 b4 * b49 + 96 b4 * b50 + 12 b4 * b52 + 20 b4 * b54 - 200 b4 * b57 - 112 b4 * b59 + 12 b4 * b61 + - 44 b4 * b62 - 80 b4 * b63 + 192 b4 * b64 + 128 b4 * b72 - 76 b4 * b74 - 132 b4 * b77 - 72 b4 * b84 + - 16 b4 * b85 - 132 b4 * b92 + 172 b4 * b98 - 176 b4 * b104 - 32 b4 * b105 + 56 b4 * b107 + 144 b5 * b7 + - 44 b5 * b13 + 176 b5 * b14 + 176 b5 * b18 - 200 b5 * b20 - 164 b5 * b25 + 156 b5 * b34 - 112 b5 * b36 + + 100 b5 * b37 - 76 b5 * b39 + 72 b5 * b40 + 32 b5 * b45 + 28 b5 * b48 + 96 b5 * b51 + 128 b5 * b57 + - 20 b5 * b62 + 200 b5 * b63 - 132 b5 * b66 + 180 b5 * b67 + 32 b5 * b68 - 152 b5 * b69 + 8 b5 * b71 + + 56 b5 * b72 - 56 b5 * b77 - 112 b5 * b78 + 80 b5 * b84 + 80 b5 * b87 + 56 b5 * b89 - 108 b5 * b96 + - 112 b5 * b97 - 200 b5 * b99 + 84 b5 * b103 + 132 b5 * b109 - 76 b5 * b110 + 128 b5 * b114 - 164 b5 * b118 + + 156 b5 * b120 + 84 b5 * b121 - 128 b6 * b7 + 88 b6 * b9 + 148 b6 * b10 - 192 b6 * b17 - 172 b6 * b19 + - 172 b6 * b20 + 100 b6 * b24 + 40 b6 * b32 - 56 b6 * b33 + 96 b6 * b34 + 100 b6 * b39 + 80 b6 * b40 + + 104 b6 * b42 - 44 b6 * b44 - 184 b6 * b47 - 112 b6 * b52 + 36 b6 * b56 + 180 b6 * b60 - 124 b6 * b67 + - 144 b6 * b68 + 88 b6 * b72 - 160 b6 * b73 - 128 b6 * b74 + 96 b6 * b76 - 108 b6 * b78 + 128 b6 * b96 + + 72 b6 * b97 + 144 b6 * b100 - 92 b6 * b101 - 4 b6 * b102 + 92 b6 * b107 - 28 b6 * b109 - 164 b6 * b111 + - 80 b6 * b113 - 164 b6 * b116 - 48 b6 * b117 - 148 b6 * b120 + 28 b7 * b8 + 56 b7 * b11 - 128 b7 * b13 + - 88 b7 * b23 - 180 b7 * b24 + 196 b7 * b25 + 120 b7 * b27 - 56 b7 * b30 - 4 b7 * b31 - 172 b7 * b32 + - 164 b7 * b36 + 96 b7 * b39 - 152 b7 * b40 - 60 b7 * b46 + 48 b7 * b48 + 40 b7 * b53 - 192 b7 * b62 + - 164 b7 * b71 - 80 b7 * b74 - 32 b7 * b75 + 172 b7 * b77 + 192 b7 * b78 + 120 b7 * b80 - 132 b7 * b87 + + 140 b7 * b88 - 104 b7 * b91 - 152 b7 * b92 + 16 b7 * b94 - 96 b7 * b97 + 28 b7 * b98 - 40 b7 * b102 + + 36 b7 * b114 + 8 b7 * b117 + 188 b7 * b121 + 180 b8 * b16 - 172 b8 * b19 + 148 b8 * b20 + 28 b8 * b23 + - 192 b8 * b24 + 68 b8 * b25 + 56 b8 * b41 + 40 b8 * b43 - 136 b8 * b47 - 92 b8 * b55 - 112 b8 * b56 + + 168 b8 * b58 + 88 b8 * b60 - 160 b8 * b62 - 192 b8 * b64 + 28 b8 * b67 - 160 b8 * b71 - 52 b8 * b73 + + 192 b8 * b76 - 108 b8 * b80 - 152 b8 * b83 - 176 b8 * b84 - 44 b8 * b90 - 92 b8 * b91 + 32 b8 * b92 + - 200 b8 * b93 + 76 b8 * b101 + 96 b8 * b107 + 108 b8 * b109 + 200 b8 * b113 - 20 b9 * b13 + 20 b9 * b17 + - 56 b9 * b21 - 136 b9 * b22 + 56 b9 * b24 + 56 b9 * b34 + 36 b9 * b38 - 68 b9 * b39 + 32 b9 * b40 + - 64 b9 * b43 + 124 b9 * b53 + 136 b9 * b61 - 12 b9 * b62 + 96 b9 * b63 + 28 b9 * b66 + 28 b9 * b69 + + 136 b9 * b70 - 112 b9 * b71 - 164 b9 * b81 - 160 b9 * b90 - 112 b9 * b101 - 16 b9 * b102 + 48 b9 * b106 + - 28 b9 * b108 - 20 b9 * b113 - 28 b9 * b114 - 140 b9 * b116 - 24 b9 * b118 + 44 b9 * b121 + 48 b10 * b13 + - 188 b10 * b16 + 4 b10 * b22 - 56 b10 * b25 + 92 b10 * b26 - 120 b10 * b27 + 120 b10 * b32 + 60 b10 * b33 + - 64 b10 * b42 + 76 b10 * b47 - 192 b10 * b48 - 4 b10 * b54 + 12 b10 * b56 + 120 b10 * b59 + 24 b10 * b74 + + 92 b10 * b76 + 44 b10 * b86 - 36 b10 * b89 + 44 b10 * b90 - 4 b10 * b92 + 64 b10 * b93 + 96 b10 * b102 + + 156 b10 * b103 + 124 b10 * b108 + 20 b10 * b114 - 56 b10 * b116 + 40 b10 * b118 + 108 b10 * b119 + + 180 b11 * b13 + 160 b11 * b20 + 132 b11 * b22 - 64 b11 * b24 + 36 b11 * b27 + 88 b11 * b30 + 72 b11 * b31 + - 192 b11 * b33 - 88 b11 * b37 - 52 b11 * b38 + 156 b11 * b44 + 8 b11 * b47 - 52 b11 * b51 + 92 b11 * b52 + + 180 b11 * b55 - 48 b11 * b57 + 132 b11 * b58 + 188 b11 * b59 - 148 b11 * b66 - 8 b11 * b67 - 96 b11 * b68 + - 116 b11 * b69 - 160 b11 * b80 - 184 b11 * b81 - 112 b11 * b82 - 24 b11 * b84 + 140 b11 * b87 - 96 b11 * b88 + - 4 b11 * b91 + 64 b11 * b93 + 60 b11 * b95 + 192 b11 * b96 + 16 b11 * b99 + 24 b11 * b100 - 156 b11 * b101 + - 172 b11 * b103 - 152 b11 * b110 - 56 b11 * b111 - 172 b11 * b114 + 188 b11 * b116 + 72 b11 * b121 + + 116 b12 * b14 - 192 b12 * b21 + 80 b12 * b26 + 64 b12 * b36 - 76 b12 * b40 + 168 b12 * b42 + 184 b12 * b47 + - 64 b12 * b49 + 188 b12 * b50 - 20 b12 * b51 + 88 b12 * b52 + 164 b12 * b54 - 136 b12 * b57 - 12 b12 * b58 + - 176 b12 * b60 + 4 b12 * b62 - 76 b12 * b63 + 44 b12 * b66 - 168 b12 * b67 - 56 b12 * b69 + 184 b12 * b71 + + 72 b12 * b75 + 36 b12 * b79 + 36 b12 * b80 - 152 b12 * b85 + 136 b12 * b88 - 196 b12 * b90 + 44 b12 * b94 + - 24 b12 * b104 - 4 b12 * b105 + 64 b12 * b107 + 200 b12 * b111 - 200 b12 * b113 + 136 b12 * b118 + 72 b12 * b120 + - 124 b12 * b121 + 4 b13 * b26 - 152 b13 * b32 + 196 b13 * b35 + 132 b13 * b38 + 188 b13 * b41 + 148 b13 * b43 + + 168 b13 * b45 - 112 b13 * b53 + 28 b13 * b61 - 108 b13 * b65 + 100 b13 * b68 + 72 b13 * b75 + 32 b13 * b78 + + 172 b13 * b79 - 24 b13 * b87 - 52 b13 * b88 - 100 b13 * b90 + 52 b13 * b94 - 48 b13 * b98 + 196 b13 * b108 + + 120 b13 * b109 + 184 b13 * b112 - 20 b13 * b113 + 24 b13 * b121 + 144 b14 * b17 + 72 b14 * b24 + 20 b14 * b26 + - 36 b14 * b30 + 160 b14 * b32 - 184 b14 * b39 - 168 b14 * b41 + 184 b14 * b46 - 160 b14 * b47 + 80 b14 * b48 + - 28 b14 * b52 - 68 b14 * b56 + 44 b14 * b60 + 140 b14 * b68 + 56 b14 * b71 - 64 b14 * b72 + 156 b14 * b73 + - 192 b14 * b74 + 168 b14 * 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b67 + 68 b59 * b68 + + 184 b59 * b74 - 56 b59 * b77 - 104 b59 * b78 + 168 b59 * b79 - 176 b59 * b83 + 4 b59 * b84 - 36 b59 * b85 + - 8 b59 * b87 - 164 b59 * b88 - 128 b59 * b99 + 4 b59 * b102 + 40 b59 * b107 + 28 b59 * b108 + 72 b59 * b109 + - 128 b59 * b116 - 20 b59 * b117 - 76 b59 * b120 + 48 b60 * b61 - 164 b60 * b68 - 24 b60 * b70 - 124 b60 * b72 + + 184 b60 * b78 - 180 b60 * b82 + 160 b60 * b83 - 128 b60 * b87 + 68 b60 * b88 - 36 b60 * b90 + 192 b60 * b92 + + 120 b60 * b97 - 140 b60 * b101 + 112 b60 * b102 + 164 b60 * b110 + 144 b60 * b111 + 156 b60 * b117 + - 108 b60 * b118 - 188 b60 * b119 - 112 b60 * b120 + 156 b61 * b62 - 156 b61 * b63 + 40 b61 * b70 + 128 b61 * b71 + + 192 b61 * b72 - 28 b61 * b73 - 112 b61 * b80 + 4 b61 * b81 + 148 b61 * b91 + 160 b61 * b92 - 16 b61 * b95 + + 108 b61 * b100 + 72 b61 * b101 - 84 b61 * b102 - 48 b61 * b110 + 48 b62 * b65 - 132 b62 * b68 + 84 b62 * b70 + + 180 b62 * b74 + 144 b62 * b75 - 176 b62 * b76 - 104 b62 * b81 + 124 b62 * b83 - 196 b62 * b86 + 96 b62 * b88 + + 28 b62 * b92 - 152 b62 * b93 - 84 b62 * b97 - 196 b62 * b101 - 116 b62 * b103 - 80 b62 * b104 - 152 b62 * b106 + - 40 b62 * b109 - 188 b62 * b110 - 40 b62 * b113 + 140 b62 * b114 + 160 b62 * b115 + 196 b63 * b66 + - 200 b63 * b68 + 16 b63 * b69 + 136 b63 * b70 + 28 b63 * b72 + 64 b63 * b75 - 108 b63 * b77 - 100 b63 * b85 + - 12 b63 * b87 + 68 b63 * b90 - 88 b63 * b92 + 4 b63 * b95 - 116 b63 * b102 - 32 b63 * b106 - 172 b63 * b108 + - 28 b63 * b110 + 160 b63 * b115 + 24 b63 * b116 + 188 b63 * b118 - 192 b63 * b120 - 88 b64 * b71 - 132 b64 * b73 + + 184 b64 * b75 - 132 b64 * b77 - 168 b64 * b82 + 148 b64 * b89 - 200 b64 * b90 - 120 b64 * b92 + 132 b64 * b101 + - 44 b64 * b102 - 128 b64 * b104 + 168 b64 * b108 + 164 b64 * b113 + 96 b64 * b115 + 140 b64 * b118 + - 176 b64 * b120 + 36 b65 * b69 + 152 b65 * b74 - 64 b65 * b77 - 36 b65 * b85 - 44 b65 * b92 - 184 b65 * b93 + - 188 b65 * b95 + 136 b65 * b98 - 68 b65 * b104 + 184 b65 * b109 + 136 b65 * b113 + 56 b66 * b71 + 124 b66 * b77 + + 36 b66 * b80 + 40 b66 * b82 + 68 b66 * b83 - 24 b66 * b87 + 44 b66 * b88 - 36 b66 * b90 - 100 b66 * b94 + - 32 b66 * b96 + 128 b66 * b97 + 72 b66 * b105 + 4 b66 * b109 - 8 b66 * b112 + 188 b66 * b115 - 116 b66 * b121 + - 68 b67 * b70 + 124 b67 * b80 - 24 b67 * b81 - 192 b67 * b87 - 164 b67 * b92 - 60 b67 * b97 - 20 b67 * b102 + + 52 b67 * b114 + 100 b68 * b69 - 16 b68 * b71 - 120 b68 * b74 + 132 b68 * b87 - 136 b68 * b91 - 40 b68 * b94 + - 184 b68 * b97 + 48 b68 * b99 - 52 b68 * b102 + 160 b68 * b104 - 36 b68 * b105 + 132 b68 * b106 - 180 b68 * b108 + - 120 b68 * b110 - 144 b68 * b115 - 8 b68 * b120 + 200 b69 * b75 + 76 b69 * b76 + 128 b69 * b79 + 152 b69 * b84 + + 56 b69 * b85 + 68 b69 * b90 + 4 b69 * b92 + 80 b69 * b104 - 188 b69 * b111 - 24 b69 * b112 - 28 b69 * b116 + + 196 b69 * b119 + 132 b69 * b120 + 156 b69 * b121 + 28 b70 * b74 - 24 b70 * b75 - 4 b70 * b77 - 28 b70 * b81 + + 8 b70 * b82 - 36 b70 * b83 - 180 b70 * b88 - 128 b70 * b89 - 140 b70 * b90 - 116 b70 * b91 + 52 b70 * b95 + - 176 b70 * b104 - 180 b70 * b106 + 32 b70 * b107 + 196 b70 * b113 - 120 b70 * b114 - 68 b70 * b115 + - 168 b70 * b117 - 180 b70 * b120 + 80 b71 * b76 - 12 b71 * b78 - 120 b71 * b79 - 16 b71 * b81 - 16 b71 * b82 + - 20 b71 * b84 - 164 b71 * b87 - 136 b71 * b93 + 92 b71 * b94 + 84 b71 * b95 + 8 b71 * b103 - 64 b71 * b109 + - 16 b71 * b111 - 24 b71 * b113 + 56 b71 * b118 + 104 b71 * b120 - 32 b71 * b121 + 140 b72 * b76 - 140 b72 * b91 + - 72 b72 * b95 + 96 b72 * b99 - 156 b72 * b110 - 144 b72 * b114 - 160 b72 * b121 - 104 b73 * b77 + 4 b73 * b78 + - 64 b73 * b81 + 168 b73 * b82 + 16 b73 * b89 + 128 b73 * b92 - 92 b73 * b95 + 168 b73 * b99 - 164 b73 * b101 + - 60 b73 * b102 - 96 b73 * b104 + 192 b73 * b105 - 200 b73 * b113 - 136 b73 * b114 + 32 b73 * b120 + + 116 b74 * b77 - 92 b74 * b78 + 124 b74 * b84 + 36 b74 * b85 - 112 b74 * b90 - 60 b74 * b91 - 120 b74 * b93 + - 176 b74 * b97 - 56 b74 * b99 - 136 b74 * b100 - 56 b74 * b109 + 20 b74 * b110 - 168 b74 * b115 - 132 b74 * b116 + + 120 b75 * b77 + 68 b75 * b79 - 192 b75 * b81 + 8 b75 * b93 + 200 b75 * b94 + 100 b75 * b98 + 96 b75 * b101 + - 120 b75 * b102 + 60 b75 * b103 - 64 b75 * b111 + 12 b75 * b114 - 164 b75 * b115 - 8 b76 * b80 + 84 b76 * b81 + + 36 b76 * b86 + 124 b76 * b92 + 48 b76 * b95 + 144 b76 * b99 - 104 b76 * b102 + 40 b76 * b103 + 28 b76 * b108 + + 16 b76 * b109 - 28 b76 * b111 - 168 b76 * b113 + 28 b76 * b114 + 8 b76 * b115 + 44 b76 * b116 + 28 b76 * b121 + - 72 b77 * b84 - 8 b77 * b87 + 24 b77 * b88 - 136 b77 * b90 - 16 b77 * b91 + 60 b77 * b92 - 68 b77 * b95 + + 160 b77 * b101 + 104 b77 * b102 + 92 b77 * b107 - 168 b77 * b113 + 112 b77 * b114 + 20 b77 * b121 + - 132 b78 * b83 + 172 b78 * b85 + 120 b78 * b89 + 88 b78 * b92 - 152 b78 * b93 + 180 b78 * b96 + 8 b78 * b112 + - 64 b78 * b114 + 96 b78 * b115 - 100 b78 * b116 + 164 b78 * b119 - 16 b78 * b121 - 12 b79 * b80 + 164 b79 * b83 + + 52 b79 * b87 - 180 b79 * b94 - 72 b79 * b102 - 72 b79 * b104 - 96 b79 * b107 - 84 b79 * b108 - 28 b79 * b110 + - 24 b79 * b117 - 52 b79 * b119 - 120 b80 * b81 - 96 b80 * b89 - 132 b80 * b91 + 56 b80 * b97 + 160 b80 * b104 + + 176 b80 * b112 - 80 b80 * b113 + 20 b80 * b114 - 180 b80 * b120 + 88 b81 * b86 + 8 b81 * b88 - 40 b81 * b91 + - 60 b81 * b94 - 124 b81 * b97 - 96 b81 * b99 + 120 b81 * b112 + 172 b81 * b118 - 192 b82 * b84 - 184 b82 * b85 + - 84 b82 * b93 + 16 b82 * b99 + 68 b82 * b103 - 104 b82 * b105 - 48 b82 * b107 + 60 b82 * b113 + 80 b82 * b116 + - 32 b82 * b120 + 184 b83 * b86 + 128 b83 * b90 - 156 b83 * b91 - 64 b83 * b93 + 148 b83 * b95 + 32 b83 * b96 + + 176 b83 * b101 + 136 b83 * b102 + 88 b83 * b103 + 76 b83 * b104 + 148 b83 * b105 - 48 b83 * b108 + + 140 b83 * b109 - 96 b83 * b110 + 32 b83 * b111 + 172 b83 * b114 - 4 b83 * b116 + 148 b83 * b117 - 16 b84 * b87 + - 100 b84 * b88 - 44 b84 * b92 - 84 b84 * b94 - 176 b84 * b95 + 104 b84 * b98 + 44 b84 * b99 - 80 b84 * b105 + + 76 b84 * b106 + 188 b84 * b115 + 148 b84 * b116 + 44 b84 * b119 - 48 b85 * b89 - 168 b85 * b95 + 12 b85 * b98 + + 72 b85 * b102 - 64 b85 * b105 + 192 b85 * b109 - 156 b85 * b118 - 148 b86 * b88 + 152 b86 * b91 + 148 b86 * b98 + + 140 b86 * b99 - 192 b86 * b100 + 16 b86 * b101 + 112 b86 * b103 + 192 b86 * b105 - 156 b86 * b112 + - 180 b86 * b115 + 164 b86 * b117 + 132 b86 * b119 + 20 b87 * b88 + 180 b87 * b92 - 76 b87 * b96 + 132 b87 * b97 + + 176 b87 * b99 - 128 b87 * b109 - 8 b87 * b115 + 196 b87 * b119 - 172 b88 * b91 + 72 b88 * b96 + 44 b88 * b98 + + 172 b88 * b99 + 48 b88 * b100 + 64 b88 * b102 - 160 b88 * b105 + 4 b88 * b110 - 56 b88 * b116 - 32 b88 * b121 + + 76 b89 * b101 - 68 b89 * b102 - 140 b89 * b107 - 156 b89 * b109 - 148 b89 * b110 + 156 b89 * b114 + - 108 b89 * b115 + 84 b89 * b116 + 32 b90 * b93 + 8 b90 * b94 + 48 b90 * b98 + 192 b90 * b102 - 96 b90 * b103 + + 200 b90 * b105 + 104 b90 * b112 - 132 b90 * b113 - 52 b90 * b115 + 180 b90 * b120 + 108 b91 * b95 + + 12 b91 * b96 + 96 b91 * b97 + 160 b91 * b99 + 192 b91 * b100 + 36 b91 * b119 + 192 b91 * b121 - 184 b92 * b95 + + 36 b92 * b98 - 160 b92 * b104 - 108 b92 * b106 + 96 b92 * b109 + 52 b92 * b114 - 192 b92 * b116 - 44 b92 * b118 + + 52 b92 * b120 - 80 b93 * b95 - 196 b93 * b98 - 40 b93 * b99 + 56 b93 * b103 - 160 b93 * b106 + 12 b93 * b110 + + 184 b93 * b113 + 180 b93 * b115 - 100 b93 * b118 - 72 b93 * b121 + 60 b94 * b98 + 52 b94 * b100 + 124 b94 * b101 + - 88 b94 * b102 - 56 b94 * b109 - 140 b94 * b110 + 160 b94 * b114 - 76 b94 * b118 + 88 b94 * b120 - 84 b95 * b98 + - 56 b95 * b102 + 184 b95 * b103 - 180 b95 * b106 - 20 b95 * b108 + 12 b95 * b111 + 120 b95 * b113 + - 64 b95 * b119 - 24 b95 * b121 - 40 b96 * b97 + 116 b96 * b100 + 188 b96 * b101 + 164 b96 * b109 + 100 b96 * b110 + + 180 b96 * b112 - 52 b96 * b119 + 140 b96 * b121 + 80 b97 * b98 - 52 b97 * b101 + 12 b97 * b104 + 12 b97 * b105 + + 52 b97 * b109 + 96 b97 * b110 - 4 b97 * b115 - 52 b97 * b117 + 200 b97 * b119 + 144 b98 * b103 - 108 b98 * b105 + + 32 b98 * b109 + 108 b98 * b110 + 8 b98 * b112 - 104 b98 * b116 + 132 b98 * b117 + 128 b99 * b100 + - 44 b99 * b101 - 112 b99 * b103 + 84 b99 * b104 - 40 b99 * b106 + 152 b99 * b107 - 188 b99 * b110 + + 128 b99 * b117 - 172 b99 * b119 - 92 b100 * b104 - 180 b100 * b110 + 72 b100 * b114 - 96 b100 * b115 + + 28 b100 * b119 + 144 b101 * b105 - 32 b101 * b107 + 52 b101 * b108 + 168 b101 * b109 + 8 b101 * b110 + + 56 b101 * b112 + 48 b101 * b116 + 80 b101 * b119 - 76 b101 * b121 - 56 b102 * b103 + 184 b102 * b107 + - 184 b102 * b108 + 16 b102 * b110 + 72 b102 * b114 + 24 b102 * b115 - 144 b102 * b117 - 28 b103 * b107 + - 32 b103 * b108 + 80 b103 * b113 - 108 b103 * b115 + 56 b103 * b118 + 8 b103 * b120 + 176 b104 * b105 + + 184 b104 * b110 - 24 b104 * b113 - 188 b104 * b115 - 148 b104 * b120 + 132 b105 * b110 - 108 b105 * b111 + - 76 b105 * b113 - 96 b105 * b114 + 196 b105 * b116 + 48 b105 * b120 + 20 b106 * b108 + 192 b106 * b109 + - 56 b106 * b111 + 24 b106 * b114 + 168 b106 * b115 + 48 b106 * b118 + 84 b107 * b110 - 116 b107 * b111 + - 196 b107 * b116 - 24 b107 * b117 + 88 b107 * b118 - 84 b107 * b119 + 44 b108 * b110 + 136 b108 * b112 + + 168 b108 * b121 + 4 b109 * b110 - 36 b109 * b117 + 144 b109 * b119 - 108 b109 * b120 - 96 b110 * b111 + - 32 b110 * b114 - 56 b111 * b112 + 4 b111 * b114 - 36 b112 * b113 - 148 b112 * b114 + 188 b112 * b115 + - 36 b112 * b116 - 48 b112 * b117 - 48 b112 * b118 + 140 b112 * b121 + 120 b113 * b115 + 156 b113 * b117 + + 44 b114 * b116 - 148 b114 * b118 - 60 b115 * b116 + 168 b115 * b120 - 188 b115 * b121 + 196 b116 * b117 + - 188 b116 * b118 + 88 b117 * b118 + 100 b117 * b121 - 28 b118 * b120 - 156 b119 * b121 ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_5882.lp b/test_data/qplib_mittelmann_lp/QPLIB_5882.lp new file mode 100644 index 0000000..032a613 --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_5882.lp @@ -0,0 +1,1370 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 150 0 150 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 150 0 150 0 +\ +Maximize + obj: 100 b2 - 28 b3 + 96 b4 - 52 b5 + 79 b6 - 82 b7 + 67 b8 + 71 b9 + 62 b10 + 5 b11 + 20 b12 + 7 b13 + - 4 b14 + 98 b15 - 57 b16 + 53 b17 + 68 b18 - 69 b19 + 8 b20 - 82 b21 + 11 b22 + 64 b23 + 27 b24 + 92 b25 + - 71 b26 - 96 b27 - 98 b28 + b29 + 74 b30 + 68 b31 + 50 b32 + 79 b33 + 72 b34 - 83 b35 - 35 b36 - 69 b37 + + 29 b38 - 94 b39 - 30 b40 - 39 b41 + 11 b42 + 56 b43 + 58 b44 - 100 b45 - 33 b46 - 19 b47 + 79 b48 + + 10 b49 - 24 b50 - 66 b51 + 32 b52 - 8 b53 - 84 b54 + 88 b55 - 47 b56 - 49 b57 + 43 b58 - 90 b59 + 47 b60 + - 34 b61 + 29 b62 - 94 b63 - 5 b64 - 82 b65 - 34 b66 + 14 b67 + 77 b68 + 9 b69 + 89 b70 - 62 b71 - 73 b72 + - 48 b73 + 22 b74 + 61 b75 + 42 b76 - 2 b77 + 64 b78 + 61 b79 + 42 b80 - 2 b81 + 4 b82 + 96 b83 - b84 + + 80 b85 - 48 b86 + 10 b87 + 2 b88 - 57 b89 + 58 b90 + 5 b91 - 70 b92 + 97 b93 + 94 b94 - 50 b95 - 97 b96 + + b97 - 34 b98 - 51 b99 - 53 b100 + 84 b101 + 98 b102 + 93 b103 + 62 b104 - 41 b105 + 43 b106 - 90 b107 + + 72 b108 - 37 b109 + 51 b110 + 0 b111 - 33 b112 + 86 b113 - 34 b114 + 33 b115 + 9 b116 - 82 b117 + 80 b118 + + 17 b119 + 82 b120 + 55 b121 + 57 b122 - 64 b123 - 47 b124 + 57 b125 + 36 b126 - 47 b127 + 58 b128 + - 57 b129 - 9 b130 + 24 b131 + 34 b132 - 71 b133 - 29 b134 - 12 b135 + 63 b136 + 33 b137 - 39 b138 + - 50 b139 - 82 b140 - 24 b141 + 86 b142 - 36 b143 + 23 b144 + 37 b145 + 51 b146 + 62 b147 - 69 b148 + - 4 b149 + 45 b150 + 7 b151 + [ 52 b2 * b3 - 40 b2 * b4 + 100 b2 * b6 - 36 b2 * b7 - 180 b2 * b9 - 140 b2 * b10 + + 112 b2 * b11 + 112 b2 * b12 - 132 b2 * b13 - 164 b2 * b14 + 60 b2 * b15 - 184 b2 * b16 - 48 b2 * b17 + - 188 b2 * b18 - 12 b2 * b19 + 168 b2 * b20 + 148 b2 * b21 - 164 b2 * b22 + 120 b2 * b23 - 4 b2 * b24 + + 56 b2 * b25 - 40 b2 * b26 - 100 b2 * b27 + 108 b2 * b28 + 8 b2 * b31 - 64 b2 * b32 - 108 b2 * b33 + + 4 b2 * b35 - 48 b2 * b36 + 48 b2 * b37 - 88 b2 * b39 - 92 b2 * b42 - 144 b2 * b43 + 100 b2 * b45 + - 164 b2 * b46 + 44 b2 * b48 - 48 b2 * b49 - 136 b2 * b51 - 32 b2 * b54 + 20 b2 * b55 - 76 b2 * b56 + + 200 b2 * b57 - 24 b2 * b58 - 92 b2 * b59 + 76 b2 * b60 + 52 b2 * b61 - 172 b2 * b62 - 164 b2 * b63 + - 144 b2 * b64 - 120 b2 * b65 - 40 b2 * b68 + 88 b2 * b69 - 180 b2 * b71 + 12 b2 * b72 - 200 b2 * b73 + - 104 b2 * b74 + 140 b2 * b75 + 56 b2 * b76 + 164 b2 * b77 + 88 b2 * b78 + 168 b2 * b79 + 84 b2 * b80 + - 100 b2 * b83 - 104 b2 * b84 - 160 b2 * b85 - 116 b2 * b86 - 52 b2 * b88 + 176 b2 * b89 + 68 b2 * b90 + + 196 b2 * b93 - 168 b2 * b94 - 196 b2 * b95 + 20 b2 * b96 - 16 b2 * b97 + 56 b2 * b98 - 176 b2 * b99 + - 164 b2 * b100 - 84 b2 * b101 - 148 b2 * b102 - 160 b2 * b104 + 100 b2 * b105 + 88 b2 * b106 + 44 b2 * b107 + - 52 b2 * b108 + 68 b2 * b109 + 100 b2 * b110 + 180 b2 * b112 - 200 b2 * b113 - 200 b2 * b114 + 124 b2 * b116 + - 4 b2 * b117 + 72 b2 * b118 + 104 b2 * b119 - 56 b2 * b121 + 112 b2 * b122 + 32 b2 * b124 + 144 b2 * b125 + - 140 b2 * b126 + 8 b2 * b127 - 68 b2 * b128 + 32 b2 * b129 + 132 b2 * b130 + 116 b2 * b131 - 108 b2 * b135 + + 84 b2 * b136 + 24 b2 * b137 - 40 b2 * b138 - 48 b2 * b139 - 192 b2 * b140 + 124 b2 * b141 + 12 b2 * b142 + - 196 b2 * b143 + 188 b2 * b144 + 104 b2 * b145 + 140 b2 * b146 - 152 b2 * b148 - 132 b2 * b149 - 148 b2 * b150 + + 60 b2 * b151 - 180 b3 * b4 + 180 b3 * b5 + 16 b3 * b6 + 8 b3 * b7 - 112 b3 * b8 - 156 b3 * b10 + 72 b3 * b11 + + 100 b3 * b13 - 88 b3 * b14 - 188 b3 * b15 - 96 b3 * b16 - 84 b3 * b17 + 96 b3 * b19 - 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b114 + 72 b3 * b115 + 120 b3 * b116 - 72 b3 * b118 + + 96 b3 * b120 - 148 b3 * b123 + 20 b3 * b124 + 48 b3 * b125 - 112 b3 * b126 - 168 b3 * b127 + 148 b3 * b128 + - 60 b3 * b129 - 156 b3 * b130 + 36 b3 * b132 - 88 b3 * b134 + 60 b3 * b135 + 64 b3 * b136 - 180 b3 * b137 + + 20 b3 * b139 + 64 b3 * b140 + 132 b3 * b141 - 140 b3 * b142 - 120 b3 * b143 + 196 b3 * b144 + 92 b3 * b145 + - 36 b3 * b146 - 36 b3 * b149 - 116 b4 * b5 - 4 b4 * b6 + 160 b4 * b7 - 124 b4 * b8 - 152 b4 * b9 + 192 b4 * b10 + - 76 b4 * b11 + 96 b4 * b12 - 148 b4 * b13 - 168 b4 * b14 + 36 b4 * b16 - 8 b4 * b17 - 28 b4 * b19 + - 124 b4 * b21 - 196 b4 * b23 - 108 b4 * b24 + 60 b4 * b25 + 164 b4 * b26 + 196 b4 * b27 + 196 b4 * b28 + - 168 b4 * b29 + 164 b4 * b30 - 100 b4 * b32 - 8 b4 * b33 + 88 b4 * b34 + 100 b4 * b35 - 80 b4 * b36 + + 180 b4 * b38 - 104 b4 * b39 - 168 b4 * b40 - 80 b4 * b41 + 12 b4 * b42 - 100 b4 * b43 + 68 b4 * b44 + - 140 b4 * b45 - 140 b4 * b46 + 16 b4 * b47 - 200 b4 * b48 + 144 b4 * b49 + 180 b4 * 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92 b110 * b126 + 56 b110 * b127 - 68 b110 * b129 + 176 b110 * b130 + 96 b110 * b131 + - 180 b110 * b132 + 96 b110 * b134 - 108 b110 * b136 - 164 b110 * b137 + 200 b110 * b138 + 132 b110 * b139 + - 48 b110 * b140 + 24 b110 * b141 + 60 b110 * b142 - 148 b110 * b143 + 172 b110 * b145 + 136 b110 * b146 + - 136 b110 * b147 + 120 b110 * b148 - 148 b110 * b150 - 184 b111 * b113 - 132 b111 * b114 - 188 b111 * b115 + - 192 b111 * b117 - 160 b111 * b118 + 88 b111 * b119 + 168 b111 * b120 - 32 b111 * b122 - 12 b111 * b124 + + 32 b111 * b125 + 128 b111 * b126 + 88 b111 * b127 - 8 b111 * b129 - 140 b111 * b130 - 12 b111 * b131 + + 200 b111 * b132 - 12 b111 * b133 + 112 b111 * b134 + 104 b111 * b135 + 4 b111 * b136 - 200 b111 * b138 + + 124 b111 * b139 + 28 b111 * b140 + 4 b111 * b141 - 24 b111 * b142 - 56 b111 * b143 + 92 b111 * b144 + - 48 b111 * b146 - 140 b111 * b147 + 176 b111 * b148 + 108 b111 * b149 + 192 b111 * b150 - 160 b111 * b151 + + 52 b112 * b114 - 44 b112 * b115 - 88 b112 * b117 - 4 b112 * b118 - 124 b112 * b119 + 96 b112 * b120 + - 80 b112 * b121 + 72 b112 * b122 - 108 b112 * b123 + 68 b112 * b125 - 92 b112 * b126 + 104 b112 * b127 + - 88 b112 * b128 + 152 b112 * b129 - 92 b112 * b130 + 184 b112 * b131 + 44 b112 * b132 - 32 b112 * b133 + - 84 b112 * b136 + 4 b112 * b137 + 176 b112 * b139 - 8 b112 * b140 - 16 b112 * b141 + 140 b112 * b142 + - 72 b112 * b143 - 180 b112 * b144 - 136 b112 * b146 + 124 b112 * b147 + 48 b112 * b148 - 148 b112 * b149 + - 20 b112 * b150 + 196 b112 * b151 + 92 b113 * b115 + 168 b113 * b116 + 108 b113 * b117 - 32 b113 * b118 + + 124 b113 * b119 - 156 b113 * b120 - 184 b113 * b121 + 100 b113 * b122 - 16 b113 * b123 - 156 b113 * b125 + - 48 b113 * b126 - 16 b113 * b127 + 136 b113 * b128 - 88 b113 * b130 + 52 b113 * b132 - 28 b113 * b133 + + 84 b113 * b135 + 76 b113 * b136 + 172 b113 * b137 + 48 b113 * b139 + 192 b113 * b140 + 24 b113 * b141 + - 136 b113 * b142 - 192 b113 * b144 - 68 b113 * b145 - 16 b113 * b146 + 148 b113 * b147 - 124 b113 * b148 + + 16 b113 * b151 + 92 b114 * b115 - 80 b114 * b116 - 88 b114 * b117 + 108 b114 * b118 + 180 b114 * b119 + - 48 b114 * b120 - 96 b114 * b121 - 92 b114 * b122 - 144 b114 * b124 - 64 b114 * b125 - 8 b114 * b126 + - 160 b114 * b127 - 76 b114 * b128 + 200 b114 * b129 + 124 b114 * b131 + 112 b114 * b132 + 156 b114 * b133 + + 48 b114 * b134 + 120 b114 * b135 - 108 b114 * b137 + 192 b114 * b138 - 192 b114 * b139 - 156 b114 * b142 + + 84 b114 * b144 + 168 b114 * b145 + 156 b114 * b146 - 20 b114 * b148 + 100 b114 * b150 - 4 b114 * b151 + + 188 b115 * b116 - 52 b115 * b117 + 20 b115 * b118 - 172 b115 * b119 + 4 b115 * b122 - 184 b115 * b123 + + 108 b115 * b124 + 104 b115 * b126 - 180 b115 * b127 + 200 b115 * b128 - 96 b115 * b129 - 200 b115 * b130 + - 144 b115 * b131 + 156 b115 * b132 - 200 b115 * b133 - 60 b115 * b134 + 28 b115 * b136 - 108 b115 * b137 + + 192 b115 * b138 + 116 b115 * b139 - 20 b115 * b140 + 4 b115 * b141 - 20 b115 * b142 - 4 b115 * b143 + - 20 b115 * b144 + 76 b115 * b145 - 136 b115 * b147 + 124 b115 * b148 + 104 b115 * b149 + 192 b115 * b150 + + 156 b115 * b151 + 28 b116 * b117 + 136 b116 * b119 + 4 b116 * b120 - 52 b116 * b122 + 128 b116 * b124 + - 136 b116 * b125 + 132 b116 * b127 + 172 b116 * b128 - 12 b116 * b129 - 100 b116 * b130 - 140 b116 * b132 + + 164 b116 * b134 + 8 b116 * b135 + 140 b116 * b138 + 200 b116 * b139 + 4 b116 * b142 - 36 b116 * b144 + + 72 b116 * b145 + 160 b116 * b146 - 180 b116 * b147 - 52 b116 * b148 + 144 b116 * b149 + 136 b116 * b150 + + 164 b117 * b118 + 92 b117 * b119 + 84 b117 * b120 + 192 b117 * b121 - 192 b117 * b122 - 52 b117 * b124 + + 40 b117 * b125 - 32 b117 * b127 - 76 b117 * b128 + 40 b117 * b129 - 152 b117 * b130 - 128 b117 * b131 + - 164 b117 * b132 + 92 b117 * b133 + 36 b117 * b134 + 68 b117 * b135 + 196 b117 * b136 - 56 b117 * b138 + + 28 b117 * b140 - 168 b117 * b141 - 76 b117 * b143 - 64 b117 * b144 - 48 b117 * b145 - 64 b117 * b147 + - 72 b117 * b148 - 44 b117 * b149 + 112 b117 * b150 + 188 b117 * b151 + 76 b118 * b119 - 132 b118 * b120 + + 104 b118 * b123 + 144 b118 * b124 + 52 b118 * b127 - 64 b118 * b128 + 132 b118 * b129 - 104 b118 * b130 + + 132 b118 * b131 - 176 b118 * b132 + 12 b118 * b134 + 176 b118 * b137 + 120 b118 * b138 - 28 b118 * b139 + - 4 b118 * b140 + 96 b118 * b141 - 84 b118 * b142 + 136 b118 * b143 + 40 b118 * b144 - 96 b118 * b145 + - 192 b118 * b147 + 116 b118 * b148 - 168 b118 * b149 + 40 b118 * b150 + 196 b118 * b151 + 192 b119 * b120 + + 104 b119 * b121 + 124 b119 * b122 - 16 b119 * b123 + 96 b119 * b125 + 4 b119 * b126 + 24 b119 * b127 + - 168 b119 * b128 - 156 b119 * b129 + 200 b119 * b130 + 108 b119 * b131 + 180 b119 * b133 - 196 b119 * b134 + + 16 b119 * b135 + 140 b119 * b136 - 48 b119 * b137 - 76 b119 * b138 + 40 b119 * b139 + 196 b119 * b140 + + 68 b119 * b141 - 64 b119 * b142 + 36 b119 * b143 - 168 b119 * b144 - 96 b119 * b146 - 24 b119 * b147 + - 180 b119 * b148 + 28 b119 * b150 - 156 b119 * b151 - 108 b120 * b121 + 168 b120 * b122 - 188 b120 * b123 + + 128 b120 * b124 + 156 b120 * b125 - 32 b120 * b126 - 124 b120 * b127 + 100 b120 * b131 - 92 b120 * b132 + - 108 b120 * b133 - 156 b120 * b134 - 120 b120 * b135 - 12 b120 * b136 - 100 b120 * b138 + 68 b120 * b139 + + 96 b120 * b140 + 124 b120 * b141 - 56 b120 * b142 + 152 b120 * b144 + 52 b120 * b145 + 44 b120 * b146 + - 184 b120 * b147 - 144 b120 * b148 + 96 b120 * b149 - 188 b120 * b150 + 80 b120 * b151 - 164 b121 * b122 + + 152 b121 * b123 - 144 b121 * b124 + 168 b121 * b125 + 148 b121 * b126 + 60 b121 * b127 + 176 b121 * b128 + - 124 b121 * b129 - 104 b121 * b130 + 148 b121 * b131 + 196 b121 * b132 - 40 b121 * b133 - 156 b121 * b134 + + 64 b121 * b135 + 16 b121 * b136 + 24 b121 * b137 + 144 b121 * b138 - 100 b121 * b139 + 4 b121 * b140 + - 28 b121 * b141 - 24 b121 * b142 - 96 b121 * b143 - 176 b121 * b144 + 68 b121 * b145 - 148 b121 * b146 + + 152 b121 * b147 + 4 b121 * b149 - 48 b121 * b150 - 116 b122 * b123 - 28 b122 * b124 - 92 b122 * b127 + - 188 b122 * b128 + 168 b122 * b129 + 172 b122 * b132 - 184 b122 * b133 - 24 b122 * b134 - 152 b122 * b135 + + 144 b122 * b136 + 128 b122 * b137 + 120 b122 * b138 - 132 b122 * b139 - 164 b122 * b141 - 16 b122 * b142 + + 56 b122 * b143 - 100 b122 * b144 - 84 b122 * b145 - 140 b122 * b146 - 112 b122 * b149 + 44 b122 * b150 + - 196 b123 * b124 - 96 b123 * b125 - 68 b123 * b126 + 104 b123 * b127 + 132 b123 * b128 - 164 b123 * b129 + + 196 b123 * b130 + 156 b123 * b132 + 132 b123 * b133 - 24 b123 * b134 + 56 b123 * b135 + 104 b123 * b136 + + 140 b123 * b137 - 12 b123 * b138 - 12 b123 * b139 - 100 b123 * b140 - 200 b123 * b141 + 112 b123 * b142 + + 152 b123 * b143 - 44 b123 * b144 - 196 b123 * b145 - 20 b123 * b146 + 160 b123 * b147 - 116 b123 * b148 + - 160 b123 * b149 + 52 b123 * b150 - 136 b123 * b151 - 92 b124 * b125 + 48 b124 * b126 - 188 b124 * b127 + + 112 b124 * b128 + 28 b124 * b129 + 48 b124 * b130 - 84 b124 * b132 - 60 b124 * b133 - 92 b124 * b134 + - 116 b124 * b135 + 84 b124 * b138 + 12 b124 * b139 + 36 b124 * b140 + 140 b124 * b141 - 84 b124 * b142 + - 128 b124 * b144 + 196 b124 * b145 - 160 b124 * b146 + 64 b124 * b147 - 32 b124 * b148 + 108 b124 * b149 + - 168 b124 * b150 - 100 b124 * b151 + 64 b125 * b126 + 52 b125 * b128 + 96 b125 * b129 + 84 b125 * b130 + + 76 b125 * b131 + 196 b125 * b132 - 168 b125 * b133 + 88 b125 * b134 + 144 b125 * b135 + 136 b125 * b136 + - 24 b125 * b137 + 164 b125 * b139 - 136 b125 * b140 + 100 b125 * b141 + 136 b125 * b143 - 80 b125 * b144 + - 156 b125 * b145 + 152 b125 * b146 - 140 b125 * b147 - 140 b125 * b148 + 28 b125 * b149 - 176 b125 * b150 + + 200 b125 * b151 + 136 b126 * b127 - 52 b126 * b128 - 44 b126 * b129 - 152 b126 * b131 + 36 b126 * b132 + + 104 b126 * b133 - 120 b126 * b134 - 8 b126 * b135 - 148 b126 * b136 + 52 b126 * b137 + 88 b126 * b138 + - 80 b126 * b139 + 8 b126 * b140 + 192 b126 * b141 - 88 b126 * b142 - 172 b126 * b143 + 116 b126 * b144 + - 92 b126 * b145 - 52 b126 * b146 - 100 b126 * b147 - 32 b126 * b148 + 52 b126 * b149 + 192 b126 * b150 + - 180 b126 * b151 - 20 b127 * b129 - 108 b127 * b130 + 40 b127 * b131 + 20 b127 * b132 + 160 b127 * b133 + + 96 b127 * b135 - 60 b127 * b136 + 72 b127 * b137 + 80 b127 * b138 + 112 b127 * b139 - 192 b127 * b140 + + 76 b127 * b141 - 56 b127 * b142 - 76 b127 * b143 - 32 b127 * b144 + 44 b127 * b145 + 116 b127 * b149 + - 132 b127 * b150 - 4 b127 * b151 + 148 b128 * b129 - 136 b128 * b130 - 120 b128 * b131 + 184 b128 * b132 + - 104 b128 * b133 + 124 b128 * b134 + 136 b128 * b135 - 68 b128 * b136 + 8 b128 * b138 - 92 b128 * b140 + + 68 b128 * b141 - 12 b128 * b142 + 160 b128 * b143 - 64 b128 * b144 + 172 b128 * b146 + 188 b128 * b147 + + 116 b128 * b148 + 104 b128 * b151 + 120 b129 * b130 - 132 b129 * b131 + 12 b129 * b132 - 48 b129 * b134 + - 156 b129 * b135 - 144 b129 * b136 - 136 b129 * b137 - 140 b129 * b138 + 20 b129 * b139 - 176 b129 * b141 + - 44 b129 * b142 + 68 b129 * b143 - 116 b129 * b146 + 68 b129 * b147 + 144 b129 * b148 - 192 b129 * b149 + + 16 b129 * b150 - 184 b129 * b151 + 80 b130 * b132 - 180 b130 * b133 - 24 b130 * b134 - 164 b130 * b135 + - 88 b130 * b137 - 36 b130 * b138 + 172 b130 * b139 + 8 b130 * b141 + 160 b130 * b142 - 76 b130 * b144 + - 80 b130 * b145 - 40 b130 * b147 + 20 b130 * b148 - 8 b130 * b149 - 88 b130 * b150 + 16 b130 * b151 + - 164 b131 * b132 - 152 b131 * b134 - 40 b131 * b135 - 128 b131 * b136 - 48 b131 * b139 + 40 b131 * b141 + + 80 b131 * b142 - 120 b131 * b143 - 116 b131 * b144 - 144 b131 * b147 - 168 b131 * b148 + 84 b131 * b149 + + 28 b131 * b150 - 156 b132 * b134 - 60 b132 * b136 - 88 b132 * b137 - 32 b132 * b138 + 112 b132 * b139 + - 176 b132 * b140 + 60 b132 * b141 - 196 b132 * b144 + 112 b132 * b145 - 156 b132 * b146 - 184 b132 * b147 + - 28 b132 * b148 + 4 b132 * b149 + 172 b132 * b150 + 152 b132 * b151 + 12 b133 * b134 - 128 b133 * b135 + - 104 b133 * b137 + 156 b133 * b138 + 24 b133 * b139 - 88 b133 * b141 - 80 b133 * b143 + 176 b133 * b144 + + 28 b133 * b145 - 96 b133 * b147 - 36 b133 * b148 - 100 b133 * b149 - 80 b133 * b150 + 28 b133 * b151 + + 44 b134 * b135 - 40 b134 * b138 + 64 b134 * b139 - 172 b134 * b140 - 100 b134 * b141 + 168 b134 * b143 + + 164 b134 * b144 - 196 b134 * b145 + 176 b134 * b146 - 164 b134 * b147 - 132 b134 * b148 - 28 b134 * b150 + - 20 b134 * b151 - 140 b135 * b136 + 144 b135 * b138 - 136 b135 * b139 + 200 b135 * b140 + 80 b135 * b142 + + 104 b135 * b144 + 40 b135 * b146 - 156 b135 * b147 - 60 b135 * b149 + 148 b135 * b150 - 8 b135 * b151 + - 8 b136 * b140 - 156 b136 * b141 + 160 b136 * b143 + 192 b136 * b146 + 112 b136 * b149 - 184 b136 * b150 + + 184 b136 * b151 + 148 b137 * b138 - 192 b137 * b139 + 116 b137 * b140 + 56 b137 * b141 - 128 b137 * b142 + - 36 b137 * b143 - 144 b137 * b144 - 128 b137 * b145 + 144 b137 * b146 + 200 b137 * b147 - 164 b137 * b148 + - 152 b137 * b149 - 80 b137 * b150 - 88 b137 * b151 - 84 b138 * b139 + 180 b138 * b140 + 124 b138 * b142 + - 16 b138 * b143 + 68 b138 * b144 - 52 b138 * b145 - 188 b138 * b146 + 176 b138 * b148 - 152 b138 * b149 + - 184 b138 * b150 + 76 b138 * b151 - 24 b139 * b140 + 108 b139 * b141 + 160 b139 * b142 + 152 b139 * b143 + + 196 b139 * b145 + 88 b139 * b148 + 132 b139 * b149 - 116 b139 * b150 - 96 b139 * b151 - 124 b140 * b141 + + 92 b140 * b142 + 164 b140 * b143 + 164 b140 * b145 + 64 b140 * b146 - 192 b140 * b150 - 36 b140 * b151 + + 96 b141 * b143 + 84 b141 * b144 + 164 b141 * b145 + 188 b141 * b146 - 72 b141 * b147 - 32 b141 * b148 + + 4 b141 * b149 + 132 b141 * b150 + 84 b142 * b143 - 160 b142 * b145 + 96 b142 * b146 + 24 b142 * b147 + + 116 b142 * b148 - 76 b142 * b149 + 44 b142 * b150 + 76 b142 * b151 + 40 b143 * b144 + 124 b143 * b145 + - 96 b143 * b146 + 36 b143 * b147 + 176 b143 * b148 - 196 b143 * b149 - 180 b143 * b151 - 68 b144 * b145 + + 100 b144 * b146 + 4 b144 * b147 - 12 b144 * b148 - 108 b144 * b149 - 96 b144 * b150 - 84 b144 * b151 + - 196 b145 * b148 + 44 b146 * b147 - 148 b146 * b148 + 176 b146 * b150 + 160 b146 * b151 - 156 b147 * b148 + - 140 b147 * b149 + 44 b147 * b150 - 88 b148 * b149 - 72 b148 * b150 - 144 b148 * b151 - 88 b149 * b151 + ]/2 + +Subject To + +Binary + b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 + b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 + b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 + b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 + b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 + b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 + b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_5909.lp b/test_data/qplib_mittelmann_lp/QPLIB_5909.lp new file mode 100644 index 0000000..22a33e6 --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_5909.lp @@ -0,0 +1,538 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 250 0 250 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 250 0 250 0 +\ +Maximize + obj: 0 b2 - 35 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 - 43 b13 + 0 b14 + + 0 b15 + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 0 b25 + 0 b26 + 0 b27 + + 0 b28 + 0 b29 + 0 b30 + 4 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + + 0 b41 + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + + 0 b54 + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 28 b62 + 0 b63 + 0 b64 + 0 b65 + 53 b66 + + 17 b67 + 0 b68 + 0 b69 + 0 b70 + 0 b71 + 0 b72 + 0 b73 + 0 b74 + 0 b75 + 0 b76 + 0 b77 + 0 b78 + 0 b79 + + 0 b80 + 41 b81 + 0 b82 + 0 b83 + 0 b84 + 0 b85 + 0 b86 + 0 b87 + 0 b88 + 0 b89 + 0 b90 + 48 b91 + 0 b92 + + 0 b93 + 0 b94 + 0 b95 + 0 b96 + 0 b97 + 0 b98 + 0 b99 + 0 b100 + 0 b101 + 0 b102 + 0 b103 + 0 b104 + + 0 b105 + 0 b106 + 0 b107 + 0 b108 + 0 b109 + 0 b110 + 0 b111 + 0 b112 + 0 b113 + 0 b114 + 0 b115 + + 0 b116 + 0 b117 + 0 b118 + 0 b119 + 0 b120 + 0 b121 + 0 b122 + 0 b123 + 0 b124 + 0 b125 + 0 b126 + + 0 b127 + 0 b128 + 0 b129 + 0 b130 + 0 b131 - 17 b132 + 0 b133 + 43 b134 + 0 b135 + 0 b136 + 0 b137 + + 0 b138 + 0 b139 - 68 b140 + 0 b141 + 0 b142 + 0 b143 + 0 b144 + 0 b145 + 0 b146 + 0 b147 + 0 b148 + + 0 b149 + 0 b150 + 0 b151 + 0 b152 + 0 b153 - b154 + 0 b155 + 0 b156 - 54 b157 + 0 b158 + 0 b159 - 62 b160 + + 0 b161 + 72 b162 + 0 b163 + 0 b164 + 0 b165 + 0 b166 + 0 b167 + 0 b168 + 0 b169 + 0 b170 - 87 b171 + + 0 b172 + 0 b173 + 0 b174 + 0 b175 + 0 b176 + 0 b177 + 0 b178 + 0 b179 + 0 b180 + 0 b181 + 0 b182 + + 0 b183 + 0 b184 + 0 b185 + 0 b186 + 0 b187 + 0 b188 + 0 b189 + 0 b190 + 88 b191 + 0 b192 + 78 b193 + + 0 b194 + 0 b195 + 0 b196 + 73 b197 + 0 b198 + 0 b199 + 0 b200 + 0 b201 + 0 b202 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b147 b148 b149 b150 b151 b152 + b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 + b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 + b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 + b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 + b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 + b248 b249 b250 b251 + +End diff --git a/test_data/qplib_mittelmann_lp/QPLIB_5922.lp b/test_data/qplib_mittelmann_lp/QPLIB_5922.lp new file mode 100644 index 0000000..80f88c6 --- /dev/null +++ b/test_data/qplib_mittelmann_lp/QPLIB_5922.lp @@ -0,0 +1,2107 @@ +\ Equation counts +\ Total E G L N X C B +\ 0 0 0 0 0 0 0 0 +\ +\ Variable counts +\ x b i s1s s2s sc si +\ Total cont binary integer sos1 sos2 scont sint +\ 500 0 500 0 0 0 0 0 +\ +\ Nonzero counts +\ Total const NL DLL +\ 500 0 500 0 +\ +Maximize + obj: 0 b2 + 0 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 + 0 b13 + 0 b14 + 0 b15 + + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 31 b25 + 0 b26 + 0 b27 + 0 b28 + + 0 b29 + 67 b30 + 0 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + 0 b41 + + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + 0 b54 + + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 0 b62 + 0 b63 + 0 b64 + 0 b65 - 17 b66 + 0 b67 + + 0 b68 + 0 b69 + 0 b70 + 0 b71 + 0 b72 + 30 b73 + 0 b74 + 0 b75 + 0 b76 + 0 b77 + 0 b78 + 0 b79 + 0 b80 + + 0 b81 + 0 b82 + 0 b83 + 0 b84 + 0 b85 + 0 b86 - 86 b87 + 0 b88 + 0 b89 + 0 b90 + 0 b91 + 0 b92 + 0 b93 + + 0 b94 + 0 b95 + 0 b96 + 0 b97 + 0 b98 + 0 b99 + 0 b100 + 0 b101 + 0 b102 + 0 b103 + 0 b104 + 66 b105 + + 0 b106 + 0 b107 + 0 b108 + 0 b109 + 0 b110 + 48 b111 + 0 b112 + 0 b113 + 0 b114 + 0 b115 + 0 b116 + + 0 b117 + 0 b118 + 0 b119 + 0 b120 + 0 b121 + 0 b122 - 53 b123 + 0 b124 + 0 b125 + 0 b126 + 0 b127 + + 0 b128 + 0 b129 + 0 b130 - 21 b131 + 0 b132 - 56 b133 + 0 b134 + 0 b135 + 0 b136 + 0 b137 + 0 b138 + + 0 b139 + 0 b140 + 0 b141 + 0 b142 - 33 b143 + 0 b144 + 0 b145 + 0 b146 + 0 b147 + 0 b148 + 0 b149 + + 0 b150 + 92 b151 + 64 b152 - 84 b153 + 0 b154 + 0 b155 + 0 b156 + 0 b157 + 0 b158 + 0 b159 + 0 b160 + + 0 b161 + 0 b162 + 0 b163 + 0 b164 + 0 b165 + 0 b166 + 0 b167 + 0 b168 + 0 b169 + 0 b170 + 0 b171 + + 0 b172 - 59 b173 + 0 b174 + 0 b175 + 0 b176 + 0 b177 + 0 b178 + 0 b179 + 0 b180 + 0 b181 + 0 b182 + + 8 b183 + 0 b184 + 0 b185 + 0 b186 + 0 b187 + 0 b188 + 0 b189 + 0 b190 + 0 b191 + 0 b192 + 0 b193 + + 31 b194 + 0 b195 + 0 b196 + 0 b197 + 0 b198 + 0 b199 + 0 b200 + 0 b201 + 0 b202 + 0 b203 + 12 b204 + + 0 b205 + 0 b206 + 0 b207 + 0 b208 + 0 b209 + 0 b210 + 0 b211 + 0 b212 + 0 b213 + 0 b214 + 0 b215 + + 0 b216 - 72 b217 + 0 b218 + 0 b219 + 0 b220 + 0 b221 + 0 b222 + 0 b223 + 0 b224 + 0 b225 - 3 b226 + + 0 b227 + 0 b228 + 0 b229 + 0 b230 + 0 b231 + 0 b232 + 0 b233 + 0 b234 + 0 b235 + 64 b236 + 0 b237 + + 0 b238 + 0 b239 + 0 b240 + 0 b241 + 0 b242 - 69 b243 + 0 b244 + 0 b245 + 0 b246 + 0 b247 + 0 b248 + + 0 b249 + 0 b250 + 0 b251 + 0 b252 + 0 b253 + 0 b254 + 0 b255 + 0 b256 + 0 b257 - 5 b258 + 0 b259 + + 0 b260 + 0 b261 + 0 b262 + 0 b263 + 0 b264 + 0 b265 + 0 b266 + 0 b267 + 0 b268 + 0 b269 + 0 b270 + + 0 b271 + 0 b272 + 0 b273 + 0 b274 + 0 b275 + 0 b276 + 0 b277 + 0 b278 + 0 b279 + 0 b280 + 0 b281 + + 0 b282 + 0 b283 + 0 b284 + 0 b285 + 0 b286 + 0 b287 + 0 b288 + 0 b289 + 0 b290 + 0 b291 + 0 b292 + + 0 b293 + 0 b294 + 0 b295 + 0 b296 + 0 b297 + 0 b298 + 0 b299 + 0 b300 + 0 b301 + 0 b302 + 0 b303 + + 0 b304 + 0 b305 + 0 b306 + 0 b307 + 0 b308 + 0 b309 + 0 b310 - 61 b311 + 0 b312 + 0 b313 + 0 b314 + + 0 b315 + 0 b316 + 0 b317 + 0 b318 + 0 b319 + 0 b320 + 0 b321 + 0 b322 + 0 b323 + 0 b324 + 0 b325 + + 0 b326 + 0 b327 + 0 b328 + 0 b329 + 0 b330 + 0 b331 + 0 b332 + 0 b333 + 0 b334 + 0 b335 + 0 b336 + + 0 b337 + 0 b338 + 57 b339 + 0 b340 + 0 b341 + 0 b342 + 0 b343 + 0 b344 + 0 b345 + 0 b346 + 0 b347 + + 75 b348 + 0 b349 + 0 b350 + 0 b351 + 0 b352 + 0 b353 + 0 b354 + 0 b355 + 0 b356 + 0 b357 + 0 b358 + + 0 b359 + 0 b360 + 0 b361 + 0 b362 + 0 b363 + 0 b364 + 0 b365 + 0 b366 + 0 b367 + 0 b368 - 15 b369 + + 0 b370 + 0 b371 + 44 b372 + 0 b373 + 0 b374 + 0 b375 + 0 b376 + 0 b377 + 0 b378 + 8 b379 + 0 b380 + + 0 b381 + 0 b382 + 0 b383 + 0 b384 + 0 b385 + 0 b386 + 0 b387 + 0 b388 + 0 b389 + 0 b390 + 0 b391 + + 0 b392 + 0 b393 + 0 b394 + 0 b395 + 0 b396 + 0 b397 + 0 b398 + 0 b399 + 0 b400 + 0 b401 + 0 b402 + - 76 b403 + 0 b404 + 0 b405 + 0 b406 + 0 b407 + 0 b408 + 0 b409 + 0 b410 + 0 b411 + 0 b412 + 0 b413 + + 0 b414 + 0 b415 + 0 b416 + 0 b417 + 0 b418 + 98 b419 + 0 b420 + 0 b421 + 0 b422 + 0 b423 + 0 b424 + + 0 b425 + 0 b426 + 0 b427 + 0 b428 + 70 b429 + 0 b430 + 0 b431 + 0 b432 + 0 b433 + 0 b434 + 0 b435 + + 0 b436 + 0 b437 + 0 b438 + 0 b439 + 0 b440 - 95 b441 + 0 b442 + 0 b443 + 0 b444 + 51 b445 + 0 b446 + + 0 b447 + 0 b448 + 0 b449 + 0 b450 + 0 b451 + 94 b452 + 0 b453 + 0 b454 + 0 b455 + 0 b456 + 0 b457 + + 0 b458 + 0 b459 + 0 b460 + 0 b461 + 0 b462 + 0 b463 + 0 b464 - 94 b465 + 0 b466 + 0 b467 + 0 b468 + + 0 b469 + 0 b470 + 0 b471 + 0 b472 - 28 b473 + 0 b474 + 0 b475 + 0 b476 + 0 b477 + 0 b478 + 0 b479 + + 0 b480 - 61 b481 + 0 b482 + 0 b483 + 0 b484 + 0 b485 - 7 b486 + 0 b487 + 0 b488 + 0 b489 + 0 b490 + + 0 b491 + 0 b492 + 0 b493 + 0 b494 + 0 b495 + 0 b496 + 0 b497 + 0 b498 + 0 b499 + 0 b500 + 0 b501 + + [ 188 b2 * b31 + 76 b2 * b35 + 360 b2 * b40 + 316 b2 * b47 + 348 b2 * b49 + 64 b2 * b100 - 188 b2 * b101 + + 16 b2 * b104 - 184 b2 * b117 + 176 b2 * b123 + 316 b2 * b128 - 128 b2 * b129 - 352 b2 * b139 - 284 b2 * b157 + + 264 b2 * b166 - 284 b2 * b173 - 208 b2 * b183 - 364 b2 * b195 - 8 b2 * b203 - 208 b2 * b212 - 224 b2 * b214 + - 112 b2 * b217 - 60 b2 * b222 - 208 b2 * b233 + 32 b2 * b252 + 192 b2 * b254 + 356 b2 * b263 - 12 b2 * b266 + + 300 b2 * b267 + 276 b2 * b272 + 128 b2 * b273 + 188 b2 * b281 - 256 b2 * b283 + 28 b2 * b284 - 132 b2 * b288 + - 336 b2 * b307 - 8 b2 * b309 - 332 b2 * b332 - 304 b2 * b341 + 32 b2 * b364 + 336 b2 * b374 - 92 b2 * b401 + - 100 b2 * b405 - 120 b2 * b425 - 268 b2 * b447 - 172 b2 * b489 + 136 b2 * b493 - 184 b2 * b494 - 40 b2 * b498 + - 276 b3 * b5 - 296 b3 * b44 + 388 b3 * b45 + 216 b3 * b62 - 36 b3 * b83 + 372 b3 * b97 + 260 b3 * b101 + - 120 b3 * b104 + 160 b3 * b113 - 8 b3 * b129 + 76 b3 * b131 + 220 b3 * b137 - 300 b3 * b138 - 316 b3 * b147 + - 4 b3 * b152 - 84 b3 * b160 - 96 b3 * b171 - 96 b3 * b180 - 232 b3 * b185 - 20 b3 * b203 + 188 b3 * b205 + - 208 b3 * b210 - 200 b3 * b211 - 160 b3 * b218 + 228 b3 * b224 + 52 b3 * b227 - 116 b3 * b229 - 196 b3 * b238 + - 120 b3 * b239 + 120 b3 * b249 + 380 b3 * b258 - 372 b3 * b259 + 112 b3 * b264 + 76 b3 * b269 + 200 b3 * b274 + + 128 b3 * b288 - 392 b3 * b292 - 352 b3 * b294 - 332 b3 * b308 + 268 b3 * b312 + 76 b3 * b314 - 236 b3 * b315 + - 344 b3 * b316 + 264 b3 * b319 - 124 b3 * b322 - 192 b3 * b326 - 364 b3 * b331 + 304 b3 * b343 - 356 b3 * b359 + + 208 b3 * b362 + 244 b3 * b382 - 384 b3 * b384 + 96 b3 * b395 + 52 b3 * b402 - 196 b3 * b422 - 144 b3 * b433 + + 200 b3 * b440 + 160 b3 * b442 + 48 b3 * b456 + 316 b3 * b460 + 328 b3 * b461 + 156 b3 * b466 + 204 b3 * b470 + - 12 b3 * b482 + 64 b3 * b483 + 180 b3 * b493 - 316 b3 * b495 + 216 b3 * b500 + 172 b4 * b19 + 184 b4 * b29 + - 160 b4 * b38 - 152 b4 * b56 - 376 b4 * b57 + 244 b4 * b64 - 312 b4 * b68 + 248 b4 * b73 + 328 b4 * b82 + - 40 b4 * b87 - 28 b4 * b98 - 52 b4 * b99 + 292 b4 * b114 - 44 b4 * b118 + 140 b4 * b120 + 304 b4 * b133 + - 180 b4 * b137 - 316 b4 * b145 - 164 b4 * b151 + 156 b4 * b174 + 272 b4 * b186 + 304 b4 * b189 + 104 b4 * b190 + + 40 b4 * b199 + 192 b4 * b202 + 348 b4 * b203 - 292 b4 * b208 + 40 b4 * b229 + 208 b4 * b235 + 104 b4 * b254 + + 92 b4 * b264 + 308 b4 * b266 - 48 b4 * b296 + 140 b4 * b298 - 140 b4 * b311 + 260 b4 * b320 - 32 b4 * b326 + - 80 b4 * b331 + 24 b4 * b364 + 276 b4 * b368 + 60 b4 * b393 - 236 b4 * b403 - 100 b4 * b406 + 48 b4 * b411 + + 212 b4 * b416 - 188 b4 * b418 - 336 b4 * b434 + 48 b4 * b435 - 44 b4 * b437 - 220 b4 * b439 - 204 b4 * b450 + - 256 b4 * b452 + 56 b4 * b464 - 132 b4 * b475 + 184 b4 * b481 - 184 b4 * b482 - 200 b4 * b498 + 264 b4 * b499 + - 156 b5 * b8 + 124 b5 * b9 - 332 b5 * b20 - 56 b5 * b38 + 396 b5 * b43 - 148 b5 * b63 - 320 b5 * b74 + + 280 b5 * b99 + 268 b5 * b104 - 296 b5 * b114 - 384 b5 * b119 - 80 b5 * b124 + 72 b5 * b137 + 152 b5 * b138 + + 92 b5 * b140 + 244 b5 * b159 + 156 b5 * b163 + 104 b5 * b172 - 132 b5 * b179 - 204 b5 * b181 + 160 b5 * b183 + - 356 b5 * b211 + 172 b5 * b221 - 64 b5 * b243 + 64 b5 * b255 - 188 b5 * b262 - 276 b5 * b274 + 140 b5 * b281 + - 176 b5 * b283 + 28 b5 * b289 + 48 b5 * b309 + 84 b5 * b311 - 324 b5 * b323 - 280 b5 * b337 - 56 b5 * b339 + + 24 b5 * b351 - 324 b5 * b355 + 248 b5 * b356 + 344 b5 * b359 + 292 b5 * b398 + 188 b5 * b407 + 360 b5 * b408 + - 216 b5 * b412 + 332 b5 * b437 + 132 b5 * b438 + 160 b5 * b440 - 268 b5 * b450 + 188 b5 * b458 + 312 b5 * b464 + - 264 b5 * b489 - 96 b5 * b496 - 80 b6 * b9 + 4 b6 * b10 - 372 b6 * b25 + 308 b6 * b31 + 272 b6 * b44 + - 372 b6 * b49 + 212 b6 * b59 - 392 b6 * b74 + 28 b6 * b87 + 360 b6 * b101 - 344 b6 * b119 + 248 b6 * b132 + - 192 b6 * b168 + 180 b6 * b169 + 260 b6 * b202 + 296 b6 * b208 - 172 b6 * b212 - 292 b6 * b216 + 204 b6 * b220 + + 140 b6 * b225 + 312 b6 * b228 - 352 b6 * b244 - 256 b6 * b275 + 288 b6 * b287 + 136 b6 * b328 + 80 b6 * b330 + - 52 b6 * b353 + 256 b6 * b358 + 16 b6 * b363 + 280 b6 * b369 - 56 b6 * b381 + 356 b6 * b408 + 136 b6 * b420 + + 320 b6 * b428 - 32 b6 * b440 - 328 b6 * b463 + 176 b6 * b466 - 224 b6 * b469 - 268 b6 * b470 + 368 b6 * b471 + - 228 b6 * b490 - 140 b7 * b9 - 396 b7 * b18 + 160 b7 * b39 - 184 b7 * b42 + 100 b7 * b56 + 12 b7 * b61 + - 384 b7 * b65 + 96 b7 * b94 - 36 b7 * b121 + 280 b7 * b130 - 76 b7 * b140 + 200 b7 * b150 + 32 b7 * b157 + - 204 b7 * b166 - 284 b7 * b171 - 284 b7 * b181 - 152 b7 * b185 + 380 b7 * b191 + 204 b7 * b201 - 132 b7 * b204 + + 204 b7 * b209 + 300 b7 * b212 + 360 b7 * b214 - 300 b7 * b223 - 360 b7 * b235 + 152 b7 * b266 + 260 b7 * b270 + + 392 b7 * b282 + 380 b7 * b316 + 248 b7 * b345 + 324 b7 * b356 - 168 b7 * b359 - 316 b7 * b363 + 296 b7 * b365 + - 384 b7 * b384 - 172 b7 * b386 - 16 b7 * b397 - 312 b7 * b399 - 80 b7 * b409 - 72 b7 * b426 - 264 b7 * b445 + - 300 b7 * b463 - 352 b7 * b468 - 216 b7 * b480 + 212 b7 * b482 - 276 b8 * b58 + 84 b8 * b61 - 84 b8 * b62 + - 304 b8 * b63 + 316 b8 * b68 + 212 b8 * b72 - 188 b8 * b75 - 204 b8 * b81 - 12 b8 * b88 + 180 b8 * b89 + - 236 b8 * b100 + 304 b8 * b135 + 360 b8 * b154 + 84 b8 * b160 - 228 b8 * b161 + 224 b8 * b178 + 180 b8 * b201 + + 364 b8 * b222 + 248 b8 * b249 + 64 b8 * b257 + 128 b8 * b279 - 212 b8 * b284 - 280 b8 * b299 - 352 b8 * b309 + + 156 b8 * b310 - 24 b8 * b333 - 88 b8 * b347 + 8 b8 * b350 - 292 b8 * b352 + 116 b8 * b359 + 396 b8 * b384 + + 344 b8 * b385 - 60 b8 * b388 + 40 b8 * b398 - 316 b8 * b411 + 144 b8 * b421 - 280 b8 * b426 - 180 b8 * b427 + - 364 b8 * b460 + 184 b8 * b469 + 312 b8 * b481 - 4 b8 * b490 - 8 b8 * b497 - 188 b9 * b11 - 40 b9 * b15 + + 288 b9 * b27 - 160 b9 * b43 - 144 b9 * b64 - 20 b9 * b80 + 44 b9 * b87 - 240 b9 * b101 - 224 b9 * b105 + + 184 b9 * b108 + 36 b9 * b111 - 184 b9 * b116 - 156 b9 * b130 + 92 b9 * b133 + 252 b9 * b143 + 56 b9 * b151 + - 72 b9 * b163 - 68 b9 * b164 - 120 b9 * b181 + 176 b9 * b182 - 248 b9 * b200 + 296 b9 * b211 + 20 b9 * b225 + + 316 b9 * b235 - 20 b9 * b265 - 396 b9 * b268 + 36 b9 * b270 + 344 b9 * b275 - 348 b9 * b294 - 100 b9 * b296 + - 208 b9 * b317 - 268 b9 * b335 - 16 b9 * b343 + 20 b9 * b352 + 208 b9 * b359 + 384 b9 * b364 - 352 b9 * b368 + + 60 b9 * b374 - 232 b9 * b421 + 344 b9 * b422 - 232 b9 * b423 - 120 b9 * b425 - 348 b9 * b430 - 68 b9 * b438 + - 284 b9 * b440 - 380 b9 * b443 + 168 b9 * b444 - 4 b9 * b450 - 68 b9 * b458 + 336 b9 * b469 - 16 b9 * b473 + - 216 b9 * b487 + 328 b9 * b489 + 92 b9 * b498 + 220 b10 * b17 - 188 b10 * b23 - 356 b10 * b44 + 116 b10 * b52 + - 160 b10 * b59 + 192 b10 * b62 + 232 b10 * b74 + 108 b10 * b103 + 16 b10 * b118 + 248 b10 * b130 - 172 b10 * b131 + + 80 b10 * b158 + 196 b10 * b162 + 276 b10 * b165 + 20 b10 * b178 - 108 b10 * b180 + 112 b10 * b192 + + 108 b10 * b222 + 208 b10 * b240 - 136 b10 * b242 + 300 b10 * b244 - 260 b10 * b272 - 68 b10 * b274 + - 284 b10 * b285 + 172 b10 * b287 - 192 b10 * b292 - 144 b10 * b298 + 400 b10 * b322 + 248 b10 * b328 + + 12 b10 * b329 + 300 b10 * b331 + 388 b10 * b336 + 160 b10 * b340 + 240 b10 * b342 - 224 b10 * b352 + + 392 b10 * b364 + 256 b10 * b374 + 216 b10 * b379 + 328 b10 * b406 + 168 b10 * b409 + 236 b10 * b414 + - 340 b10 * b426 + 120 b10 * b430 + 228 b10 * b435 - 384 b10 * b455 - 236 b10 * b468 + 56 b10 * b469 + + 12 b10 * b472 + 144 b10 * b474 + 12 b10 * b492 - 272 b11 * b20 + 276 b11 * b28 + 312 b11 * b51 + 320 b11 * b60 + + 92 b11 * b62 - 92 b11 * b77 - 96 b11 * b80 + 396 b11 * b88 - 272 b11 * b89 - 380 b11 * b90 - 92 b11 * b91 + - 24 b11 * b97 - 176 b11 * b113 + 224 b11 * b115 + 280 b11 * b118 + 300 b11 * b120 - 120 b11 * b122 + + 112 b11 * b125 + 200 b11 * b134 - 116 b11 * b138 - 148 b11 * b140 - 144 b11 * b169 - 20 b11 * b188 + + 332 b11 * b191 - 256 b11 * b199 + 380 b11 * b202 + 232 b11 * b203 + 216 b11 * b207 - 172 b11 * b217 + - 68 b11 * b218 - 72 b11 * b222 + 20 b11 * b226 - 352 b11 * b237 - 344 b11 * b251 + 272 b11 * b257 + + 204 b11 * b268 + 108 b11 * b274 + 88 b11 * b280 + 292 b11 * b301 - 224 b11 * b307 + 36 b11 * b314 + + 360 b11 * b326 + 204 b11 * b343 + 400 b11 * b346 + 16 b11 * b351 - 284 b11 * b357 + 256 b11 * b358 + + 124 b11 * b371 - 112 b11 * b378 + 144 b11 * b382 + 400 b11 * b387 + 24 b11 * b395 - 304 b11 * b406 + + 288 b11 * b425 - 340 b11 * b433 - 272 b11 * b464 - 176 b11 * b469 - 336 b11 * b472 - 184 b11 * b474 + + 228 b11 * b477 + 132 b11 * b484 - 148 b11 * b494 + 184 b11 * b495 + 288 b11 * b501 + 188 b12 * b13 + + 128 b12 * 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-6.000000 +85 97 -6.000000 +85 99 -10.000000 +85 95 10.000000 +85 100 16.000000 +85 89 -18.000000 +85 88 16.000000 +85 87 -14.000000 +85 86 20.000000 +85 93 -6.000000 +85 90 20.000000 +85 94 16.000000 +85 96 -20.000000 +86 99 16.000000 +86 88 -20.000000 +86 97 -6.000000 +86 92 6.000000 +86 96 6.000000 +86 87 -4.000000 +86 100 -8.000000 +86 94 2.000000 +86 98 2.000000 +86 90 -16.000000 +86 89 -12.000000 +86 91 -6.000000 +86 93 10.000000 +87 93 20.000000 +87 100 -8.000000 +87 96 18.000000 +87 94 -18.000000 +87 95 14.000000 +87 88 16.000000 +87 99 2.000000 +87 98 -20.000000 +87 89 8.000000 +87 91 -6.000000 +88 96 12.000000 +88 94 -20.000000 +88 98 10.000000 +88 100 -12.000000 +88 91 2.000000 +88 95 6.000000 +88 90 -2.000000 +88 99 8.000000 +88 89 10.000000 +89 90 16.000000 +89 91 -4.000000 +89 92 6.000000 +89 97 -8.000000 +89 99 -10.000000 +89 96 -14.000000 +89 95 10.000000 +89 100 -14.000000 +89 93 8.000000 +89 94 16.000000 +90 94 -2.000000 +90 100 12.000000 +90 95 -2.000000 +90 91 -20.000000 +90 99 12.000000 +90 98 14.000000 +90 92 8.000000 +90 96 -2.000000 +91 96 -18.000000 +91 92 8.000000 +91 93 -18.000000 +91 98 10.000000 +91 99 20.000000 +91 100 -14.000000 +91 97 4.000000 +91 94 8.000000 +91 95 -14.000000 +92 99 2.000000 +92 93 16.000000 +92 95 10.000000 +92 100 14.000000 +92 98 -2.000000 +92 94 4.000000 +92 97 -20.000000 +93 100 -8.000000 +93 96 16.000000 +93 97 -8.000000 +93 99 -14.000000 +94 95 2.000000 +94 99 -8.000000 +94 100 -4.000000 +94 96 14.000000 +94 98 -8.000000 +95 96 18.000000 +95 97 16.000000 +95 100 12.000000 +95 98 20.000000 +95 99 4.000000 +96 99 16.000000 +96 98 2.000000 +96 97 18.000000 +97 98 14.000000 +97 99 6.000000 +97 100 16.000000 From a0cae96235ec772a6951b2cb471e06f40bbd05d9 Mon Sep 17 00:00:00 2001 From: Dustin Kenefake Date: Tue, 2 Jun 2026 20:17:50 -0400 Subject: [PATCH 2/2] bump version to 0.6.3 --- .gitignore | 2 ++ Cargo.toml | 2 +- 2 files changed, 3 insertions(+), 1 deletion(-) diff --git a/.gitignore b/.gitignore index 92322c4..a0d3924 100644 --- a/.gitignore +++ b/.gitignore @@ -1,2 +1,4 @@ .idea/ target/ +.cargo-home/ +.venv/ \ No newline at end of file diff --git a/Cargo.toml b/Cargo.toml index 0ce073a..90e4c35 100644 --- a/Cargo.toml +++ b/Cargo.toml @@ -1,6 +1,6 @@ [package] name = "hercules" -version = "0.6.2" +version = "0.6.3" edition = "2021" authors = ["Dustin Kenefake"] license = "BSD-3-Clause"