Trace number 4485653

Some explanations

A solver is run under the control of another program named runsolver. runsolver is in charge of imposing the CPU time limit and the memory limit to the solver. It also monitors some information about the process. The trace of the execution of a solver is divided into four (or five) parts:
  1. SOLVER DATA
    This is the output of the solver (stdout and stderr).
    Note that some very long lines in this section may be truncated by your web browser ! In such a case, you may want to use the "Download as text" link to get the trace as a text file.

    When the --timestamp option is passed to the runsolver program, each line output by the solver is prepended with a timestamp which indicates at what time the line was output by the solver. Times are relative to the start of the program, given in seconds. The first timestamp (if present) is estimated CPU time. The last timestamp is wall clock time.

    As some 'v lines' may be very long (sometimes several megabytes), the 'v line' output by your solver may be split on several lines to help limit the size of the trace recorded in the database. In any case, the exact output of your solver is preserved in a trace file.
  2. VERIFIER DATA
    The output of the solver is piped to a verifier program which will search a value line "v " and, if found, will check that the given interpretation satisfies all constraints.
  3. CONVERSION SCRIPT DATA (Optionnal)
    When a conversion script is used, this section shows the messages that were output by the conversion script.
  4. WATCHER DATA
    This is the informations gathered by the runsolver program. It first prints the different limits. There's a first limit on CPU time set to X seconds (see the parameters in the trace). After this time has ellapsed, runsolver sends a SIGTERM and 2 seconds later a SIGKILL to the solver. For safety, there's also another limit set to X+30 seconds which will send a SIGXPU to the solver. The last limit is on the virtual memory used by the process (see the parameters in the trace).
    Every ten seconds, the runsolver process fetches the content of /proc/loadavg, /proc/pid/stat and /proc/pid/statm (see man proc) and prints it as raw data. This is only recorded in case we need to investigate the behaviour of a solver. The memory used by the solver (vsize) is also given every ten seconds.
    When the solver exits, runsolver prints some informations such as status and time. CPU usage is the ratio CPU Time/Real Time.
  5. LAUNCHER DATA
    These informations are related to the script which will launch the solver. The most important informations are the command line given to the solver, the md5sum of the different files and the dump of the /proc/cpuinfo and /proc/meminfo which provides some useful information on the computer.

Solver answer on this benchmark

Solver NameAnswerobjective functionCPU timeWall clock time
SCIP 2025-06-13OPT1086940160 3574.45 3585.96

General information on the benchmark

NamePB24/normalized-PB06/OPT-LIN/mps-v2-20-10/plato.asu.edu/
pub/unibo/normalized-mps-v2-20-10-roll3000.opb
MD5SUM9da0f014fb9cbd107dd1b5ea973ba0c7
Bench CategoryOPT-LIN (optimization problem, linear constraints, no OPT/UNSAT certificate)
Best result obtained on this benchmarkOPT
Best value of the objective obtained on this benchmark1086940160
Best CPU time to get the best result obtained on this benchmark2471.28
Has Objective FunctionYES
Satisfiable
(Un)Satisfiability was proved
Best value of the objective function
Optimality of the best value was proved
Number of variables8902
Total number of constraints2864
Number of constraints which are clauses143
Number of constraints which are cardinality constraints (but not clauses)31
Number of constraints which are nor clauses,nor cardinality constraints2690
Minimum length of a constraint2
Maximum length of a constraint2407
Number of terms in the objective function 31
Biggest coefficient in the objective function 1073741824
Number of bits for the biggest coefficient in the objective function 31
Sum of the numbers in the objective function 2147483647
Number of bits of the sum of numbers in the objective function 31
Biggest number in a constraint 1024000000000
Number of bits of the biggest number in a constraint 40
Biggest sum of numbers in a constraint 2123511627775
Number of bits of the biggest sum of numbers41
Number of products (including duplicates)0
Sum of products size (including duplicates)0
Number of different products0
Sum of products size0

Quality of the solution as a function of time


Download the above graph as a PDF file / as an EPS file

Solver Data

0.00/0.00	c SCIP version 10.0.0 [precision: 8 byte] [memory: block] [mode: optimized] [LP solver: SoPlex 8.0.0] [GitHash: 0408ae5eca]
0.00/0.00	c Copyright (c) 2002-2025 Zuse Institute Berlin (ZIB)
0.00/0.00	c 
0.00/0.00	c External libraries: 
0.00/0.00	c   SoPlex 8.0.0         Linear programming solver developed at Zuse Institute Berlin (soplex.zib.de) [GitHash: 67f6a391]
0.00/0.00	c   CppAD 20180000.0     Algorithmic Differentiation of C++ algorithms developed by B. Bell (github.com/coin-or/CppAD)
0.00/0.00	c   AMPL/MP 4.0.0        AMPL .nl file reader library (github.com/ampl/mp)
0.00/0.00	c   PaPILO 3.0.0         parallel presolve for integer and linear optimization (github.com/scipopt/papilo)
0.00/0.00	c   bliss 0.77           Computing Graph Automorphisms by T. Junttila and P. Kaski (users.aalto.fi/~tjunttil/bliss)
0.00/0.00	c   sassy 2.0            Symmetry preprocessor by Markus Anders (github.com/markusa4/sassy)
0.00/0.00	c 
0.00/0.00	c reading problem <HOME/instance-4485653-1751314124.opb>
0.00/0.08	c original problem has 8902 variables (8902 bin, 0 int, 0 cont) and 2864 constraints
0.00/0.08	c problem read in 0.073 seconds
0.10/0.13	c presolving:
0.21/0.25	c (round 1, fast)       5013 del vars, 120 del conss, 152 add conss, 3301 chg bounds, 2427 chg sides, 11503 chg coeffs, 0 upgd conss, 0 impls, 1983 clqs
0.21/0.28	c (round 2, fast)       5197 del vars, 749 del conss, 229 add conss, 3329 chg bounds, 2753 chg sides, 12411 chg coeffs, 0 upgd conss, 0 impls, 1986 clqs
0.21/0.28	c (round 3, fast)       5205 del vars, 770 del conss, 230 add conss, 3332 chg bounds, 2753 chg sides, 12416 chg coeffs, 0 upgd conss, 0 impls, 1966 clqs
0.21/0.32	c    (0.3s) running MILP presolver
0.31/0.37	c    (0.4s) MILP presolver (4 rounds): 0 aggregations, 11 fixings, 0 bound changes
0.31/0.37	c (round 4, medium)     5216 del vars, 770 del conss, 230 add conss, 3332 chg bounds, 2753 chg sides, 12416 chg coeffs, 0 upgd conss, 0 impls, 1834 clqs
0.31/0.38	c (round 5, fast)       5216 del vars, 776 del conss, 253 add conss, 3332 chg bounds, 2753 chg sides, 12419 chg coeffs, 0 upgd conss, 0 impls, 1834 clqs
0.31/0.38	c (round 6, fast)       5216 del vars, 776 del conss, 253 add conss, 3332 chg bounds, 2844 chg sides, 12510 chg coeffs, 0 upgd conss, 0 impls, 1834 clqs
0.41/0.45	c (round 7, exhaustive) 5216 del vars, 1163 del conss, 253 add conss, 3332 chg bounds, 2950 chg sides, 12510 chg coeffs, 0 upgd conss, 0 impls, 1834 clqs
0.41/0.46	c (round 8, exhaustive) 5216 del vars, 1164 del conss, 253 add conss, 3332 chg bounds, 2951 chg sides, 12510 chg coeffs, 0 upgd conss, 0 impls, 1834 clqs
0.41/0.48	c (round 9, exhaustive) 5216 del vars, 1164 del conss, 253 add conss, 3332 chg bounds, 2951 chg sides, 12510 chg coeffs, 1667 upgd conss, 0 impls, 1834 clqs
0.41/0.48	c (round 10, fast)       5216 del vars, 1164 del conss, 253 add conss, 3332 chg bounds, 2971 chg sides, 13542 chg coeffs, 1667 upgd conss, 0 impls, 1834 clqs
0.41/0.51	c (round 11, medium)     5216 del vars, 1446 del conss, 970 add conss, 3332 chg bounds, 3377 chg sides, 14446 chg coeffs, 1667 upgd conss, 0 impls, 2528 clqs
0.41/0.51	c (round 12, fast)       5216 del vars, 1455 del conss, 970 add conss, 3332 chg bounds, 3457 chg sides, 15174 chg coeffs, 1667 upgd conss, 0 impls, 2528 clqs
0.51/0.52	c (round 13, exhaustive) 5216 del vars, 1773 del conss, 1129 add conss, 3332 chg bounds, 3457 chg sides, 15174 chg coeffs, 1667 upgd conss, 0 impls, 2528 clqs
0.51/0.54	c (round 14, exhaustive) 5216 del vars, 1837 del conss, 1129 add conss, 3332 chg bounds, 3457 chg sides, 15220 chg coeffs, 1667 upgd conss, 0 impls, 2528 clqs
0.51/0.56	c (round 15, exhaustive) 5216 del vars, 1837 del conss, 1129 add conss, 3332 chg bounds, 3457 chg sides, 15257 chg coeffs, 1704 upgd conss, 0 impls, 2703 clqs
0.51/0.57	c (round 16, medium)     5216 del vars, 1866 del conss, 1165 add conss, 3332 chg bounds, 3464 chg sides, 15278 chg coeffs, 1704 upgd conss, 0 impls, 2916 clqs
0.51/0.58	c (round 17, exhaustive) 5216 del vars, 1926 del conss, 1195 add conss, 3332 chg bounds, 3464 chg sides, 15278 chg coeffs, 1704 upgd conss, 0 impls, 2916 clqs
0.51/0.58	c (round 18, medium)     5246 del vars, 1926 del conss, 1195 add conss, 3332 chg bounds, 3494 chg sides, 15308 chg coeffs, 1704 upgd conss, 0 impls, 2852 clqs
0.51/0.58	c (round 19, fast)       5246 del vars, 1931 del conss, 1195 add conss, 3332 chg bounds, 3494 chg sides, 15308 chg coeffs, 1704 upgd conss, 0 impls, 2852 clqs
0.51/0.60	c (round 20, exhaustive) 5246 del vars, 1956 del conss, 1195 add conss, 3332 chg bounds, 3494 chg sides, 15333 chg coeffs, 1704 upgd conss, 0 impls, 2852 clqs
0.59/0.63	c (round 21, exhaustive) 5246 del vars, 1958 del conss, 1195 add conss, 3332 chg bounds, 3494 chg sides, 15340 chg coeffs, 1704 upgd conss, 0 impls, 2881 clqs
1.09/1.19	c    (1.2s) probing: 426/3654 (11.7%) - 0 fixings, 0 aggregations, 2200 implications, 0 bound changes
1.09/1.19	c    (1.2s) probing aborted: 50/50 successive totally useless probings
1.18/1.22	c    (1.2s) symmetry computation started: requiring (bin +, int +, cont +), (fixed: bin -, int -, cont -)
1.18/1.23	c    (1.2s) symmetry computation finished: 75 generators found (max: 1500, log10 of symmetry group size: 74.26) (symcode time: 0.01)
1.18/1.25	c dynamic symmetry handling statistics:
1.18/1.25	c    orbitopal reduction:       no components
1.18/1.25	c    orbital reduction:          4 components of sizes 13, 26, 25, 11
1.18/1.25	c    lexicographic reduction:   75 permutations with support sizes 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2
1.18/1.25	c handled 4 out of 4 symmetry components
1.18/1.25	c presolving (22 rounds: 22 fast, 14 medium, 10 exhaustive):
1.18/1.25	c  5248 deleted vars, 1958 deleted constraints, 1195 added constraints, 3332 tightened bounds, 0 added holes, 3494 changed sides, 15341 changed coefficients
1.18/1.25	c  0 implications, 5087 cliques
1.18/1.25	c presolved problem has 3654 variables (3654 bin, 0 int, 0 cont) and 2101 constraints
1.18/1.25	c presolved problem has 0 implied integral variables (0 bin, 0 int, 0 cont)
1.18/1.25	c     695 constraints of type <knapsack>
1.18/1.25	c     941 constraints of type <setppc>
1.18/1.25	c     249 constraints of type <linear>
1.18/1.25	c     216 constraints of type <logicor>
1.18/1.25	c transformed objective value is always integral (scale: 4)
1.18/1.25	c Presolving Time: 1.13
1.18/1.25	c 
1.18/1.25	c - non default parameters ----------------------------------------------------------------------
1.18/1.25	c 
1.18/1.25	c # SCIP version 10.0.0
1.18/1.25	c 
1.18/1.25	c # maximal time in seconds to run
1.18/1.25	c # [type: real, advanced: FALSE, range: [0,1e+20], default: 1e+20]
1.18/1.25	c limits/time = 3596.996036
1.18/1.25	c 
1.18/1.25	c # maximal memory usage in MB; reported memory usage is lower than real memory usage!
1.18/1.25	c # [type: real, advanced: FALSE, range: [0,8796093022207], default: 8796093022207]
1.18/1.25	c limits/memory = 27900
1.18/1.25	c 
1.18/1.25	c # belongs reading time to solving time?
1.18/1.25	c # [type: bool, advanced: FALSE, range: {TRUE,FALSE}, default: FALSE]
1.18/1.25	c timing/reading = TRUE
1.18/1.25	c 
1.18/1.25	c # maximum allowed 'intsize' (i.e. the number of bits required to represent the sum of absolute values of all integers that appear in a constraint or objective function) or -1 for unlimited
1.18/1.25	c # [type: int, advanced: TRUE, range: [-1,2147483647], default: -1]
1.18/1.25	c reading/opbreader/maxintsize = 47
1.18/1.25	c 
1.18/1.25	c # timing when propagator should be called (1:BEFORELP, 2:DURINGLPLOOP, 4:AFTERLPLOOP, 15:ALWAYS))
1.18/1.25	c # [type: int, advanced: TRUE, range: [0,15], default: 15]
1.18/1.25	c propagating/genvbounds/timingmask = 0
1.18/1.25	c 
1.18/1.25	c -----------------------------------------------------------------------------------------------
1.18/1.26	c 
1.58/1.64	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1.58/1.64	c   1.6s|     1 |     0 |  3605 |     - |   106M |   0 |3654 |2110 |2101 |   0 |  0 |   9 |   0 | 1.085108e+09 |      --      |    Inf | unknown
2.48/2.50	c   2.5s|     1 |     0 |  9255 |     - |   116M |   0 |3654 |2114 |2130 |  29 |  1 |  13 |   0 | 1.085158e+09 |      --      |    Inf | unknown
2.58/2.64	c   2.6s|     1 |     0 |  9479 |     - |   127M |   0 |3654 |2123 |2159 |  58 |  2 |  22 |   0 | 1.085174e+09 |      --      |    Inf | unknown
2.78/2.84	c   2.8s|     1 |     0 | 10260 |     - |   138M |   0 |3654 |2125 |2186 |  85 |  3 |  24 |   0 | 1.085500e+09 |      --      |    Inf | unknown
2.88/2.98	c   3.0s|     1 |     0 | 10430 |     - |   144M |   0 |3654 |2125 |2218 | 117 |  4 |  24 |   0 | 1.085511e+09 |      --      |    Inf | unknown
3.09/3.15	c   3.1s|     1 |     0 | 10669 |     - |   152M |   0 |3654 |2130 |2246 | 145 |  5 |  29 |   0 | 1.085554e+09 |      --      |    Inf | unknown
3.18/3.30	c   3.3s|     1 |     0 | 10859 |     - |   161M |   0 |3654 |2135 |2274 | 173 |  6 |  34 |   0 | 1.085580e+09 |      --      |    Inf | unknown
3.48/3.50	c   3.5s|     1 |     0 | 11460 |     - |   170M |   0 |3654 |2137 |2302 | 201 |  7 |  36 |   0 | 1.085785e+09 |      --      |    Inf | unknown
3.58/3.67	c   3.7s|     1 |     0 | 11758 |     - |   177M |   0 |3654 |2139 |2329 | 228 |  8 |  38 |   0 | 1.085793e+09 |      --      |    Inf | unknown
3.77/3.83	c   3.8s|     1 |     0 | 11949 |     - |   186M |   0 |3654 |2141 |2357 | 256 |  9 |  40 |   0 | 1.085800e+09 |      --      |    Inf | unknown
3.88/3.99	c   4.0s|     1 |     0 | 12118 |     - |   194M |   0 |3654 |2142 |2384 | 283 | 10 |  41 |   0 | 1.085817e+09 |      --      |    Inf | unknown
3.99/4.11	c   4.1s|     1 |     0 | 12454 |     - |   197M |   0 |3654 |2143 |2254 | 309 | 11 |  42 |   0 | 1.085834e+09 |      --      |    Inf | unknown
4.18/4.24	c   4.2s|     1 |     0 | 13054 |     - |   198M |   0 |3654 |2150 |2279 | 334 | 12 |  49 |   0 | 1.085864e+09 |      --      |    Inf | unknown
4.27/4.35	c   4.3s|     1 |     0 | 13386 |     - |   198M |   0 |3654 |2155 |2301 | 356 | 13 |  54 |   0 | 1.085952e+09 |      --      |    Inf | unknown
4.37/4.44	c   4.4s|     1 |     0 | 13652 |     - |   198M |   0 |3654 |2158 |2326 | 381 | 14 |  57 |   0 | 1.085984e+09 |      --      |    Inf | unknown
4.47/4.53	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
4.47/4.53	c   4.5s|     1 |     0 | 13856 |     - |   199M |   0 |3654 |2161 |2349 | 404 | 15 |  60 |   0 | 1.085988e+09 |      --      |    Inf | unknown
4.57/4.62	c   4.6s|     1 |     0 | 14043 |     - |   199M |   0 |3654 |2162 |2372 | 427 | 16 |  61 |   0 | 1.085992e+09 |      --      |    Inf | unknown
4.67/4.72	c   4.7s|     1 |     0 | 14233 |     - |   199M |   0 |3654 |2163 |2294 | 448 | 17 |  62 |   0 | 1.085993e+09 |      --      |    Inf | unknown
4.77/4.83	c   4.8s|     1 |     0 | 14544 |     - |   200M |   0 |3654 |2165 |2316 | 470 | 18 |  64 |   0 | 1.086010e+09 |      --      |    Inf | unknown
4.87/4.91	c   4.9s|     1 |     0 | 14738 |     - |   202M |   0 |3654 |2166 |2343 | 497 | 19 |  65 |   0 | 1.086022e+09 |      --      |    Inf | unknown
4.87/5.01	c   5.0s|     1 |     0 | 14920 |     - |   203M |   0 |3654 |2170 |2364 | 518 | 20 |  69 |   0 | 1.086028e+09 |      --      |    Inf | unknown
4.98/5.08	c   5.1s|     1 |     0 | 15092 |     - |   204M |   0 |3654 |2171 |2384 | 538 | 21 |  70 |   0 | 1.086066e+09 |      --      |    Inf | unknown
5.08/5.16	c   5.2s|     1 |     0 | 15265 |     - |   204M |   0 |3654 |2172 |2412 | 566 | 22 |  71 |   0 | 1.086071e+09 |      --      |    Inf | unknown
5.17/5.24	c   5.2s|     1 |     0 | 15438 |     - |   204M |   0 |3654 |2173 |2355 | 589 | 23 |  72 |   0 | 1.086075e+09 |      --      |    Inf | unknown
5.27/5.32	c   5.3s|     1 |     0 | 15643 |     - |   204M |   0 |3654 |2176 |2379 | 613 | 24 |  75 |   0 | 1.086123e+09 |      --      |    Inf | unknown
5.37/5.40	c   5.4s|     1 |     0 | 15777 |     - |   205M |   0 |3654 |2176 |2402 | 636 | 25 |  75 |   0 | 1.086126e+09 |      --      |    Inf | unknown
5.37/5.47	c   5.5s|     1 |     0 | 15887 |     - |   205M |   0 |3654 |2177 |2426 | 660 | 26 |  76 |   0 | 1.086129e+09 |      --      |    Inf | unknown
5.47/5.55	c   5.5s|     1 |     0 | 16035 |     - |   205M |   0 |3654 |2177 |2445 | 679 | 27 |  76 |   0 | 1.086135e+09 |      --      |    Inf | unknown
5.57/5.64	c   5.6s|     1 |     0 | 16283 |     - |   206M |   0 |3654 |2180 |2467 | 701 | 28 |  79 |   0 | 1.086137e+09 |      --      |    Inf | unknown
5.67/5.73	c   5.7s|     1 |     0 | 16455 |     - |   206M |   0 |3654 |2182 |2411 | 720 | 29 |  81 |   0 | 1.086140e+09 |      --      |    Inf | unknown
5.77/5.83	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
5.77/5.83	c   5.8s|     1 |     0 | 16716 |     - |   206M |   0 |3654 |2182 |2434 | 743 | 30 |  81 |   0 | 1.086150e+09 |      --      |    Inf | unknown
5.87/5.94	c   5.9s|     1 |     0 | 17153 |     - |   206M |   0 |3654 |2183 |2459 | 768 | 31 |  82 |   0 | 1.086170e+09 |      --      |    Inf | unknown
5.98/6.03	c   6.0s|     1 |     0 | 17284 |     - |   209M |   0 |3654 |2184 |2481 | 790 | 32 |  83 |   0 | 1.086171e+09 |      --      |    Inf | unknown
6.09/6.12	c   6.1s|     1 |     0 | 17537 |     - |   209M |   0 |3654 |2184 |2501 | 810 | 33 |  83 |   0 | 1.086174e+09 |      --      |    Inf | unknown
6.09/6.19	c   6.2s|     1 |     0 | 17632 |     - |   209M |   0 |3654 |2187 |2524 | 833 | 34 |  86 |   0 | 1.086175e+09 |      --      |    Inf | unknown
6.27/6.31	c   6.3s|     1 |     0 | 18039 |     - |   209M |   0 |3654 |2189 |2466 | 849 | 35 |  88 |   0 | 1.086177e+09 |      --      |    Inf | unknown
6.37/6.41	c   6.4s|     1 |     0 | 18286 |     - |   210M |   0 |3654 |2190 |2486 | 869 | 36 |  89 |   0 | 1.086177e+09 |      --      |    Inf | unknown
6.47/6.51	c   6.5s|     1 |     0 | 18509 |     - |   210M |   0 |3654 |2196 |2508 | 891 | 37 |  95 |   0 | 1.086182e+09 |      --      |    Inf | unknown
6.47/6.59	c   6.6s|     1 |     0 | 18604 |     - |   212M |   0 |3654 |2198 |2527 | 910 | 38 |  97 |   0 | 1.086182e+09 |      --      |    Inf | unknown
6.57/6.68	c   6.7s|     1 |     0 | 18755 |     - |   212M |   0 |3654 |2203 |2544 | 927 | 39 | 102 |   0 | 1.086215e+09 |      --      |    Inf | unknown
6.77/6.82	c   6.8s|     1 |     0 | 19223 |     - |   212M |   0 |3654 |2203 |2565 | 948 | 40 | 102 |   0 | 1.086239e+09 |      --      |    Inf | unknown
6.87/6.94	c   6.9s|     1 |     0 | 19501 |     - |   212M |   0 |3654 |2205 |2501 | 969 | 41 | 104 |   0 | 1.086242e+09 |      --      |    Inf | unknown
6.98/7.06	c   7.1s|     1 |     0 | 19900 |     - |   213M |   0 |3654 |2210 |2523 | 991 | 42 | 109 |   0 | 1.086249e+09 |      --      |    Inf | unknown
7.08/7.13	c   7.1s|     1 |     0 | 19977 |     - |   213M |   0 |3654 |2212 |2545 |1013 | 43 | 111 |   0 | 1.086250e+09 |      --      |    Inf | unknown
7.08/7.18	c   7.2s|     1 |     0 | 20145 |     - |   213M |   0 |3654 |2212 |2567 |1035 | 44 | 111 |   0 | 1.086254e+09 |      --      |    Inf | unknown
7.17/7.27	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
7.17/7.27	c   7.3s|     1 |     0 | 20294 |     - |   213M |   0 |3654 |2218 |2535 |1056 | 45 | 117 |   0 | 1.086259e+09 |      --      |    Inf | unknown
7.27/7.35	c   7.3s|     1 |     0 | 20408 |     - |   213M |   0 |3654 |2218 |2560 |1081 | 46 | 117 |   0 | 1.086261e+09 |      --      |    Inf | unknown
7.37/7.45	c   7.4s|     1 |     0 | 20712 |     - |   213M |   0 |3654 |2218 |2581 |1102 | 47 | 117 |   0 | 1.086267e+09 |      --      |    Inf | unknown
7.47/7.56	c   7.6s|     1 |     0 | 20959 |     - |   216M |   0 |3654 |2221 |2600 |1121 | 48 | 120 |   0 | 1.086273e+09 |      --      |    Inf | unknown
7.57/7.65	c   7.6s|     1 |     0 | 21220 |     - |   216M |   0 |3654 |2223 |2619 |1140 | 49 | 122 |   0 | 1.086275e+09 |      --      |    Inf | unknown
7.67/7.77	c   7.8s|     1 |     0 | 21660 |     - |   216M |   0 |3654 |2226 |2560 |1162 | 50 | 125 |   0 | 1.086277e+09 |      --      |    Inf | unknown
7.76/7.86	c   7.9s|     1 |     0 | 21887 |     - |   216M |   0 |3654 |2227 |2582 |1184 | 51 | 126 |   0 | 1.086277e+09 |      --      |    Inf | unknown
7.86/7.95	c   7.9s|     1 |     0 | 22176 |     - |   216M |   0 |3654 |2227 |2605 |1207 | 52 | 126 |   0 | 1.086287e+09 |      --      |    Inf | unknown
7.98/8.04	c   8.0s|     1 |     0 | 22407 |     - |   216M |   0 |3654 |2228 |2622 |1224 | 53 | 127 |   0 | 1.086294e+09 |      --      |    Inf | unknown
8.08/8.15	c   8.2s|     1 |     0 | 22909 |     - |   216M |   0 |3654 |2231 |2643 |1245 | 54 | 130 |   0 | 1.086300e+09 |      --      |    Inf | unknown
8.26/8.34	c   8.3s|     1 |     0 | 23670 |     - |   216M |   0 |3654 |2231 |2619 |1268 | 55 | 130 |   0 | 1.086304e+09 |      --      |    Inf | unknown
8.36/8.45	c   8.4s|     1 |     0 | 23912 |     - |   216M |   0 |3654 |2232 |2643 |1292 | 56 | 131 |   0 | 1.086305e+09 |      --      |    Inf | unknown
8.46/8.56	c   8.6s|     1 |     0 | 24387 |     - |   216M |   0 |3654 |2233 |2666 |1315 | 57 | 132 |   0 | 1.086313e+09 |      --      |    Inf | unknown
8.56/8.66	c   8.7s|     1 |     0 | 24573 |     - |   217M |   0 |3654 |2234 |2685 |1334 | 58 | 133 |   0 | 1.086313e+09 |      --      |    Inf | unknown
8.76/8.80	c   8.8s|     1 |     0 | 25221 |     - |   217M |   0 |3654 |2236 |2703 |1352 | 59 | 135 |   0 | 1.086314e+09 |      --      |    Inf | unknown
8.86/8.94	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
8.86/8.94	c   8.9s|     1 |     0 | 25709 |     - |   217M |   0 |3654 |2237 |2632 |1373 | 60 | 136 |   0 | 1.086326e+09 |      --      |    Inf | unknown
8.97/9.01	c   9.0s|     1 |     0 | 25853 |     - |   217M |   0 |3654 |2238 |2647 |1388 | 61 | 137 |   0 | 1.086327e+09 |      --      |    Inf | unknown
9.07/9.15	c   9.2s|     1 |     0 | 26511 |     - |   217M |   0 |3654 |2238 |2663 |1404 | 62 | 137 |   0 | 1.086344e+09 |      --      |    Inf | unknown
9.16/9.27	c   9.3s|     1 |     0 | 26764 |     - |   218M |   0 |3654 |2239 |2685 |1426 | 63 | 138 |   0 | 1.086344e+09 |      --      |    Inf | unknown
9.26/9.39	c   9.4s|     1 |     0 | 27119 |     - |   219M |   0 |3654 |2239 |2706 |1447 | 64 | 138 |   0 | 1.086345e+09 |      --      |    Inf | unknown
9.46/9.51	c   9.5s|     1 |     0 | 27397 |     - |   219M |   0 |3654 |2240 |2728 |1469 | 65 | 139 |   0 | 1.086346e+09 |      --      |    Inf | unknown
9.66/9.76	c   9.8s|     1 |     0 | 28606 |     - |   219M |   0 |3654 |2241 |2746 |1487 | 66 | 140 |   0 | 1.086346e+09 |      --      |    Inf | unknown
9.76/9.86	c   9.9s|     1 |     0 | 28762 |     - |   221M |   0 |3654 |2241 |2774 |1515 | 67 | 140 |   0 | 1.086346e+09 |      --      |    Inf | unknown
9.86/9.96	c  10.0s|     1 |     0 | 28971 |     - |   221M |   0 |3654 |2241 |2794 |1535 | 68 | 140 |   0 | 1.086346e+09 |      --      |    Inf | unknown
9.97/10.04	c  10.0s|     1 |     0 | 29115 |     - |   221M |   0 |3654 |2243 |2813 |1554 | 69 | 142 |   0 | 1.086347e+09 |      --      |    Inf | unknown
9.97/10.09	c  10.1s|     1 |     0 | 29243 |     - |   221M |   0 |3654 |2243 |2827 |1568 | 70 | 142 |   0 | 1.086347e+09 |      --      |    Inf | unknown
10.06/10.19	c  10.2s|     1 |     0 | 29583 |     - |   221M |   0 |3654 |2247 |2680 |1582 | 71 | 146 |   0 | 1.086352e+09 |      --      |    Inf | unknown
10.25/10.31	c  10.3s|     1 |     0 | 30054 |     - |   221M |   0 |3654 |2250 |2701 |1603 | 72 | 149 |   0 | 1.086353e+09 |      --      |    Inf | unknown
10.45/10.57	c  10.6s|     1 |     0 | 31222 |     - |   222M |   0 |3654 |2250 |2723 |1625 | 73 | 149 |   0 | 1.086357e+09 |      --      |    Inf | unknown
11.85/11.90	c  11.9s|     1 |     0 | 42490 |     - |   222M |   0 |3654 |2250 |2742 |1644 | 74 | 149 |   0 | 1.086357e+09 |      --      |    Inf | unknown
11.96/12.08	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
11.96/12.08	c  12.1s|     1 |     0 | 42699 |     - |   226M |   0 |3654 |2253 |2767 |1669 | 75 | 152 |   0 | 1.086358e+09 |      --      |    Inf | unknown
12.06/12.17	c  12.2s|     1 |     0 | 42840 |     - |   226M |   0 |3654 |2256 |2793 |1695 | 76 | 155 |   0 | 1.086358e+09 |      --      |    Inf | unknown
12.15/12.26	c  12.3s|     1 |     0 | 42980 |     - |   226M |   0 |3654 |2256 |2815 |1717 | 77 | 155 |   0 | 1.086361e+09 |      --      |    Inf | unknown
12.25/12.32	c  12.3s|     1 |     0 | 43051 |     - |   227M |   0 |3654 |2257 |2833 |1735 | 78 | 156 |   0 | 1.086361e+09 |      --      |    Inf | unknown
12.25/12.39	c  12.4s|     1 |     0 | 43134 |     - |   227M |   0 |3654 |2262 |2718 |1753 | 79 | 161 |   0 | 1.086361e+09 |      --      |    Inf | unknown
12.35/12.46	c  12.5s|     1 |     0 | 43217 |     - |   227M |   0 |3654 |2267 |2735 |1770 | 80 | 166 |   0 | 1.086361e+09 |      --      |    Inf | unknown
12.45/12.55	c  12.5s|     1 |     0 | 43490 |     - |   227M |   0 |3654 |2267 |2751 |1786 | 81 | 166 |   0 | 1.086362e+09 |      --      |    Inf | unknown
12.54/12.65	c  12.6s|     1 |     0 | 43614 |     - |   228M |   0 |3654 |2271 |2771 |1806 | 82 | 170 |   0 | 1.086363e+09 |      --      |    Inf | unknown
12.75/12.80	c  12.8s|     1 |     0 | 44175 |     - |   228M |   0 |3654 |2271 |2790 |1825 | 83 | 170 |   0 | 1.086368e+09 |      --      |    Inf | unknown
12.75/12.90	c  12.9s|     1 |     0 | 44253 |     - |   228M |   0 |3654 |2271 |2690 |1843 | 84 | 170 |   0 | 1.086368e+09 |      --      |    Inf | unknown
12.85/12.97	c  13.0s|     1 |     0 | 44446 |     - |   228M |   0 |3654 |2271 |2703 |1856 | 85 | 170 |   0 | 1.086369e+09 |      --      |    Inf | unknown
12.96/13.07	c  13.1s|     1 |     0 | 44579 |     - |   228M |   0 |3654 |2274 |2720 |1873 | 86 | 173 |   0 | 1.086369e+09 |      --      |    Inf | unknown
13.06/13.19	c  13.2s|     1 |     0 | 44762 |     - |   228M |   0 |3654 |2274 |2736 |1889 | 87 | 173 |   0 | 1.086369e+09 |      --      |    Inf | unknown
13.25/13.30	c  13.3s|     1 |     0 | 45056 |     - |   228M |   0 |3654 |2276 |2752 |1905 | 88 | 175 |   0 | 1.086371e+09 |      --      |    Inf | unknown
13.35/13.41	c  13.4s|     1 |     0 | 45353 |     - |   226M |   0 |3654 |2276 |2707 |1923 | 89 | 175 |   0 | 1.086373e+09 |      --      |    Inf | unknown
13.45/13.53	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
13.45/13.53	c  13.5s|     1 |     0 | 45647 |     - |   225M |   0 |3654 |2277 |2725 |1941 | 90 | 176 |   0 | 1.086373e+09 |      --      |    Inf | unknown
13.55/13.63	c  13.6s|     1 |     0 | 45880 |     - |   225M |   0 |3654 |2279 |2741 |1957 | 91 | 178 |   0 | 1.086373e+09 |      --      |    Inf | unknown
13.65/13.72	c  13.7s|     1 |     0 | 46092 |     - |   225M |   0 |3654 |2280 |2755 |1971 | 92 | 179 |   0 | 1.086373e+09 |      --      |    Inf | unknown
13.65/13.77	c  13.8s|     1 |     0 | 46188 |     - |   225M |   0 |3654 |2280 |2768 |1984 | 93 | 179 |   0 | 1.086373e+09 |      --      |    Inf | unknown
23.12/23.26	c (node 1) numerical troubles in LP 120 -- unresolved
23.12/23.26	c (node 1) unresolved numerical troubles in LP 120 -- using pseudo solution instead (loop 1)
23.12/23.26	c  23.3s|     1 |     2 | 99919 |     - |   225M |   0 |3654 |2284 |2779 |1995 | 94 | 183 |   0 | 1.086373e+09 |      --      |    Inf | unknown
58.93/59.13	c  59.1s|   100 |    85 |158174 | 588.4 |   229M |  17 |3654 |2370 |2825 |2282 |  1 | 309 | 502 | 1.086398e+09 |      --      |    Inf |  10.65%
65.60/65.84	c  65.8s|   200 |   167 |184310 | 424.1 |   230M |  21 |3654 |2443 |2786 |2777 |  1 | 430 | 568 | 1.086401e+09 |      --      |    Inf |  11.35%
74.57/74.85	c  74.8s|   300 |   255 |226660 | 423.9 |   231M |  23 |3654 |2549 |2825 |3263 |  1 | 545 | 620 | 1.086406e+09 |      --      |    Inf |  12.16%
86.24/86.54	c  86.5s|   400 |   343 |278310 | 447.1 |   232M |  23 |3654 |2624 |2833 |3775 |  1 | 630 | 711 | 1.086411e+09 |      --      |    Inf |  12.26%
95.11/95.42	c  95.4s|   500 |   429 |311455 | 423.9 |   235M |  23 |3654 |2797 |2843 |4439 |  1 | 816 | 804 | 1.086411e+09 |      --      |    Inf |  17.25%
105.38/105.71	c   106s|   600 |   523 |351739 | 420.4 |   239M |  25 |3654 |2932 |2827 |5079 |  1 | 965 | 941 | 1.086417e+09 |      --      |    Inf |  17.30%
114.35/114.71	c   115s|   700 |   618 |387359 | 411.2 |   241M |  29 |3654 |3036 |2852 |5692 |  1 |1077 |1031 | 1.086417e+09 |      --      |    Inf |  17.30%
123.33/123.78	c   124s|   800 |   716 |423535 | 405.0 |   243M |  29 |3654 |3203 |2824 |6273 |  1 |1260 |1143 | 1.086419e+09 |      --      |    Inf |  17.30%
133.61/134.02	c   134s|   900 |   814 |465714 | 406.9 |   245M |  29 |3654 |3440 |2839 |6969 |  1 |1551 |1284 | 1.086419e+09 |      --      |    Inf |  17.32%
142.58/143.02	c   143s|  1000 |   908 |501193 | 401.7 |   246M |  29 |3654 |3488 |2907 |7642 |  1 |1703 |1395 | 1.086455e+09 |      --      |    Inf |  17.32%
151.23/151.75	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
151.23/151.75	c   152s|  1100 |  1006 |531673 | 392.9 |   247M |  29 |3654 |3582 |2783 |8163 |  2 |1930 |1504 | 1.086455e+09 |      --      |    Inf |  17.32%
159.52/160.10	c   160s|  1200 |  1104 |565109 | 388.0 |   249M |  29 |3654 |3685 |2872 |8676 |  0 |2151 |1629 | 1.086461e+09 |      --      |    Inf |  17.32%
166.87/167.40	c   167s|  1300 |  1198 |596350 | 382.2 |   250M |  35 |3654 |3811 |2862 |9096 |  1 |2430 |1720 | 1.086461e+09 |      --      |    Inf |  17.32%
174.75/175.39	c   175s|  1400 |  1290 |627328 | 377.0 |   252M |  35 |3654 |3857 |2890 |9720 |  4 |2681 |1825 | 1.086461e+09 |      --      |    Inf |  17.35%
180.72/181.33	c   181s|  1500 |  1375 |650180 | 367.1 |   252M |  35 |3654 |3851 |2868 |  10k|  1 |2858 |1897 | 1.086463e+09 |      --      |    Inf |  17.35%
185.30/185.91	c   186s|  1600 |  1465 |668920 | 355.8 |   252M |  35 |3654 |3823 |2827 |  10k|  2 |2921 |1954 | 1.086463e+09 |      --      |    Inf |  17.35%
190.30/190.92	c   191s|  1700 |  1561 |688079 | 346.2 |   253M |  35 |3654 |3699 |2892 |  10k|  1 |3059 |2013 | 1.086463e+09 |      --      |    Inf |  17.35%
195.18/195.85	c   196s|  1800 |  1651 |710631 | 339.5 |   253M |  35 |3654 |3632 |2898 |  11k|  2 |3288 |2094 | 1.086463e+09 |      --      |    Inf |  17.35%
195.68/196.30	c Restart triggered after 50 consecutive estimations that the remaining tree will be large
195.68/196.30	c (run 1, node 1807) performing user restart
195.68/196.30	c 
195.68/196.30	c (restart) converted 632 cuts from the global cut pool into linear constraints
195.68/196.30	c 
195.68/196.35	c presolving:
195.68/196.37	c (round 1, fast)       204 del vars, 359 del conss, 144 add conss, 36 chg bounds, 88 chg sides, 1084 chg coeffs, 0 upgd conss, 0 impls, 4658 clqs
195.68/196.37	c (round 2, fast)       220 del vars, 462 del conss, 185 add conss, 36 chg bounds, 178 chg sides, 1281 chg coeffs, 0 upgd conss, 0 impls, 4597 clqs
195.68/196.37	c (round 3, fast)       222 del vars, 470 del conss, 188 add conss, 36 chg bounds, 179 chg sides, 1286 chg coeffs, 0 upgd conss, 0 impls, 4595 clqs
195.68/196.38	c (round 4, medium)     234 del vars, 498 del conss, 193 add conss, 36 chg bounds, 194 chg sides, 1326 chg coeffs, 0 upgd conss, 0 impls, 4701 clqs
195.68/196.38	c (round 5, fast)       234 del vars, 504 del conss, 246 add conss, 36 chg bounds, 194 chg sides, 1346 chg coeffs, 0 upgd conss, 0 impls, 4720 clqs
195.68/196.39	c (round 6, exhaustive) 234 del vars, 509 del conss, 248 add conss, 36 chg bounds, 195 chg sides, 1347 chg coeffs, 0 upgd conss, 0 impls, 4724 clqs
195.78/196.40	c (round 7, exhaustive) 234 del vars, 518 del conss, 248 add conss, 36 chg bounds, 195 chg sides, 1361 chg coeffs, 0 upgd conss, 0 impls, 4724 clqs
195.78/196.40	c (round 8, medium)     234 del vars, 519 del conss, 250 add conss, 36 chg bounds, 196 chg sides, 1364 chg coeffs, 0 upgd conss, 0 impls, 4729 clqs
195.78/196.40	c (round 9, exhaustive) 234 del vars, 522 del conss, 251 add conss, 36 chg bounds, 196 chg sides, 1364 chg coeffs, 0 upgd conss, 0 impls, 4729 clqs
195.78/196.41	c (round 10, exhaustive) 234 del vars, 687 del conss, 251 add conss, 36 chg bounds, 196 chg sides, 1370 chg coeffs, 0 upgd conss, 0 impls, 4729 clqs
195.78/196.42	c (round 11, exhaustive) 235 del vars, 687 del conss, 251 add conss, 36 chg bounds, 197 chg sides, 1375 chg coeffs, 663 upgd conss, 0 impls, 4728 clqs
195.78/196.43	c (round 12, fast)       235 del vars, 715 del conss, 251 add conss, 36 chg bounds, 200 chg sides, 1411 chg coeffs, 663 upgd conss, 0 impls, 4729 clqs
195.78/196.44	c (round 13, medium)     236 del vars, 717 del conss, 252 add conss, 36 chg bounds, 208 chg sides, 1434 chg coeffs, 663 upgd conss, 0 impls, 4730 clqs
195.78/196.44	c (round 14, medium)     236 del vars, 718 del conss, 254 add conss, 36 chg bounds, 210 chg sides, 1436 chg coeffs, 663 upgd conss, 0 impls, 4734 clqs
195.78/196.45	c (round 15, exhaustive) 236 del vars, 730 del conss, 254 add conss, 36 chg bounds, 210 chg sides, 1439 chg coeffs, 663 upgd conss, 0 impls, 4734 clqs
195.78/196.47	c (round 16, exhaustive) 236 del vars, 829 del conss, 254 add conss, 36 chg bounds, 210 chg sides, 1513 chg coeffs, 664 upgd conss, 0 impls, 4734 clqs
195.78/196.48	c (round 17, exhaustive) 236 del vars, 836 del conss, 254 add conss, 36 chg bounds, 210 chg sides, 1514 chg coeffs, 664 upgd conss, 0 impls, 4734 clqs
195.78/196.49	c (round 18, exhaustive) 238 del vars, 836 del conss, 254 add conss, 36 chg bounds, 210 chg sides, 1681 chg coeffs, 664 upgd conss, 0 impls, 4716 clqs
195.78/196.49	c (round 19, fast)       240 del vars, 839 del conss, 283 add conss, 36 chg bounds, 210 chg sides, 1700 chg coeffs, 664 upgd conss, 0 impls, 4716 clqs
195.88/196.50	c (round 20, exhaustive) 240 del vars, 842 del conss, 284 add conss, 36 chg bounds, 210 chg sides, 1700 chg coeffs, 664 upgd conss, 0 impls, 4716 clqs
195.88/196.51	c (round 21, exhaustive) 240 del vars, 849 del conss, 284 add conss, 36 chg bounds, 210 chg sides, 1700 chg coeffs, 664 upgd conss, 0 impls, 4716 clqs
195.88/196.51	c (round 22, exhaustive) 240 del vars, 849 del conss, 284 add conss, 36 chg bounds, 210 chg sides, 1700 chg coeffs, 686 upgd conss, 0 impls, 4716 clqs
195.88/196.51	c (round 23, fast)       240 del vars, 861 del conss, 284 add conss, 36 chg bounds, 210 chg sides, 1700 chg coeffs, 686 upgd conss, 0 impls, 4716 clqs
195.88/196.52	c (round 24, exhaustive) 240 del vars, 871 del conss, 284 add conss, 36 chg bounds, 210 chg sides, 1700 chg coeffs, 686 upgd conss, 0 impls, 4716 clqs
195.88/196.54	c presolving (25 rounds: 25 fast, 18 medium, 14 exhaustive):
195.88/196.54	c  240 deleted vars, 871 deleted constraints, 284 added constraints, 36 tightened bounds, 0 added holes, 210 changed sides, 1700 changed coefficients
195.88/196.54	c  0 implications, 4716 cliques
195.88/196.54	c presolved problem has 3421 variables (3421 bin, 0 int, 0 cont) and 3644 constraints
195.88/196.54	c presolved problem has 0 implied integral variables (0 bin, 0 int, 0 cont)
195.88/196.54	c    1093 constraints of type <knapsack>
195.88/196.54	c     891 constraints of type <setppc>
195.88/196.54	c       2 constraints of type <and>
195.88/196.54	c     296 constraints of type <linear>
195.88/196.54	c    1362 constraints of type <logicor>
195.88/196.54	c transformed objective value is always integral (scale: 4)
195.88/196.54	c Presolving Time: 1.33
195.88/196.55	c 
196.57/197.20	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
196.57/197.20	c   197s|     1 |     0 |719534 |     - |   252M |   0 |3421 |3657 |2462 |   0 |  0 |3312 |2103 | 1.086463e+09 |      --      |    Inf | unknown
196.77/197.40	c   197s|     1 |     0 |719651 |     - |   252M |   0 |3421 |3661 |2501 |  39 |  1 |3316 |2103 | 1.086463e+09 |      --      |    Inf | unknown
196.97/197.62	c   198s|     1 |     0 |719815 |     - |   253M |   0 |3421 |3664 |2534 |  72 |  2 |3319 |2103 | 1.086463e+09 |      --      |    Inf | unknown
197.27/197.91	c   198s|     1 |     0 |720126 |     - |   253M |   0 |3421 |3664 |2560 |  98 |  3 |3319 |2103 | 1.086463e+09 |      --      |    Inf | unknown
197.48/198.16	c   198s|     1 |     0 |720413 |     - |   256M |   0 |3421 |3664 |2583 | 121 |  4 |3319 |2103 | 1.086463e+09 |      --      |    Inf | unknown
197.77/198.41	c   198s|     1 |     0 |720633 |     - |   258M |   0 |3421 |3666 |2607 | 145 |  5 |3321 |2103 | 1.086463e+09 |      --      |    Inf | unknown
197.97/198.65	c   199s|     1 |     0 |720882 |     - |   259M |   0 |3421 |3665 |2631 | 169 |  6 |3321 |2103 | 1.086463e+09 |      --      |    Inf | unknown
198.27/198.94	c   199s|     1 |     0 |721222 |     - |   266M |   0 |3421 |3665 |2653 | 191 |  7 |3321 |2103 | 1.086463e+09 |      --      |    Inf | unknown
198.57/199.22	c   199s|     1 |     0 |721605 |     - |   266M |   0 |3421 |3665 |2677 | 215 |  8 |3321 |2103 | 1.086483e+09 |      --      |    Inf | unknown
198.86/199.53	c   200s|     1 |     0 |722084 |     - |   267M |   0 |3421 |3665 |2698 | 236 |  9 |3321 |2103 | 1.086487e+09 |      --      |    Inf | unknown
199.16/199.86	c   200s|     1 |     0 |722395 |     - |   277M |   0 |3421 |3669 |2243 | 257 | 10 |3325 |2103 | 1.086492e+09 |      --      |    Inf | unknown
199.37/200.03	c   200s|     1 |     0 |722669 |     - |   278M |   0 |3421 |3670 |2267 | 281 | 11 |3326 |2103 | 1.086499e+09 |      --      |    Inf | unknown
199.47/200.17	c   200s|     1 |     0 |722895 |     - |   278M |   0 |3421 |3671 |2291 | 305 | 12 |3328 |2103 | 1.086504e+09 |      --      |    Inf | unknown
199.66/200.33	c   200s|     1 |     0 |723026 |     - |   281M |   0 |3421 |3674 |2313 | 327 | 13 |3331 |2103 | 1.086506e+09 |      --      |    Inf | unknown
199.86/200.50	c   200s|     1 |     0 |723148 |     - |   281M |   0 |3421 |3673 |2338 | 352 | 14 |3331 |2103 | 1.086506e+09 |      --      |    Inf | unknown
199.96/200.67	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
199.96/200.67	c   201s|     1 |     0 |723305 |     - |   281M |   0 |3421 |3673 |2282 | 375 | 15 |3332 |2103 | 1.086507e+09 |      --      |    Inf | unknown
200.15/200.80	c   201s|     1 |     0 |723358 |     - |   281M |   0 |3421 |3673 |2302 | 395 | 16 |3332 |2103 | 1.086507e+09 |      --      |    Inf | unknown
200.25/200.95	c   201s|     1 |     0 |723587 |     - |   281M |   0 |3421 |3673 |2321 | 414 | 17 |3332 |2103 | 1.086509e+09 |      --      |    Inf | unknown
200.37/201.10	c   201s|     1 |     0 |723707 |     - |   282M |   0 |3421 |3676 |2347 | 440 | 18 |3336 |2103 | 1.086509e+09 |      --      |    Inf | unknown
200.55/201.28	c   201s|     1 |     0 |723971 |     - |   283M |   0 |3421 |3676 |2369 | 462 | 19 |3336 |2103 | 1.086513e+09 |      --      |    Inf | unknown
200.75/201.44	c   201s|     1 |     0 |724101 |     - |   283M |   0 |3421 |3677 |2386 | 479 | 20 |3337 |2103 | 1.086514e+09 |      --      |    Inf | unknown
200.95/201.60	c   202s|     1 |     0 |724263 |     - |   283M |   0 |3421 |3676 |2260 | 498 | 21 |3337 |2103 | 1.086515e+09 |      --      |    Inf | unknown
201.05/201.75	c   202s|     1 |     0 |724449 |     - |   283M |   0 |3421 |3678 |2277 | 515 | 22 |3340 |2103 | 1.086519e+09 |      --      |    Inf | unknown
201.25/201.90	c   202s|     1 |     0 |724611 |     - |   283M |   0 |3421 |3678 |2297 | 535 | 23 |3340 |2103 | 1.086521e+09 |      --      |    Inf | unknown
201.36/202.04	c   202s|     1 |     0 |724682 |     - |   283M |   0 |3421 |3678 |2318 | 556 | 24 |3340 |2103 | 1.086522e+09 |      --      |    Inf | unknown
201.46/202.18	c   202s|     1 |     0 |724784 |     - |   283M |   0 |3421 |3682 |2336 | 574 | 25 |3344 |2103 | 1.086522e+09 |      --      |    Inf | unknown
201.65/202.31	c   202s|     1 |     0 |724878 |     - |   283M |   0 |3421 |3680 |2352 | 590 | 26 |3345 |2103 | 1.086522e+09 |      --      |    Inf | unknown
201.75/202.43	c   202s|     1 |     0 |725007 |     - |   283M |   0 |3421 |3682 |2267 | 605 | 27 |3347 |2103 | 1.086522e+09 |      --      |    Inf | unknown
201.85/202.55	c   203s|     1 |     0 |725102 |     - |   283M |   0 |3421 |3679 |2282 | 620 | 28 |3347 |2103 | 1.086523e+09 |      --      |    Inf | unknown
201.95/202.66	c   203s|     1 |     0 |725187 |     - |   283M |   0 |3421 |3680 |2294 | 632 | 29 |3350 |2103 | 1.086523e+09 |      --      |    Inf | unknown
202.05/202.77	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
202.05/202.77	c   203s|     1 |     0 |725357 |     - |   283M |   0 |3421 |3678 |2307 | 645 | 30 |3351 |2103 | 1.086524e+09 |      --      |    Inf | unknown
202.25/202.91	c   203s|     1 |     0 |725473 |     - |   283M |   0 |3421 |3677 |2321 | 659 | 31 |3352 |2103 | 1.086526e+09 |      --      |    Inf | unknown
202.36/203.04	c   203s|     1 |     0 |725575 |     - |   284M |   0 |3421 |3676 |2334 | 672 | 32 |3352 |2103 | 1.086526e+09 |      --      |    Inf | unknown
202.46/203.16	c   203s|     1 |     0 |725682 |     - |   284M |   0 |3421 |3676 |2215 | 684 | 33 |3353 |2103 | 1.086526e+09 |      --      |    Inf | unknown
206.14/206.80	c   207s|     1 |     2 |745164 |     - |   285M |   0 |3421 |3762 |2215 | 684 | 33 |3456 |2116 | 1.086526e+09 |      --      |    Inf | unknown
211.52/212.27	c   212s|   100 |    79 |765628 | 342.4 |   324M |  19 |3421 |3777 |2030 |1369 |  1 |3535 |2180 | 1.086555e+09 |      --      |    Inf |  25.40%
216.41/217.16	c   217s|   200 |   173 |793139 | 339.0 |   333M |  23 |3421 |3784 |2057 |1899 |  1 |3658 |2223 | 1.086555e+09 |      --      |    Inf |  25.94%
219.78/220.52	c   221s|   300 |   263 |809919 | 330.9 |   334M |  31 |3421 |3812 |2027 |2200 |  1 |3804 |2285 | 1.086555e+09 |      --      |    Inf |  25.94%
222.67/223.47	c   223s|   400 |   357 |823483 | 322.1 |   332M |  41 |3421 |3782 |2060 |2634 |  1 |3846 |2344 | 1.086555e+09 |      --      |    Inf |  25.94%
226.16/226.94	c   227s|   500 |   434 |839059 | 314.8 |   335M |  55 |3421 |3919 |2020 |2978 |  1 |4075 |2437 | 1.086555e+09 |      --      |    Inf |  25.94%
228.65/229.48	c   229s|   600 |   501 |850230 | 306.4 |   338M |  55 |3421 |4003 |2135 |3467 |  1 |4193 |2475 | 1.086555e+09 |      --      |    Inf |  25.94%
231.36/232.14	c   232s|   700 |   587 |860906 | 298.4 |   339M |  59 |3421 |4016 |2094 |3764 |  1 |4278 |2507 | 1.086555e+09 |      --      |    Inf |  25.94%
233.44/234.28	c   234s|   800 |   673 |870230 | 290.6 |   341M |  59 |3421 |4003 |2167 |4253 |  2 |4337 |2537 | 1.086555e+09 |      --      |    Inf |  25.94%
235.73/236.59	c   237s|   900 |   749 |879544 | 283.3 |   342M |  61 |3421 |4123 |2143 |4551 |  1 |4568 |2582 | 1.086555e+09 |      --      |    Inf |  25.94%
238.51/239.39	c   239s|  1000 |   831 |893178 | 278.0 |   344M |  61 |3421 |4055 |2093 |5015 |  1 |4634 |2629 | 1.086555e+09 |      --      |    Inf |  25.95%
241.50/242.30	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
241.50/242.30	c   242s|  1100 |   917 |905284 | 272.6 |   345M |  61 |3421 |4049 |2099 |5459 |  1 |4783 |2678 | 1.086555e+09 |      --      |    Inf |  25.95%
244.39/245.20	c   245s|  1200 |  1011 |917828 | 267.7 |   346M |  61 |3421 |3909 |2025 |5936 |  1 |4878 |2729 | 1.086555e+09 |      --      |    Inf |  25.95%
246.08/246.95	c   247s|  1300 |  1096 |926532 | 261.9 |   347M |  61 |3421 |3815 |2064 |6231 |  1 |4943 |2766 | 1.086555e+09 |      --      |    Inf |  25.95%
248.87/249.71	c   250s|  1400 |  1176 |938063 | 257.3 |   348M |  61 |3421 |3792 |2072 |6673 |  1 |5044 |2816 | 1.086555e+09 |      --      |    Inf |  25.95%
250.96/251.87	c   252s|  1500 |  1248 |946679 | 252.2 |   350M |  79 |3421 |3794 |2178 |7076 |  1 |5143 |2847 | 1.086555e+09 |      --      |    Inf |  25.95%
252.57/253.46	c   253s|  1600 |  1315 |953588 | 246.8 |   350M |  79 |3421 |3860 |2192 |7313 |  1 |5267 |2875 | 1.086555e+09 |      --      |    Inf |  25.95%
254.56/255.48	c   255s|  1700 |  1387 |962170 | 242.2 |   351M |  79 |3421 |3888 |2074 |7754 |  4 |5400 |2919 | 1.086555e+09 |      --      |    Inf |  25.95%
256.05/256.90	c   257s|  1800 |  1452 |967621 | 237.0 |   353M |  79 |3421 |3986 |2173 |8046 |  1 |5566 |2952 | 1.086555e+09 |      --      |    Inf |  25.95%
258.04/258.97	c   259s|  1900 |  1522 |975547 | 232.7 |   354M |  79 |3421 |4009 |2068 |8481 |  1 |5697 |2982 | 1.086555e+09 |      --      |    Inf |  25.96%
260.15/261.05	c   261s|  2000 |  1602 |984420 | 229.0 |   355M |  79 |3421 |4024 |2180 |8922 |  2 |5811 |3014 | 1.086555e+09 |      --      |    Inf |  25.98%
262.03/262.91	c   263s|  2100 |  1672 |991677 | 225.0 |   356M |  79 |3421 |4064 |2113 |9272 |  1 |5918 |3041 | 1.086555e+09 |      --      |    Inf |  25.98%
264.23/265.20	c   265s|  2200 |  1743 |  1001k| 221.7 |   356M |  79 |3421 |4052 |2018 |9762 |  1 |6019 |3066 | 1.086555e+09 |      --      |    Inf |  25.98%
267.01/268.01	c   268s|  2300 |  1820 |  1013k| 219.3 |   357M |  79 |3421 |3967 |2093 |  10k|  2 |6098 |3124 | 1.086555e+09 |      --      |    Inf |  25.99%
268.80/269.72	c   270s|  2400 |  1902 |  1020k| 215.8 |   357M |  79 |3421 |3929 |2078 |  10k|  1 |6175 |3160 | 1.086555e+09 |      --      |    Inf |  25.99%
270.60/271.58	c   272s|  2500 |  1974 |  1027k| 212.5 |   358M |  79 |3421 |3938 |   0 |  11k|  0 |6339 |3189 | 1.086555e+09 |      --      |    Inf |  25.99%
272.39/273.31	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
272.39/273.31	c   273s|  2600 |  2040 |  1035k| 209.3 |   358M |  79 |3421 |3966 |2130 |  11k|  1 |6485 |3224 | 1.086555e+09 |      --      |    Inf |  25.99%
274.68/275.68	c   276s|  2700 |  2120 |  1044k| 206.7 |   360M |  79 |3421 |3937 |2044 |  12k|  1 |6583 |3260 | 1.086555e+09 |      --      |    Inf |  25.99%
276.87/277.88	c   278s|  2800 |  2194 |  1053k| 204.3 |   361M |  79 |3421 |4010 |2060 |  12k|  1 |6726 |3305 | 1.086555e+09 |      --      |    Inf |  25.99%
278.66/279.65	c   280s|  2900 |  2258 |  1061k| 201.6 |   362M |  79 |3421 |4015 |2124 |  12k|  1 |6850 |3338 | 1.086555e+09 |      --      |    Inf |  25.99%
280.26/281.28	c   281s|  3000 |  2316 |  1067k| 198.6 |   362M |  79 |3421 |4197 |2040 |  13k|  1 |7108 |3367 | 1.086555e+09 |      --      |    Inf |  25.99%
282.85/283.80	c   284s|  3100 |  2402 |  1078k| 196.8 |   364M |  79 |3421 |4233 |2142 |  13k|  1 |7202 |3411 | 1.086555e+09 |      --      |    Inf |  25.99%
284.44/285.49	c   285s|  3200 |  2464 |  1084k| 194.0 |   364M |  79 |3421 |4265 |2178 |  13k|  1 |7352 |3445 | 1.086555e+09 |      --      |    Inf |  25.99%
286.93/287.90	c   288s|  3300 |  2534 |  1095k| 192.5 |   365M |  79 |3421 |4352 |2149 |  14k|  1 |7520 |3488 | 1.086555e+09 |      --      |    Inf |  25.99%
288.92/289.95	c   290s|  3400 |  2602 |  1104k| 190.4 |   365M |  79 |3421 |4352 |2106 |  14k|  1 |7699 |3522 | 1.086555e+09 |      --      |    Inf |  25.99%
290.71/291.70	c   292s|  3500 |  2672 |  1112k| 188.3 |   365M |  79 |3421 |4402 |2100 |  15k|  1 |7897 |3556 | 1.086555e+09 |      --      |    Inf |  25.99%
292.71/293.70	c   294s|  3600 |  2726 |  1120k| 186.4 |   365M |  79 |3421 |4576 |   0 |  15k|  0 |8256 |3651 | 1.086555e+09 |      --      |    Inf |  25.99%
294.60/295.68	c   296s|  3700 |  2788 |  1129k| 184.6 |   366M |  79 |3421 |4486 |2133 |  15k|  1 |8451 |3684 | 1.086555e+09 |      --      |    Inf |  25.99%
296.89/297.90	c   298s|  3800 |  2854 |  1140k| 183.3 |   367M |  79 |3421 |4496 |2097 |  16k|  1 |8750 |3741 | 1.086555e+09 |      --      |    Inf |  26.00%
299.48/300.54	c   301s|  3900 |  2918 |  1152k| 182.1 |   368M |  79 |3421 |4366 |2115 |  16k|  1 |8981 |3798 | 1.086555e+09 |      --      |    Inf |  26.00%
301.09/302.17	c   302s|  4000 |  2974 |  1159k| 180.2 |   369M |  79 |3421 |4399 |2120 |  17k|  0 |9190 |3839 | 1.086555e+09 |      --      |    Inf |  26.00%
302.98/304.02	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
302.98/304.02	c   304s|  4100 |  3034 |  1167k| 178.6 |   369M |  79 |3421 |4558 |2231 |  17k|  3 |9458 |3889 | 1.086555e+09 |      --      |    Inf |  26.00%
304.86/305.92	c   306s|  4200 |  3098 |  1175k| 177.0 |   370M |  79 |3421 |4655 |2210 |  17k|  1 |9677 |3933 | 1.086555e+09 |      --      |    Inf |  26.00%
307.07/308.14	c   308s|  4300 |  3146 |  1186k| 175.7 |   370M |  79 |3421 |4596 |2032 |  18k|  1 |9888 |3976 | 1.086555e+09 |      --      |    Inf |  26.00%
309.25/310.32	c   310s|  4400 |  3216 |  1196k| 174.6 |   370M |  79 |3421 |4544 |2061 |  18k|  1 |  10k|4022 | 1.086555e+09 |      --      |    Inf |  26.00%
311.14/312.26	c   312s|  4500 |  3265 |  1205k| 173.2 |   371M |  79 |3421 |4565 |2187 |  19k|  2 |  10k|4082 | 1.086555e+09 |      --      |    Inf |  26.00%
313.83/314.96	c   315s|  4600 |  3337 |  1217k| 172.5 |   371M |  79 |3421 |4354 |2132 |  19k|  3 |  10k|4140 | 1.086555e+09 |      --      |    Inf |  26.00%
315.33/316.44	c   316s|  4700 |  3403 |  1225k| 171.0 |   372M |  79 |3421 |4439 |2152 |  19k|  1 |  10k|4165 | 1.086555e+09 |      --      |    Inf |  26.00%
317.32/318.44	c   318s|  4800 |  3463 |  1233k| 169.6 |   373M |  79 |3421 |4559 |2110 |  20k|  1 |  10k|4237 | 1.086555e+09 |      --      |    Inf |  26.00%
319.21/320.37	c   320s|  4900 |  3528 |  1242k| 168.4 |   375M |  79 |3421 |4651 |2240 |  20k|  1 |  11k|4280 | 1.086555e+09 |      --      |    Inf |  26.00%
321.20/322.32	c   322s|  5000 |  3588 |  1251k| 167.3 |   376M |  79 |3421 |4569 |2073 |  21k|  1 |  11k|4334 | 1.086555e+09 |      --      |    Inf |  26.00%
323.59/324.70	c   325s|  5100 |  3650 |  1261k| 166.3 |   376M |  79 |3421 |4570 |2189 |  21k|  2 |  11k|4407 | 1.086555e+09 |      --      |    Inf |  26.00%
325.28/326.41	c   326s|  5200 |  3705 |  1268k| 165.0 |   377M |  79 |3421 |4722 |2174 |  21k|  1 |  11k|4450 | 1.086555e+09 |      --      |    Inf |  26.00%
326.78/327.93	c   328s|  5300 |  3761 |  1275k| 163.6 |   377M |  79 |3421 |4960 |2205 |  22k|  0 |  12k|4486 | 1.086555e+09 |      --      |    Inf |  26.00%
328.58/329.70	c   330s|  5400 |  3819 |  1282k| 162.4 |   379M |  79 |3421 |5067 |2175 |  22k|  0 |  12k|4550 | 1.086555e+09 |      --      |    Inf |  26.00%
330.57/331.76	c   332s|  5500 |  3867 |  1293k| 161.5 |   380M |  79 |3421 |5134 |2020 |  22k|  1 |  12k|4604 | 1.086555e+09 |      --      |    Inf |  26.00%
332.56/333.77	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
332.56/333.77	c   334s|  5600 |  3928 |  1301k| 160.4 |   381M |  79 |3421 |4998 |2048 |  23k|  1 |  13k|4656 | 1.086555e+09 |      --      |    Inf |  26.00%
334.45/335.67	c   336s|  5700 |  3993 |  1309k| 159.4 |   381M |  79 |3421 |4889 |2086 |  23k|  1 |  13k|4696 | 1.086555e+09 |      --      |    Inf |  26.00%
336.14/337.37	c   337s|  5800 |  4051 |  1317k| 158.3 |   382M |  79 |3421 |4755 |2113 |  24k|  1 |  13k|4745 | 1.086555e+09 |      --      |    Inf |  26.00%
337.95/339.12	c   339s|  5900 |  4103 |  1325k| 157.3 |   383M |  79 |3421 |4840 |2224 |  24k|  1 |  13k|4801 | 1.086555e+09 |      --      |    Inf |  26.00%
340.03/341.23	c   341s|  6000 |  4169 |  1333k| 156.3 |   384M |  79 |3421 |4783 |   0 |  24k|  0 |  13k|4861 | 1.086555e+09 |      --      |    Inf |  26.00%
342.22/343.49	c   343s|  6100 |  4225 |  1344k| 155.8 |   384M |  79 |3421 |4855 |2201 |  25k|  1 |  14k|4908 | 1.086555e+09 |      --      |    Inf |  26.00%
344.31/345.56	c   346s|  6200 |  4289 |  1352k| 154.9 |   385M |  79 |3421 |5022 |2221 |  25k|  2 |  14k|4980 | 1.086555e+09 |      --      |    Inf |  26.00%
346.92/348.12	c   348s|  6300 |  4358 |  1363k| 154.3 |   386M |  79 |3421 |4911 |2103 |  26k|  1 |  14k|5044 | 1.086555e+09 |      --      |    Inf |  26.00%
348.20/349.41	c   349s|  6400 |  4416 |  1369k| 153.1 |   386M |  79 |3421 |4957 |2112 |  26k|  1 |  14k|5081 | 1.086555e+09 |      --      |    Inf |  26.00%
350.39/351.63	c   352s|  6500 |  4476 |  1377k| 152.3 |   388M |  79 |3421 |4850 |2112 |  26k|  1 |  15k|5131 | 1.086555e+09 |      --      |    Inf |  26.01%
352.80/354.01	c   354s|  6600 |  4530 |  1388k| 151.7 |   388M |  79 |3421 |4744 |2065 |  27k|  1 |  15k|5168 | 1.086555e+09 |      --      |    Inf |  26.01%
354.58/355.88	c   356s|  6700 |  4568 |  1396k| 150.8 |   388M |  79 |3421 |4786 |2104 |  27k|  1 |  15k|5226 | 1.086555e+09 |      --      |    Inf |  26.01%
356.97/358.24	c   358s|  6800 |  4638 |  1405k| 150.2 |   389M |  79 |3421 |4759 |2126 |  28k|  1 |  15k|5271 | 1.086555e+09 |      --      |    Inf |  26.01%
359.16/360.44	c   360s|  6900 |  4698 |  1415k| 149.6 |   391M |  79 |3421 |4776 |2175 |  28k|  1 |  15k|5337 | 1.086555e+09 |      --      |    Inf |  26.01%
361.35/362.62	c   363s|  7000 |  4756 |  1423k| 148.9 |   392M |  79 |3421 |4714 |2181 |  29k|  0 |  16k|5407 | 1.086555e+09 |      --      |    Inf |  26.01%
363.94/365.25	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
363.94/365.25	c   365s|  7100 |  4828 |  1435k| 148.4 |   392M |  79 |3421 |4613 |2120 |  29k|  1 |  16k|5521 | 1.086555e+09 |      --      |    Inf |  26.01%
366.53/367.83	c   368s|  7200 |  4896 |  1446k| 148.1 |   393M |  79 |3421 |4495 |2082 |  30k|  1 |  16k|5609 | 1.086555e+09 |      --      |    Inf |  26.01%
368.52/369.88	c   370s|  7300 |  4958 |  1455k| 147.4 |   393M |  79 |3421 |4672 |2138 |  30k|  1 |  16k|5699 | 1.086555e+09 |      --      |    Inf |  26.01%
370.82/372.17	c   372s|  7400 |  5020 |  1465k| 146.9 |   393M |  79 |3421 |4681 |2123 |  30k|  1 |  16k|5775 | 1.086555e+09 |      --      |    Inf |  26.01%
372.72/374.04	c   374s|  7500 |  5089 |  1474k| 146.3 |   393M |  79 |3421 |4742 |2119 |  31k|  1 |  17k|5843 | 1.086555e+09 |      --      |    Inf |  26.01%
375.20/376.58	c   377s|  7600 |  5157 |  1486k| 146.0 |   394M |  79 |3421 |4898 |2150 |  31k|  2 |  17k|5928 | 1.086555e+09 |      --      |    Inf |  26.01%
377.88/379.25	c   379s|  7700 |  5223 |  1499k| 145.8 |   395M |  79 |3421 |4797 |2179 |  32k|  1 |  17k|5986 | 1.086555e+09 |      --      |    Inf |  26.01%
379.28/380.66	c   381s|  7800 |  5286 |  1506k| 145.0 |   396M |  79 |3421 |4991 |   0 |  32k|  0 |  17k|6019 | 1.086555e+09 |      --      |    Inf |  26.01%
381.07/382.48	c   382s|  7900 |  5336 |  1515k| 144.4 |   398M |  79 |3421 |5165 |2178 |  33k|  1 |  18k|6048 | 1.086555e+09 |      --      |    Inf |  26.01%
382.46/383.86	c   384s|  8000 |  5382 |  1522k| 143.7 |   398M |  79 |3421 |5308 |2194 |  33k|  1 |  18k|6067 | 1.086555e+09 |      --      |    Inf |  26.01%
383.35/384.76	c   385s|  8100 |  5425 |  1527k| 142.8 |   399M |  83 |3421 |5526 |2235 |  33k|  1 |  18k|6078 | 1.086555e+09 |      --      |    Inf |  26.01%
385.15/386.51	c   387s|  8200 |  5491 |  1537k| 142.4 |   399M |  87 |3421 |5403 |2210 |  33k|  1 |  18k|6105 | 1.086555e+09 |      --      |    Inf |  26.01%
386.14/387.59	c   388s|  8300 |  5525 |  1544k| 141.7 |   399M |  87 |3421 |5603 |2208 |  33k|  2 |  18k|6110 | 1.086555e+09 |      --      |    Inf |  26.01%
387.75/389.19	c   389s|  8400 |  5575 |  1554k| 141.3 |   399M |  87 |3421 |5608 |2113 |  34k|  1 |  19k|6132 | 1.086555e+09 |      --      |    Inf |  26.01%
389.65/391.04	c   391s|  8500 |  5648 |  1564k| 140.9 |   399M |  87 |3421 |5263 |2146 |  34k|  4 |  19k|6171 | 1.086555e+09 |      --      |    Inf |  26.01%
390.54/391.94	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
390.54/391.94	c   392s|  8600 |  5694 |  1569k| 140.0 |   400M |  87 |3421 |5367 |2027 |  35k|  1 |  19k|6180 | 1.086555e+09 |      --      |    Inf |  26.01%
392.13/393.53	c   394s|  8700 |  5762 |  1577k| 139.4 |   401M |  87 |3421 |5203 |2058 |  35k|  4 |  19k|6201 | 1.086555e+09 |      --      |    Inf |  26.01%
393.82/395.23	c   395s|  8800 |  5820 |  1587k| 139.0 |   403M |  87 |3421 |5167 |2192 |  35k|  4 |  19k|6214 | 1.086555e+09 |      --      |    Inf |  26.01%
396.21/397.61	c   398s|  8900 |  5877 |  1599k| 138.9 |   403M |  87 |3421 |5019 |   0 |  36k|  0 |  20k|6252 | 1.086555e+09 |      --      |    Inf |  26.03%
397.72/399.14	c   399s|  9000 |  5931 |  1608k| 138.4 |   404M |  87 |3421 |4921 |2159 |  36k|  1 |  20k|6277 | 1.086555e+09 |      --      |    Inf |  26.03%
399.50/400.95	c   401s|  9100 |  5998 |  1618k| 138.0 |   406M |  87 |3421 |4928 |2127 |  37k|  0 |  20k|6297 | 1.086555e+09 |      --      |    Inf |  26.03%
401.29/402.79	c   403s|  9200 |  6063 |  1630k| 137.8 |   407M |  87 |3421 |4777 |2162 |  37k|  1 |  20k|6319 | 1.086555e+09 |      --      |    Inf |  26.03%
403.19/404.61	c   405s|  9300 |  6120 |  1641k| 137.6 |   408M |  87 |3421 |4738 |2082 |  38k|  1 |  20k|6338 | 1.086555e+09 |      --      |    Inf |  26.03%
404.98/406.40	c   406s|  9400 |  6188 |  1651k| 137.3 |   409M |  87 |3421 |4706 |2149 |  38k|  1 |  21k|6361 | 1.086555e+09 |      --      |    Inf |  26.03%
406.59/408.06	c   408s|  9500 |  6248 |  1660k| 136.9 |   409M |  87 |3421 |4714 |2205 |  39k|  1 |  21k|6385 | 1.086555e+09 |      --      |    Inf |  26.03%
408.07/409.56	c   410s|  9600 |  6298 |  1669k| 136.5 |   410M |  87 |3421 |4833 |2230 |  39k|  2 |  21k|6394 | 1.086555e+09 |      --      |    Inf |  26.03%
410.36/411.88	c   412s|  9700 |  6366 |  1681k| 136.4 |   410M |  87 |3421 |4633 |2122 |  40k|  1 |  21k|6432 | 1.086555e+09 |      --      |    Inf |  26.03%
412.05/413.52	c   414s|  9800 |  6419 |  1690k| 135.9 |   411M |  87 |3421 |4706 |2205 |  40k|  0 |  21k|6442 | 1.086555e+09 |      --      |    Inf |  26.03%
414.15/415.64	c   416s|  9900 |  6482 |  1705k| 136.0 |   411M |  87 |3421 |4612 |2104 |  41k|  3 |  21k|6460 | 1.086555e+09 |      --      |    Inf |  26.03%
415.66/417.14	c   417s| 10000 |  6545 |  1714k| 135.6 |   412M |  87 |3421 |4570 |2149 |  41k|  2 |  22k|6470 | 1.086555e+09 |      --      |    Inf |  26.04%
416.74/418.29	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
416.74/418.29	c   418s| 10100 |  6591 |  1722k| 135.1 |   412M |  87 |3421 |4672 |2176 |  41k|  0 |  22k|6474 | 1.086555e+09 |      --      |    Inf |  26.04%
418.33/419.80	c   420s| 10200 |  6645 |  1730k| 134.7 |   414M |  87 |3421 |4741 |2112 |  42k|  1 |  22k|6482 | 1.086555e+09 |      --      |    Inf |  26.04%
419.23/420.79	c   421s| 10300 |  6679 |  1736k| 134.1 |   414M |  87 |3421 |4915 |2160 |  42k|  1 |  22k|6489 | 1.086555e+09 |      --      |    Inf |  26.04%
420.23/421.71	c   422s| 10400 |  6713 |  1741k| 133.4 |   414M |  87 |3421 |5067 |2179 |  42k|  1 |  22k|6491 | 1.086555e+09 |      --      |    Inf |  26.04%
421.13/422.65	c   423s| 10500 |  6753 |  1746k| 132.8 |   414M |  87 |3421 |5145 |2168 |  42k|  3 |  23k|6495 | 1.086555e+09 |      --      |    Inf |  26.04%
422.12/423.65	c   424s| 10600 |  6803 |  1753k| 132.2 |   415M |  93 |3421 |5157 |2178 |  42k|  1 |  23k|6500 | 1.086555e+09 |      --      |    Inf |  26.04%
423.01/424.58	c   425s| 10700 |  6855 |  1758k| 131.6 |   415M | 103 |3421 |5170 |2160 |  42k|  2 |  23k|6502 | 1.086555e+09 |      --      |    Inf |  26.04%
424.31/425.89	c   426s| 10800 |  6901 |  1767k| 131.2 |   414M | 103 |3421 |5276 |2160 |  42k|  1 |  23k|6509 | 1.086555e+09 |      --      |    Inf |  26.04%
425.42/427.00	c   427s| 10900 |  6951 |  1771k| 130.5 |   415M | 115 |3421 |5158 |2045 |  42k|  1 |  23k|6516 | 1.086555e+09 |      --      |    Inf |  26.04%
426.41/428.00	c   428s| 11000 |  6999 |  1776k| 129.9 |   415M | 115 |3421 |5121 |2176 |  42k|  1 |  23k|6526 | 1.086555e+09 |      --      |    Inf |  26.04%
427.41/428.95	c   429s| 11100 |  7045 |  1783k| 129.4 |   416M | 122 |3421 |5198 |2171 |  43k|  1 |  24k|6528 | 1.086555e+09 |      --      |    Inf |  26.04%
428.21/429.72	c   430s| 11200 |  7091 |  1787k| 128.8 |   416M | 122 |3421 |5184 |2161 |  43k|  1 |  24k|6528 | 1.086555e+09 |      --      |    Inf |  26.04%
429.70/431.26	c   431s| 11300 |  7140 |  1795k| 128.4 |   418M | 122 |3421 |5040 |2177 |  43k|  1 |  24k|6540 | 1.086557e+09 |      --      |    Inf |  26.04%
431.61/433.12	c   433s| 11400 |  7201 |  1807k| 128.3 |   418M | 122 |3421 |4912 |2169 |  43k|  1 |  24k|6549 | 1.086557e+09 |      --      |    Inf |  26.04%
432.29/433.80	c   434s| 11500 |  7245 |  1810k| 127.6 |   418M | 122 |3421 |4928 |2202 |  43k|  1 |  24k|6550 | 1.086557e+09 |      --      |    Inf |  26.04%
432.79/434.34	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
432.79/434.34	c   434s| 11600 |  7291 |  1812k| 126.8 |   418M | 124 |3421 |5037 |2177 |  43k|  1 |  24k|6552 | 1.086557e+09 |      --      |    Inf |  26.04%
433.68/435.23	c   435s| 11700 |  7352 |  1817k| 126.2 |   418M | 124 |3421 |5061 |2179 |  43k|  0 |  25k|6558 | 1.086557e+09 |      --      |    Inf |  26.04%
434.18/435.70	c   436s| 11800 |  7393 |  1819k| 125.4 |   418M | 124 |3421 |5106 |2168 |  43k|  0 |  25k|6558 | 1.086557e+09 |      --      |    Inf |  26.04%
435.08/436.65	c   437s| 11900 |  7447 |  1825k| 124.9 |   418M | 124 |3421 |5054 |2165 |  43k|  1 |  25k|6558 | 1.086557e+09 |      --      |    Inf |  26.04%
435.98/437.59	c   438s| 12000 |  7507 |  1831k| 124.5 |   418M | 124 |3421 |5091 |2174 |  43k|  1 |  25k|6559 | 1.086557e+09 |      --      |    Inf |  26.04%
436.59/438.15	c   438s| 12100 |  7549 |  1833k| 123.7 |   418M | 124 |3421 |5224 |2180 |  43k|  1 |  25k|6560 | 1.086557e+09 |      --      |    Inf |  26.04%
437.27/438.84	c   439s| 12200 |  7611 |  1837k| 123.1 |   419M | 124 |3421 |5247 |2176 |  43k|  0 |  26k|6562 | 1.086557e+09 |      --      |    Inf |  26.04%
437.87/439.49	c   439s| 12300 |  7663 |  1841k| 122.5 |   419M | 124 |3421 |5295 |2165 |  43k|  1 |  26k|6564 | 1.086557e+09 |      --      |    Inf |  26.04%
438.58/440.12	c   440s| 12400 |  7715 |  1844k| 121.9 |   419M | 131 |3421 |5274 |2174 |  43k|  1 |  26k|6568 | 1.086557e+09 |      --      |    Inf |  26.04%
439.36/440.95	c   441s| 12500 |  7767 |  1849k| 121.4 |   420M | 131 |3421 |5257 |2184 |  43k|  0 |  26k|6572 | 1.086557e+09 |      --      |    Inf |  26.04%
440.16/441.76	c   442s| 12600 |  7815 |  1854k| 120.9 |   420M | 131 |3421 |5283 |2165 |  43k|  1 |  26k|6573 | 1.086557e+09 |      --      |    Inf |  26.04%
440.96/442.56	c   443s| 12700 |  7867 |  1859k| 120.4 |   420M | 131 |3421 |5316 |2171 |  44k|  0 |  26k|6574 | 1.086557e+09 |      --      |    Inf |  26.04%
441.96/443.56	c   444s| 12800 |  7920 |  1866k| 120.1 |   420M | 131 |3421 |5191 |2176 |  44k|  1 |  27k|6576 | 1.086557e+09 |      --      |    Inf |  26.04%
442.85/444.40	c   444s| 12900 |  7978 |  1871k| 119.6 |   421M | 131 |3421 |5306 |2178 |  44k|  1 |  27k|6581 | 1.086557e+09 |      --      |    Inf |  26.04%
443.35/445.00	c   445s| 13000 |  8018 |  1874k| 119.0 |   422M | 131 |3421 |5383 |   0 |  44k|  0 |  27k|6581 | 1.086557e+09 |      --      |    Inf |  26.04%
444.45/446.02	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
444.45/446.02	c   446s| 13100 |  8076 |  1880k| 118.6 |   422M | 134 |3421 |5279 |2043 |  44k|  1 |  27k|6587 | 1.086558e+09 |      --      |    Inf |  26.04%
446.45/448.03	c   448s| 13200 |  8138 |  1888k| 118.3 |   422M | 134 |3421 |5058 |   0 |  44k|  0 |  27k|6613 | 1.086558e+09 |      --      |    Inf |  26.04%
448.33/449.90	c   450s| 13300 |  8182 |  1902k| 118.4 |   422M | 134 |3421 |5010 |2176 |  44k|  1 |  28k|6624 | 1.086558e+09 |      --      |    Inf |  26.04%
449.33/450.90	c   451s| 13400 |  8230 |  1908k| 118.1 |   423M | 134 |3421 |5009 |2176 |  44k|  1 |  28k|6632 | 1.086558e+09 |      --      |    Inf |  26.04%
450.62/452.20	c   452s| 13500 |  8300 |  1914k| 117.7 |   424M | 134 |3421 |4861 |2182 |  44k|  1 |  28k|6645 | 1.086558e+09 |      --      |    Inf |  26.04%
453.01/454.60	c   455s| 13600 |  8352 |  1934k| 118.2 |   424M | 138 |3421 |4919 |2193 |  44k|  2 |  28k|6646 | 1.086558e+09 |      --      |    Inf |  26.04%
454.31/455.94	c   456s| 13700 |  8416 |  1944k| 118.1 |   424M | 138 |3421 |4838 |2083 |  44k|  1 |  28k|6649 | 1.086558e+09 |      --      |    Inf |  26.04%
455.41/457.08	c   457s| 13800 |  8468 |  1951k| 117.8 |   424M | 138 |3421 |4745 |2165 |  45k|  0 |  28k|6651 | 1.086558e+09 |      --      |    Inf |  26.04%
457.00/458.63	c   459s| 13900 |  8520 |  1959k| 117.6 |   425M | 138 |3421 |4662 |2181 |  45k|  4 |  28k|6671 | 1.086560e+09 |      --      |    Inf |  26.04%
457.89/459.54	c   460s| 14000 |  8556 |  1965k| 117.2 |   426M | 142 |3421 |4809 |2183 |  45k|  1 |  29k|6672 | 1.086560e+09 |      --      |    Inf |  26.04%
459.79/461.46	c   461s| 14100 |  8620 |  1981k| 117.4 |   427M | 142 |3421 |4861 |2165 |  45k|  1 |  29k|6686 | 1.086560e+09 |      --      |    Inf |  26.04%
461.99/463.64	c   464s| 14200 |  8690 |  1999k| 117.8 |   428M | 142 |3421 |4944 |2190 |  45k|  1 |  29k|6689 | 1.086560e+09 |      --      |    Inf |  26.04%
464.08/465.75	c   466s| 14300 |  8755 |  2012k| 117.9 |   428M | 145 |3421 |4585 |2165 |  45k|  1 |  29k|6702 | 1.086568e+09 |      --      |    Inf |  26.04%
467.07/468.77	c   469s| 14400 |  8792 |  2028k| 118.2 |   429M | 145 |3421 |4692 |2173 |  45k|  1 |  29k|6747 | 1.086568e+09 |      --      |    Inf |  26.04%
468.48/470.15	c   470s| 14500 |  8850 |  2036k| 117.9 |   429M | 151 |3421 |4614 |2182 |  45k|  1 |  30k|6771 | 1.086568e+09 |      --      |    Inf |  26.04%
470.56/472.25	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
470.56/472.25	c   472s| 14600 |  8915 |  2046k| 117.9 |   429M | 151 |3421 |4419 |2176 |  45k|  1 |  30k|6801 | 1.086569e+09 |      --      |    Inf |  26.04%
472.85/474.52	c   475s| 14700 |  8987 |  2059k| 117.9 |   429M | 151 |3421 |4393 |2174 |  46k|  1 |  30k|6840 | 1.086570e+09 |      --      |    Inf |  26.04%
474.54/476.27	c   476s| 14800 |  9042 |  2068k| 117.7 |   430M | 151 |3421 |4485 |2176 |  46k|  1 |  30k|6882 | 1.086570e+09 |      --      |    Inf |  26.04%
477.23/478.97	c   479s| 14900 |  9113 |  2081k| 117.8 |   431M | 151 |3421 |4416 |2061 |  46k|  1 |  30k|6921 | 1.086570e+09 |      --      |    Inf |  26.04%
478.73/480.46	c   480s| 15000 |  9183 |  2089k| 117.6 |   431M | 151 |3421 |4376 |2171 |  46k|  2 |  30k|6958 | 1.086570e+09 |      --      |    Inf |  26.04%
481.52/483.21	c   483s| 15100 |  9257 |  2102k| 117.7 |   432M | 151 |3421 |4442 |2195 |  46k|  2 |  30k|7026 | 1.086570e+09 |      --      |    Inf |  26.04%
484.21/485.93	c   486s| 15200 |  9333 |  2116k| 117.8 |   432M | 151 |3421 |4400 |2182 |  46k|  0 |  31k|7111 | 1.086570e+09 |      --      |    Inf |  26.04%
486.50/488.24	c   488s| 15300 |  9402 |  2129k| 117.9 |   432M | 151 |3421 |4355 |2175 |  46k|  1 |  31k|7176 | 1.086570e+09 |      --      |    Inf |  26.04%
488.59/490.33	c   490s| 15400 |  9465 |  2138k| 117.7 |   433M | 151 |3421 |4272 |2168 |  46k|  1 |  31k|7214 | 1.086571e+09 |      --      |    Inf |  26.04%
491.08/492.80	c   493s| 15500 |  9537 |  2153k| 117.9 |   434M | 151 |3421 |4379 |2198 |  47k|  1 |  31k|7287 | 1.086571e+09 |      --      |    Inf |  26.04%
493.29/495.03	c   495s| 15600 |  9599 |  2165k| 117.9 |   435M | 151 |3421 |4377 |2178 |  47k|  2 |  31k|7350 | 1.086571e+09 |      --      |    Inf |  26.04%
495.08/496.86	c   497s| 15700 |  9667 |  2177k| 117.9 |   435M | 151 |3421 |4460 |2179 |  47k|  1 |  32k|7388 | 1.086571e+09 |      --      |    Inf |  26.04%
497.87/499.61	c   500s| 15800 |  9731 |  2196k| 118.3 |   436M | 151 |3421 |4433 |2166 |  47k|  1 |  32k|7406 | 1.086571e+09 |      --      |    Inf |  26.04%
499.77/501.57	c   502s| 15900 |  9795 |  2210k| 118.4 |   436M | 151 |3421 |4499 |2190 |  47k|  0 |  32k|7445 | 1.086571e+09 |      --      |    Inf |  26.04%
504.15/506.00	c   506s| 16000 |  9863 |  2226k| 118.7 |   437M | 151 |3421 |4304 |2186 |  47k|  1 |  32k|7587 | 1.086571e+09 |      --      |    Inf |  26.04%
507.74/509.57	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
507.74/509.57	c   510s| 16100 |  9940 |  2242k| 118.9 |   437M | 151 |3421 |4220 |2067 |  47k|  1 |  32k|7678 | 1.086571e+09 |      --      |    Inf |  26.04%
509.14/510.95	c   511s| 16200 |  9998 |  2251k| 118.7 |   438M | 151 |3421 |4325 |2198 |  47k|  2 |  32k|7698 | 1.086571e+09 |      --      |    Inf |  26.04%
510.24/512.08	c   512s| 16300 | 10054 |  2258k| 118.5 |   438M | 151 |3421 |4466 |2193 |  47k|  1 |  33k|7707 | 1.086571e+09 |      --      |    Inf |  26.04%
511.62/513.49	c   513s| 16400 | 10134 |  2268k| 118.4 |   439M | 151 |3421 |4455 |2185 |  47k|  1 |  33k|7725 | 1.086571e+09 |      --      |    Inf |  26.04%
513.02/514.85	c   515s| 16500 | 10190 |  2277k| 118.2 |   440M | 151 |3421 |4609 |2176 |  47k|  1 |  33k|7740 | 1.086571e+09 |      --      |    Inf |  26.04%
514.41/516.26	c   516s| 16600 | 10244 |  2286k| 118.1 |   441M | 151 |3421 |4655 |2172 |  47k|  0 |  33k|7750 | 1.086571e+09 |      --      |    Inf |  26.04%
516.32/518.19	c   518s| 16700 | 10304 |  2301k| 118.3 |   441M | 151 |3421 |4500 |2176 |  48k|  0 |  33k|7757 | 1.086571e+09 |      --      |    Inf |  26.04%
517.60/519.49	c   519s| 16800 | 10355 |  2309k| 118.1 |   442M | 151 |3421 |4482 |2177 |  48k|  1 |  34k|7777 | 1.086571e+09 |      --      |    Inf |  26.04%
520.00/521.86	c   522s| 16900 | 10411 |  2327k| 118.4 |   442M | 151 |3421 |4583 |2179 |  48k|  2 |  34k|7787 | 1.086571e+09 |      --      |    Inf |  26.04%
524.88/526.73	c   527s| 17000 | 10469 |  2336k| 118.2 |   442M | 151 |3421 |4475 |2167 |  48k|  0 |  34k|7999 | 1.086571e+09 |      --      |    Inf |  26.04%
526.07/527.96	c   528s| 17100 | 10525 |  2345k| 118.1 |   442M | 151 |3421 |4601 |2166 |  48k|  0 |  34k|8009 | 1.086571e+09 |      --      |    Inf |  26.04%
527.07/528.95	c   529s| 17200 | 10573 |  2351k| 117.8 |   442M | 151 |3421 |4680 |2174 |  48k|  1 |  35k|8017 | 1.086571e+09 |      --      |    Inf |  26.04%
528.66/530.57	c   531s| 17300 | 10642 |  2363k| 117.8 |   442M | 151 |3421 |4657 |2167 |  48k|  1 |  35k|8024 | 1.086571e+09 |      --      |    Inf |  26.04%
530.06/531.98	c   532s| 17400 | 10707 |  2373k| 117.7 |   442M | 151 |3421 |4763 |2172 |  48k|  1 |  35k|8032 | 1.086571e+09 |      --      |    Inf |  26.04%
532.55/534.41	c   534s| 17500 | 10759 |  2385k| 117.7 |   443M | 151 |3421 |4639 |2027 |  48k|  1 |  35k|8070 | 1.086571e+09 |      --      |    Inf |  26.04%
535.16/537.10	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
535.16/537.10	c   537s| 17600 | 10831 |  2401k| 117.9 |   444M | 151 |3421 |4599 |2177 |  48k|  1 |  35k|8115 | 1.086571e+09 |      --      |    Inf |  26.04%
537.54/539.42	c   539s| 17700 | 10889 |  2414k| 118.0 |   444M | 151 |3421 |4633 |2166 |  48k|  1 |  36k|8142 | 1.086571e+09 |      --      |    Inf |  26.04%
538.53/540.40	c   540s| 17800 | 10933 |  2420k| 117.7 |   444M | 151 |3421 |4766 |2171 |  48k|  1 |  36k|8146 | 1.086571e+09 |      --      |    Inf |  26.04%
540.03/541.97	c   542s| 17900 | 11009 |  2428k| 117.5 |   445M | 151 |3421 |4663 |2035 |  48k|  1 |  36k|8177 | 1.086573e+09 |      --      |    Inf |  26.04%
541.72/543.61	c   544s| 18000 | 11067 |  2439k| 117.5 |   445M | 151 |3421 |4759 |2189 |  49k|  1 |  36k|8185 | 1.086573e+09 |      --      |    Inf |  26.04%
543.23/545.13	c   545s| 18100 | 11140 |  2448k| 117.3 |   445M | 151 |3421 |4622 |2178 |  49k|  1 |  36k|8203 | 1.086573e+09 |      --      |    Inf |  26.04%
545.01/546.99	c   547s| 18200 | 11203 |  2461k| 117.4 |   445M | 151 |3421 |4676 |2182 |  49k|  1 |  36k|8203 | 1.086573e+09 |      --      |    Inf |  26.04%
546.22/548.18	c   548s| 18300 | 11258 |  2469k| 117.2 |   446M | 151 |3421 |4678 |2169 |  49k|  0 |  37k|8204 | 1.086573e+09 |      --      |    Inf |  26.04%
547.12/549.07	c   549s| 18400 | 11314 |  2475k| 116.9 |   446M | 151 |3421 |4742 |2172 |  49k|  0 |  37k|8206 | 1.086573e+09 |      --      |    Inf |  26.04%
548.00/549.94	c   550s| 18500 | 11372 |  2480k| 116.6 |   446M | 151 |3421 |4895 |2185 |  49k|  1 |  37k|8210 | 1.086573e+09 |      --      |    Inf |  26.04%
549.40/551.36	c   551s| 18600 | 11428 |  2490k| 116.5 |   446M | 151 |3421 |4924 |2176 |  49k|  1 |  37k|8213 | 1.086573e+09 |      --      |    Inf |  26.04%
550.80/552.74	c   553s| 18700 | 11480 |  2499k| 116.4 |   446M | 151 |3421 |4913 |2065 |  49k|  1 |  37k|8220 | 1.086573e+09 |      --      |    Inf |  26.04%
552.49/554.45	c   554s| 18800 | 11533 |  2508k| 116.2 |   447M | 151 |3421 |4998 |2175 |  49k|  1 |  38k|8237 | 1.086573e+09 |      --      |    Inf |  26.04%
553.49/555.48	c   555s| 18900 | 11579 |  2514k| 116.0 |   447M | 151 |3421 |5065 |   0 |  49k|  0 |  38k|8240 | 1.086573e+09 |      --      |    Inf |  26.04%
554.88/556.81	c   557s| 19000 | 11645 |  2522k| 115.8 |   448M | 151 |3421 |5028 |2167 |  49k|  1 |  38k|8249 | 1.086574e+09 |      --      |    Inf |  26.04%
555.98/557.95	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
555.98/557.95	c   558s| 19100 | 11711 |  2530k| 115.6 |   448M | 151 |3421 |4961 |2076 |  49k|  1 |  38k|8257 | 1.086575e+09 |      --      |    Inf |  26.04%
558.09/560.05	c   560s| 19200 | 11768 |  2544k| 115.7 |   448M | 151 |3421 |4790 |2176 |  49k|  0 |  38k|8267 | 1.086575e+09 |      --      |    Inf |  26.04%
558.98/560.99	c   561s| 19300 | 11826 |  2549k| 115.5 |   449M | 151 |3421 |4878 |2167 |  49k|  1 |  38k|8268 | 1.086575e+09 |      --      |    Inf |  26.04%
562.67/564.66	c   565s| 19400 | 11880 |  2574k| 116.1 |   449M | 151 |3421 |5009 |2167 |  49k|  1 |  39k|8272 | 1.086575e+09 |      --      |    Inf |  26.04%
564.56/566.58	c   567s| 19500 | 11936 |  2588k| 116.2 |   449M | 151 |3421 |5111 |2171 |  49k|  1 |  39k|8278 | 1.086575e+09 |      --      |    Inf |  26.04%
566.76/568.74	c   569s| 19600 | 12008 |  2602k| 116.3 |   449M | 151 |3421 |4985 |2167 |  49k|  1 |  39k|8295 | 1.086575e+09 |      --      |    Inf |  26.04%
570.06/572.10	c   572s| 19700 | 12054 |  2628k| 117.0 |   449M | 160 |3421 |5077 |2176 |  50k|  1 |  39k|8297 | 1.086575e+09 |      --      |    Inf |  26.04%
570.84/572.86	c   573s| 19800 | 12118 |  2633k| 116.6 |   450M | 160 |3421 |5094 |2165 |  50k|  0 |  39k|8297 | 1.086575e+09 |      --      |    Inf |  26.04%
572.44/574.44	c   574s| 19900 | 12177 |  2644k| 116.6 |   450M | 160 |3421 |5010 |2174 |  50k|  1 |  39k|8302 | 1.086575e+09 |      --      |    Inf |  26.04%
573.63/575.65	c   576s| 20000 | 12232 |  2653k| 116.5 |   450M | 160 |3421 |5043 |2171 |  50k|  1 |  40k|8302 | 1.086575e+09 |      --      |    Inf |  26.04%
575.14/577.19	c   577s| 20100 | 12313 |  2663k| 116.4 |   451M | 160 |3421 |4960 |2143 |  50k|  0 |  40k|8311 | 1.086575e+09 |      --      |    Inf |  26.04%
576.62/578.64	c   579s| 20200 | 12373 |  2673k| 116.3 |   452M | 160 |3421 |4926 |2176 |  50k|  1 |  40k|8316 | 1.086575e+09 |      --      |    Inf |  26.04%
577.72/579.70	c   580s| 20300 | 12423 |  2680k| 116.1 |   452M | 160 |3421 |5027 |2166 |  50k|  0 |  40k|8318 | 1.086575e+09 |      --      |    Inf |  26.04%
578.91/580.95	c   581s| 20400 | 12479 |  2688k| 116.0 |   452M | 160 |3421 |5010 |2176 |  50k|  1 |  40k|8323 | 1.086575e+09 |      --      |    Inf |  26.04%
580.21/582.24	c   582s| 20500 | 12545 |  2697k| 115.9 |   452M | 160 |3421 |5113 |2176 |  50k|  1 |  41k|8325 | 1.086575e+09 |      --      |    Inf |  26.04%
581.41/583.45	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
581.41/583.45	c   583s| 20600 | 12607 |  2705k| 115.7 |   452M | 160 |3421 |5258 |2176 |  50k|  0 |  41k|8329 | 1.086575e+09 |      --      |    Inf |  26.04%
583.01/585.03	c   585s| 20700 | 12661 |  2715k| 115.7 |   453M | 160 |3421 |5355 |2169 |  50k|  1 |  41k|8329 | 1.086575e+09 |      --      |    Inf |  26.04%
585.39/587.42	c   587s| 20800 | 12706 |  2733k| 115.9 |   453M | 160 |3421 |5435 |2169 |  50k|  1 |  41k|8335 | 1.086575e+09 |      --      |    Inf |  26.04%
588.19/590.23	c   590s| 20900 | 12764 |  2745k| 115.9 |   454M | 163 |3421 |5218 |2031 |  50k|  1 |  41k|8442 | 1.086575e+09 |      --      |    Inf |  26.04%
589.18/591.24	c   591s| 21000 | 12818 |  2751k| 115.7 |   454M | 163 |3421 |5275 |2181 |  50k|  1 |  42k|8449 | 1.086575e+09 |      --      |    Inf |  26.04%
590.09/592.15	c   592s| 21100 | 12879 |  2756k| 115.4 |   454M | 163 |3421 |5294 |2179 |  50k|  0 |  42k|8453 | 1.086575e+09 |      --      |    Inf |  26.04%
593.08/595.19	c   595s| 21200 | 12924 |  2777k| 115.8 |   455M | 163 |3421 |5024 |2160 |  50k|  1 |  42k|8455 | 1.086575e+09 |      --      |    Inf |  26.04%
593.87/595.96	c   596s| 21300 | 12982 |  2782k| 115.5 |   455M | 163 |3421 |5067 |2169 |  50k|  1 |  42k|8455 | 1.086575e+09 |      --      |    Inf |  26.04%
594.76/596.89	c   597s| 21400 | 13020 |  2788k| 115.3 |   455M | 163 |3421 |5198 |2172 |  50k|  1 |  42k|8455 | 1.086575e+09 |      --      |    Inf |  26.04%
596.65/598.76	c   599s| 21500 | 13069 |  2800k| 115.3 |   456M | 163 |3421 |5164 |2044 |  50k|  1 |  43k|8456 | 1.086575e+09 |      --      |    Inf |  26.04%
597.96/600.09	c   600s| 21600 | 13134 |  2810k| 115.2 |   456M | 163 |3421 |5129 |2172 |  50k|  1 |  43k|8461 | 1.086575e+09 |      --      |    Inf |  26.04%
598.96/601.09	c   601s| 21700 | 13176 |  2816k| 115.0 |   456M | 163 |3421 |5350 |2169 |  50k|  0 |  43k|8464 | 1.086575e+09 |      --      |    Inf |  26.04%
600.74/602.89	c   603s| 21800 | 13234 |  2827k| 115.0 |   457M | 163 |3421 |5430 |2167 |  50k|  1 |  43k|8467 | 1.086575e+09 |      --      |    Inf |  26.04%
602.34/604.41	c   604s| 21900 | 13297 |  2837k| 114.9 |   457M | 163 |3421 |5403 |2162 |  51k|  1 |  43k|8469 | 1.086575e+09 |      --      |    Inf |  26.04%
603.73/605.84	c   606s| 22000 | 13363 |  2847k| 114.9 |   458M | 163 |3421 |5388 |2164 |  51k|  1 |  44k|8470 | 1.086575e+09 |      --      |    Inf |  26.04%
605.72/607.83	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
605.72/607.83	c   608s| 22100 | 13419 |  2862k| 115.0 |   458M | 189 |3421 |5428 |2163 |  51k|  1 |  44k|8470 | 1.086575e+09 |      --      |    Inf |  26.04%
607.03/609.19	c   609s| 22200 | 13453 |  2870k| 114.9 |   459M | 189 |3421 |5590 |2175 |  51k|  0 |  44k|8470 | 1.086575e+09 |      --      |    Inf |  26.04%
610.81/612.90	c   613s| 22300 | 13508 |  2892k| 115.3 |   459M | 192 |3421 |5340 |2162 |  51k|  1 |  44k|8476 | 1.086575e+09 |      --      |    Inf |  26.04%
612.60/614.75	c   615s| 22400 | 13561 |  2906k| 115.4 |   460M | 192 |3421 |4997 |2163 |  51k|  1 |  44k|8481 | 1.086575e+09 |      --      |    Inf |  26.04%
613.40/615.53	c   616s| 22500 | 13615 |  2910k| 115.1 |   460M | 192 |3421 |5119 |2166 |  51k|  1 |  44k|8481 | 1.086575e+09 |      --      |    Inf |  26.04%
614.50/616.63	c   617s| 22600 | 13665 |  2917k| 114.9 |   460M | 192 |3421 |5241 |2170 |  51k|  1 |  45k|8486 | 1.086575e+09 |      --      |    Inf |  26.04%
616.59/618.77	c   619s| 22700 | 13709 |  2928k| 114.9 |   460M | 192 |3421 |5314 |2161 |  51k|  0 |  45k|8529 | 1.086575e+09 |      --      |    Inf |  26.04%
619.08/621.22	c   621s| 22800 | 13756 |  2941k| 115.0 |   460M | 192 |3421 |5348 |2168 |  51k|  1 |  46k|8566 | 1.086575e+09 |      --      |    Inf |  26.04%
619.89/622.10	c   622s| 22900 | 13798 |  2945k| 114.7 |   460M | 192 |3421 |5277 |2161 |  51k|  1 |  46k|8581 | 1.086575e+09 |      --      |    Inf |  26.04%
621.88/624.02	c   624s| 23000 | 13858 |  2956k| 114.6 |   460M | 192 |3421 |5283 |2165 |  51k|  2 |  46k|8607 | 1.086575e+09 |      --      |    Inf |  26.04%
623.56/625.74	c   626s| 23100 | 13906 |  2965k| 114.5 |   461M | 192 |3421 |5115 |2164 |  51k|  1 |  46k|8635 | 1.086575e+09 |      --      |    Inf |  26.04%
624.87/627.08	c   627s| 23200 | 13981 |  2975k| 114.5 |   461M | 192 |3421 |5183 |2166 |  51k|  1 |  46k|8642 | 1.086575e+09 |      --      |    Inf |  26.04%
626.16/628.30	c   628s| 23300 | 14003 |  2982k| 114.3 |   462M | 204 |3421 |5420 |2185 |  51k|  1 |  47k|8642 | 1.086575e+09 |      --      |    Inf |  26.04%
627.54/629.77	c   630s| 23400 | 14053 |  2990k| 114.2 |   462M | 221 |3421 |5419 |2168 |  51k|  0 |  47k|8657 | 1.086575e+09 |      --      |    Inf |  26.04%
628.95/631.16	c   631s| 23500 | 14093 |  2998k| 114.0 |   463M | 221 |3421 |5398 |2163 |  51k|  1 |  47k|8662 | 1.086575e+09 |      --      |    Inf |  26.04%
631.03/633.27	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
631.03/633.27	c   633s| 23600 | 14149 |  3012k| 114.1 |   463M | 221 |3421 |5444 |2168 |  51k|  0 |  47k|8672 | 1.086575e+09 |      --      |    Inf |  26.04%
634.32/636.52	c   637s| 23700 | 14179 |  3034k| 114.5 |   464M | 221 |3421 |5501 |2165 |  51k|  1 |  47k|8672 | 1.086575e+09 |      --      |    Inf |  26.04%
636.61/638.86	c   639s| 23800 | 14221 |  3050k| 114.7 |   465M | 221 |3421 |5568 |2166 |  51k|  1 |  48k|8672 | 1.086575e+09 |      --      |    Inf |  26.04%
638.92/641.16	c   641s| 23900 | 14237 |  3067k| 114.9 |   465M | 221 |3421 |5623 |2175 |  51k|  0 |  48k|8672 | 1.086575e+09 |      --      |    Inf |  26.04%
645.39/647.69	c   648s| 24000 | 14257 |  3078k| 114.9 |   466M | 233 |3421 |5216 |2165 |  51k|  1 |  48k|8954 | 1.086575e+09 |      --      |    Inf |  26.04%
646.80/649.04	c   649s| 24100 | 14293 |  3087k| 114.8 |   466M | 233 |3421 |5284 |2178 |  51k|  0 |  48k|8954 | 1.086575e+09 |      --      |    Inf |  26.04%
648.68/650.96	c   651s| 24200 | 14311 |  3097k| 114.8 |   466M | 233 |3421 |5380 |2169 |  51k|  1 |  48k|8954 | 1.086575e+09 |      --      |    Inf |  26.04%
649.38/651.69	c   652s| 24300 | 14377 |  3101k| 114.5 |   466M | 233 |3421 |5406 |2176 |  51k|  1 |  48k|8954 | 1.086575e+09 |      --      |    Inf |  26.04%
650.27/652.58	c   653s| 24400 | 14453 |  3106k| 114.2 |   466M | 233 |3421 |5358 |2178 |  51k|  1 |  48k|8954 | 1.086575e+09 |      --      |    Inf |  26.04%
652.67/654.92	c   655s| 24500 | 14525 |  3113k| 114.0 |   466M | 255 |3421 |5247 |2168 |  51k|  1 |  48k|9039 | 1.086575e+09 |      --      |    Inf |  26.04%
653.46/655.75	c   656s| 24600 | 14587 |  3117k| 113.8 |   467M | 255 |3421 |5277 |2178 |  51k|  0 |  48k|9039 | 1.086575e+09 |      --      |    Inf |  26.04%
654.16/656.49	c   656s| 24700 | 14595 |  3120k| 113.5 |   468M | 278 |3421 |5415 |2178 |  51k|  1 |  48k|9039 | 1.086575e+09 |      --      |    Inf |  26.04%
658.04/660.31	c   660s| 24800 | 14641 |  3145k| 114.0 |   470M | 287 |3421 |5316 |2164 |  51k|  1 |  49k|9048 | 1.086575e+09 |      --      |    Inf |  26.04%
658.34/660.66	o 1155006460
658.34/660.66	c r 661s| 24846 | 14433 |  3147k| 113.9 |simplero| 287 |3421 |5328 |2164 |  51k|  0 |  49k|9051 | 1.086575e+09 | 1.155006e+09 |   6.30%|   9.55%
658.44/660.72	o 1140850688
658.44/660.73	c i 661s| 24846 | 14319 |  3148k| 113.9 |  oneopt| 287 |3421 |5327 |2164 |  51k|  1 |  49k|9051 | 1.086575e+09 | 1.140851e+09 |   5.00%|   9.55%
659.04/661.35	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
659.04/661.35	c   661s| 24900 | 14348 |  3151k| 113.8 |   472M | 287 |3421 |5154 |2168 |  51k|  0 |  49k|9053 | 1.086575e+09 | 1.140851e+09 |   5.00%|   9.55%
660.53/662.87	c   663s| 25000 | 14388 |  3162k| 113.7 |   472M | 287 |3421 |5318 |2174 |  51k|  1 |  49k|9053 | 1.086575e+09 | 1.140851e+09 |   5.00%|   9.55%
661.74/664.07	o 1088421888
661.84/664.13	c L 664s| 25065 |  7144 |  3169k| 113.8 |    rins| 287 |3421 |5405 |2162 |  51k|  1 |  49k|9054 | 1.086575e+09 | 1.088422e+09 |   0.17%|  14.96%
662.13/664.42	c   664s| 25100 |  7173 |  3171k| 113.7 |   472M | 287 |3421 |5128 |2164 |  51k|  1 |  49k|9056 | 1.086575e+09 | 1.088422e+09 |   0.17%|  14.96%
663.12/665.41	c   665s| 25200 |  7249 |  3176k| 113.4 |   472M | 287 |3421 |5123 |2164 |  51k|  0 |  49k|9064 | 1.086575e+09 | 1.088422e+09 |   0.17%|  14.97%
663.62/666.00	o 1087881216
663.73/666.03	c L 666s| 25265 |  4309 |  3179k| 113.3 |    rins| 287 |3421 |5115 |2166 |  51k|  1 |  49k|9064 | 1.086575e+09 | 1.087881e+09 |   0.12%|  15.26%
663.92/666.26	c   666s| 25300 |  4320 |  3181k| 113.2 |   473M | 287 |3421 |4964 |2164 |  51k|  1 |  49k|9064 | 1.086575e+09 | 1.087881e+09 |   0.12%|  15.26%
664.73/667.01	c   667s| 25400 |  4368 |  3184k| 112.9 |   473M | 287 |3421 |4986 |2164 |  51k|  1 |  49k|9064 | 1.086575e+09 | 1.087881e+09 |   0.12%|  15.26%
665.42/667.73	o 1087389696
665.42/667.75	c L 668s| 25465 |  2398 |  3188k| 112.8 |    rins| 287 |3421 |4983 |2164 |  51k|  1 |  50k|9064 | 1.086575e+09 | 1.087390e+09 |   0.08%|  17.12%
665.62/667.96	c   668s| 25500 |  2407 |  3189k| 112.7 |   473M | 287 |3421 |4839 |2164 |  51k|  0 |  50k|9064 | 1.086575e+09 | 1.087390e+09 |   0.08%|  17.12%
665.73/668.04	o 1087385600
665.73/668.04	c * 668s| 25510 |  2341 |  3189k| 112.6 |    LP  | 287 |3421 |4839 |2169 |  51k|  3 |  50k|9064 | 1.086575e+09 | 1.087386e+09 |   0.07%|  17.12%
669.90/672.27	c   672s| 25600 |  2369 |  3199k| 112.6 |   473M | 287 |3421 |4990 |2165 |  51k|  1 |  50k|9219 | 1.086575e+09 | 1.087386e+09 |   0.07%|  17.13%
671.50/673.88	c   674s| 25700 |  2421 |  3209k| 112.6 |   474M | 287 |3421 |4977 |2171 |  51k|  2 |  50k|9225 | 1.086575e+09 | 1.087386e+09 |   0.07%|  17.13%
672.60/675.00	c   675s| 25800 |  2435 |  3213k| 112.3 |   474M | 287 |3421 |5152 |2168 |  51k|  0 |  50k|9225 | 1.086575e+09 | 1.087386e+09 |   0.07%|  17.13%
673.00/675.33	o 1087372288
673.00/675.34	c * 675s| 25837 |  2148 |  3214k| 112.2 |    LP  | 287 |3421 |5225 |2168 |  51k|  1 |  50k|9225 | 1.086575e+09 | 1.087372e+09 |   0.07%|  17.24%
673.71/676.07	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
673.71/676.07	c   676s| 25900 |  2175 |  3217k| 112.0 |   474M | 287 |3421 |4832 |2164 |  51k|  1 |  50k|9249 | 1.086575e+09 | 1.087372e+09 |   0.07%|  17.24%
677.58/679.99	o 1087361024
677.58/680.00	c * 680s| 25985 |  2048 |  3231k| 112.2 |    LP  | 287 |3421 |4520 |2164 |  51k|  1 |  51k|9367 | 1.086576e+09 | 1.087361e+09 |   0.07%|  17.25%
677.69/680.10	c   680s| 26000 |  2059 |  3231k| 112.2 |   474M | 287 |3421 |4479 |2163 |  51k|  1 |  51k|9367 | 1.086576e+09 | 1.087361e+09 |   0.07%|  17.25%
681.97/684.32	c   684s| 26100 |  2089 |  3246k| 112.3 |   474M | 287 |3421 |4402 |2164 |  52k|  2 |  51k|9456 | 1.086576e+09 | 1.087361e+09 |   0.07%|  17.26%
682.97/685.37	o 1087348736
682.97/685.37	c * 685s| 26196 |  2010 |  3251k| 112.1 |    LP  | 287 |3421 |4406 |2164 |  52k|  1 |  51k|9458 | 1.086576e+09 | 1.087349e+09 |   0.07%|  17.26%
683.07/685.43	c   685s| 26200 |  2010 |  3252k| 112.1 |   475M | 287 |3421 |4388 |2162 |  52k|  0 |  51k|9458 | 1.086576e+09 | 1.087349e+09 |   0.07%|  17.26%
685.67/688.02	c   688s| 26300 |  2058 |  3260k| 112.0 |   475M | 287 |3421 |4358 |2163 |  52k|  1 |  51k|9526 | 1.086576e+09 | 1.087349e+09 |   0.07%|  17.26%
685.96/688.35	o 1087340544
685.96/688.35	c * 688s| 26330 |  1950 |  3262k| 111.9 |    LP  | 287 |3421 |4382 |2163 |  52k|  1 |  51k|9526 | 1.086576e+09 | 1.087341e+09 |   0.07%|  17.26%
687.76/690.15	c   690s| 26400 |  1992 |  3270k| 112.0 |   475M | 287 |3421 |4372 |2171 |  52k|  1 |  51k|9562 | 1.086576e+09 | 1.087341e+09 |   0.07%|  17.26%
692.24/694.60	c   695s| 26500 |  2044 |  3292k| 112.3 |   475M | 287 |3421 |4256 |2043 |  52k|  1 |  51k|9618 | 1.086577e+09 | 1.087341e+09 |   0.07%|  17.27%
693.14/695.56	o 1087279104
693.14/695.56	c L 696s| 26571 |  1728 |  3295k| 112.2 |    rins| 287 |3421 |4276 |2163 |  52k|  1 |  51k|9629 | 1.086577e+09 | 1.087279e+09 |   0.06%|  17.35%
693.34/695.76	c   696s| 26600 |  1734 |  3295k| 112.1 |   475M | 287 |3421 |4244 |2164 |  52k|  1 |  51k|9635 | 1.086577e+09 | 1.087279e+09 |   0.06%|  17.35%
695.74/698.19	c   698s| 26700 |  1767 |  3307k| 112.1 |   475M | 287 |3421 |4093 |2128 |  52k|  0 |  51k|9676 | 1.086578e+09 | 1.087279e+09 |   0.06%|  17.36%
698.03/700.49	c   700s| 26800 |  1805 |  3313k| 111.9 |   476M | 287 |3421 |4006 |2113 |  52k|  1 |  51k|9744 | 1.086578e+09 | 1.087279e+09 |   0.06%|  17.38%
701.52/703.97	c   704s| 26900 |  1856 |  3335k| 112.3 |   476M | 287 |3421 |4109 |2123 |  52k|  1 |  52k|9767 | 1.086578e+09 | 1.087279e+09 |   0.06%|  17.38%
704.62/707.02	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
704.62/707.02	c   707s| 27000 |  1904 |  3348k| 112.3 |   476M | 287 |3421 |4150 |2125 |  52k|  1 |  52k|9813 | 1.086578e+09 | 1.087279e+09 |   0.06%|  17.38%
707.00/709.46	c   709s| 27100 |  1910 |  3363k| 112.5 |   476M | 287 |3421 |4170 |2112 |  53k|  1 |  52k|9815 | 1.086578e+09 | 1.087279e+09 |   0.06%|  17.38%
713.78/716.26	c   716s| 27200 |  1954 |  3405k| 113.5 |   476M | 287 |3421 |4241 |2124 |  53k|  0 |  52k|9845 | 1.086579e+09 | 1.087279e+09 |   0.06%|  17.38%
716.48/719.01	c   719s| 27300 |  1993 |  3421k| 113.7 |   476M | 287 |3421 |4249 |2137 |  53k|  1 |  52k|9869 | 1.086579e+09 | 1.087279e+09 |   0.06%|  17.38%
719.58/722.07	c   722s| 27400 |  2030 |  3438k| 113.9 |   476M | 287 |3421 |4192 |2135 |  53k|  1 |  53k|9890 | 1.086579e+09 | 1.087279e+09 |   0.06%|  17.39%
721.06/723.54	c   724s| 27500 |  2066 |  3447k| 113.8 |   476M | 287 |3421 |4362 |2135 |  53k|  1 |  53k|9890 | 1.086579e+09 | 1.087279e+09 |   0.06%|  17.39%
721.76/724.22	o 1087273984
721.76/724.23	c r 724s| 27551 |  1861 |  3450k| 113.7 |randroun| 287 |3421 |4475 |2139 |  53k|  2 |  53k|9890 | 1.086579e+09 | 1.087274e+09 |   0.06%|  17.39%
722.86/725.32	c   725s| 27600 |  1882 |  3454k| 113.6 |   477M | 287 |3421 |4367 |2166 |  53k|  1 |  53k|9908 | 1.086579e+09 | 1.087274e+09 |   0.06%|  17.39%
724.45/726.99	c   727s| 27700 |  1928 |  3465k| 113.6 |   477M | 287 |3421 |4473 |2172 |  53k|  0 |  53k|9910 | 1.086579e+09 | 1.087274e+09 |   0.06%|  17.39%
724.67/727.18	o 1087265792
724.67/727.19	c * 727s| 27712 |  1858 |  3466k| 113.6 |    LP  | 287 |3421 |4491 |2172 |  53k|  1 |  53k|9910 | 1.086579e+09 | 1.087266e+09 |   0.06%|  17.43%
726.05/728.59	c   729s| 27800 |  1902 |  3475k| 113.6 |   477M | 287 |3421 |4526 |2170 |  53k|  0 |  53k|9921 | 1.086579e+09 | 1.087266e+09 |   0.06%|  17.43%
726.56/729.09	o 1087256576
726.56/729.09	c r 729s| 27846 |  1817 |  3478k| 113.5 |shifting| 287 |3421 |4613 |2170 |  53k|  0 |  53k|9921 | 1.086579e+09 | 1.087257e+09 |   0.06%|  17.43%
726.66/729.13	o 1087255552
726.66/729.13	c * 729s| 27850 |  1793 |  3478k| 113.5 |    LP  | 287 |3421 |4436 |2168 |  53k|  1 |  53k|9921 | 1.086579e+09 | 1.087256e+09 |   0.06%|  17.43%
727.84/730.37	c   730s| 27900 |  1815 |  3483k| 113.5 |   477M | 287 |3421 |4220 |2092 |  53k|  1 |  53k|9952 | 1.086579e+09 | 1.087256e+09 |   0.06%|  17.46%
730.44/732.93	c   733s| 28000 |  1847 |  3491k| 113.4 |   477M | 287 |3421 |4090 |2150 |  54k|  3 |  54k|  10k| 1.086579e+09 | 1.087256e+09 |   0.06%|  17.47%
733.03/735.52	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
733.03/735.52	c   736s| 28100 |  1900 |  3503k| 113.4 |   477M | 287 |3421 |4029 |2117 |  54k|  1 |  54k|  10k| 1.086579e+09 | 1.087256e+09 |   0.06%|  17.48%
734.92/737.46	c   737s| 28200 |  1931 |  3516k| 113.4 |   477M | 287 |3421 |4082 |2100 |  54k|  1 |  54k|  10k| 1.086579e+09 | 1.087256e+09 |   0.06%|  17.48%
738.11/740.61	c   741s| 28300 |  1971 |  3537k| 113.7 |   477M | 287 |3421 |4185 |2127 |  54k|  0 |  54k|  10k| 1.086579e+09 | 1.087256e+09 |   0.06%|  17.48%
740.90/743.46	c   743s| 28400 |  2021 |  3556k| 114.0 |   477M | 287 |3421 |4311 |2149 |  55k|  1 |  54k|  10k| 1.086579e+09 | 1.087256e+09 |   0.06%|  17.48%
742.80/745.39	c   745s| 28500 |  2065 |  3567k| 114.0 |   477M | 287 |3421 |4436 |2161 |  55k|  1 |  54k|  10k| 1.086579e+09 | 1.087256e+09 |   0.06%|  17.48%
744.29/746.89	c   747s| 28600 |  2093 |  3577k| 113.9 |   478M | 287 |3421 |4530 |   0 |  55k|  0 |  54k|  10k| 1.086579e+09 | 1.087256e+09 |   0.06%|  17.48%
746.29/748.83	c   749s| 28700 |  2151 |  3587k| 113.9 |   478M | 287 |3421 |4140 |2083 |  55k|  0 |  54k|  10k| 1.086580e+09 | 1.087256e+09 |   0.06%|  17.49%
747.50/750.04	c   750s| 28800 |  2193 |  3593k| 113.7 |   478M | 287 |3421 |4186 |2172 |  55k|  0 |  55k|  10k| 1.086580e+09 | 1.087256e+09 |   0.06%|  17.49%
748.08/750.69	c   751s| 28900 |  2263 |  3596k| 113.5 |   479M | 287 |3421 |4220 |2171 |  55k|  1 |  55k|  10k| 1.086580e+09 | 1.087256e+09 |   0.06%|  17.49%
748.88/751.48	c   751s| 29000 |  2303 |  3600k| 113.2 |   481M | 327 |3421 |4248 |2171 |  55k|  1 |  55k|  10k| 1.086580e+09 | 1.087256e+09 |   0.06%|  17.49%
749.68/752.22	c   752s| 29100 |  2363 |  3603k| 113.0 |   481M | 394 |3421 |4181 |2171 |  55k|  1 |  55k|  10k| 1.086580e+09 | 1.087256e+09 |   0.06%|  17.49%
750.18/752.75	c   753s| 29200 |  2438 |  3606k| 112.7 |   482M | 394 |3421 |4190 |2174 |  55k|  1 |  55k|  10k| 1.086580e+09 | 1.087256e+09 |   0.06%|  17.49%
750.67/753.27	c   753s| 29300 |  2514 |  3607k| 112.4 |   483M | 407 |3421 |4203 |2171 |  55k|  1 |  55k|  10k| 1.086580e+09 | 1.087256e+09 |   0.06%|  17.49%
750.97/753.58	c   754s| 29400 |  2610 |  3608k| 112.0 |   483M | 473 |3421 |4197 |2171 |  55k|  1 |  55k|  10k| 1.086580e+09 | 1.087256e+09 |   0.06%|  17.49%
751.37/753.95	c   754s| 29500 |  2696 |  3609k| 111.7 |   484M | 473 |3421 |4197 |2171 |  55k|  1 |  55k|  10k| 1.086580e+09 | 1.087256e+09 |   0.06%|  17.49%
751.77/754.35	o 1087242240
751.77/754.36	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
751.77/754.36	c r 754s| 29590 |  1951 |  3610k| 111.4 |shifting| 545 |3421 |4207 |2171 |  55k|  0 |  55k|  10k| 1.086580e+09 | 1.087242e+09 |   0.06%|  17.50%
752.07/754.60	c   755s| 29600 |  1957 |  3611k| 111.4 |   487M | 545 |3421 |4060 |2044 |  55k|  0 |  55k|  10k| 1.086580e+09 | 1.087242e+09 |   0.06%|  17.50%
755.16/757.78	c   758s| 29700 |  1985 |  3633k| 111.7 |   487M | 545 |3421 |4124 |2132 |  55k|  2 |  55k|  10k| 1.086580e+09 | 1.087242e+09 |   0.06%|  17.50%
758.25/760.81	c   761s| 29800 |  2031 |  3649k| 111.9 |   487M | 545 |3421 |4062 |2113 |  55k|  1 |  55k|  10k| 1.086581e+09 | 1.087242e+09 |   0.06%|  17.51%
760.34/762.96	c   763s| 29900 |  2064 |  3660k| 111.9 |   487M | 545 |3421 |4085 |   0 |  55k|  0 |  55k|  10k| 1.086582e+09 | 1.087242e+09 |   0.06%|  17.52%
761.45/764.05	c   764s| 30000 |  2106 |  3666k| 111.7 |   487M | 545 |3421 |4114 |2141 |  55k|  1 |  56k|  10k| 1.086582e+09 | 1.087242e+09 |   0.06%|  17.52%
762.64/765.24	c   765s| 30100 |  2139 |  3672k| 111.6 |   488M | 545 |3421 |4061 |2158 |  55k|  0 |  56k|  10k| 1.086582e+09 | 1.087242e+09 |   0.06%|  17.52%
765.13/767.75	c   768s| 30200 |  2185 |  3684k| 111.6 |   489M | 545 |3421 |3883 |2042 |  56k|  1 |  56k|  10k| 1.086582e+09 | 1.087242e+09 |   0.06%|  17.55%
767.32/769.96	c   770s| 30300 |  2226 |  3698k| 111.7 |   489M | 545 |3421 |3799 |2148 |  56k|  0 |  56k|  10k| 1.086583e+09 | 1.087242e+09 |   0.06%|  17.55%
767.82/770.44	c   770s| 30400 |  2308 |  3701k| 111.4 |   489M | 545 |3421 |3825 |2148 |  56k|  1 |  56k|  10k| 1.086583e+09 | 1.087242e+09 |   0.06%|  17.55%
767.92/770.56	o 1087225348
767.92/770.56	c r 771s| 30446 |  2253 |  3701k| 111.3 |simplero| 545 |3421 |3824 |2148 |  56k|  0 |  56k|  10k| 1.086583e+09 | 1.087225e+09 |   0.06%|  17.56%
767.92/770.57	o 1087225344
767.92/770.57	c i 771s| 30446 |  2253 |  3701k| 111.3 |  oneopt| 545 |3421 |3824 |2148 |  56k|  2 |  56k|  10k| 1.086583e+09 | 1.087225e+09 |   0.06%|  17.56%
768.02/770.60	o 1087224832
768.02/770.60	c * 771s| 30451 |  2005 |  3701k| 111.2 |    LP  | 545 |3421 |3824 |2148 |  56k|  1 |  56k|  10k| 1.086583e+09 | 1.087225e+09 |   0.06%|  17.56%
768.32/770.93	c   771s| 30500 |  2014 |  3702k| 111.1 |   489M | 545 |3421 |3804 |2122 |  56k|  1 |  56k|  10k| 1.086583e+09 | 1.087225e+09 |   0.06%|  17.56%
769.22/771.84	c   772s| 30600 |  2030 |  3706k| 110.9 |   489M | 545 |3421 |3844 |2082 |  56k|  0 |  56k|  10k| 1.086583e+09 | 1.087225e+09 |   0.06%|  17.57%
770.53/773.15	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
770.53/773.15	c   773s| 30700 |  2050 |  3711k| 110.7 |   489M | 545 |3421 |3749 |2081 |  56k|  0 |  56k|  10k| 1.086584e+09 | 1.087225e+09 |   0.06%|  17.57%
772.71/775.34	c   775s| 30800 |  2098 |  3719k| 110.6 |   489M | 545 |3421 |3722 |2123 |  56k|  1 |  56k|  10k| 1.086585e+09 | 1.087225e+09 |   0.06%|  17.59%
774.61/777.22	c   777s| 30900 |  2128 |  3729k| 110.6 |   490M | 545 |3421 |3735 |   0 |  57k|  0 |  56k|  10k| 1.086585e+09 | 1.087225e+09 |   0.06%|  17.59%
775.52/778.12	o 1087216784
775.52/778.12	c r 778s| 30983 |  2115 |  3733k| 110.4 |simplero| 545 |3421 |3744 |2123 |  57k|  0 |  56k|  10k| 1.086585e+09 | 1.087217e+09 |   0.06%|  17.60%
775.52/778.13	o 1087213568
775.52/778.13	c * 778s| 30983 |  2066 |  3733k| 110.4 |    LP  | 545 |3421 |3739 |2123 |  57k|  3 |  56k|  10k| 1.086585e+09 | 1.087214e+09 |   0.06%|  17.60%
775.60/778.28	c   778s| 31000 |  2073 |  3733k| 110.4 |   490M | 545 |3421 |3728 |2100 |  57k|  1 |  56k|  10k| 1.086585e+09 | 1.087214e+09 |   0.06%|  17.60%
776.41/779.05	c   779s| 31100 |  2099 |  3736k| 110.1 |   490M | 545 |3421 |3757 |2136 |  57k|  1 |  56k|  10k| 1.086585e+09 | 1.087214e+09 |   0.06%|  17.60%
778.19/780.84	c   781s| 31200 |  2123 |  3742k| 110.0 |   490M | 545 |3421 |3691 |2164 |  57k|  0 |  56k|  10k| 1.086585e+09 | 1.087214e+09 |   0.06%|  17.62%
780.40/783.02	c   783s| 31300 |  2161 |  3756k| 110.1 |   490M | 545 |3421 |3703 |2136 |  57k|  1 |  56k|  10k| 1.086585e+09 | 1.087214e+09 |   0.06%|  17.63%
782.49/785.19	c   785s| 31400 |  2203 |  3770k| 110.2 |   490M | 545 |3421 |3759 |2136 |  57k|  2 |  57k|  10k| 1.086586e+09 | 1.087214e+09 |   0.06%|  17.63%
785.48/788.12	c   788s| 31500 |  2236 |  3790k| 110.4 |   490M | 545 |3421 |3866 |2136 |  58k|  1 |  57k|  10k| 1.086586e+09 | 1.087214e+09 |   0.06%|  17.63%
786.97/789.60	c   790s| 31600 |  2269 |  3799k| 110.4 |   490M | 545 |3421 |3872 |2136 |  58k|  1 |  57k|  10k| 1.086586e+09 | 1.087214e+09 |   0.06%|  17.63%
787.38/790.06	o 1087209472
787.38/790.06	c r 790s| 31687 |  2142 |  3801k| 110.1 |shifting| 545 |3421 |3909 |2138 |  58k|  0 |  57k|  10k| 1.086586e+09 | 1.087209e+09 |   0.06%|  17.63%
788.07/790.70	c   791s| 31700 |  2147 |  3807k| 110.3 |   490M | 545 |3421 |3808 |2128 |  58k|  4 |  57k|  10k| 1.086586e+09 | 1.087209e+09 |   0.06%|  17.64%
789.96/792.69	c   793s| 31800 |  2199 |  3817k| 110.2 |   490M | 545 |3421 |3721 |2070 |  58k|  1 |  57k|  10k| 1.086586e+09 | 1.087209e+09 |   0.06%|  17.65%
791.16/793.80	o 1087205376
791.16/793.80	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
791.16/793.80	c * 794s| 31873 |  2162 |  3822k| 110.1 |    LP  | 545 |3421 |3760 |2131 |  58k|  1 |  57k|  10k| 1.086586e+09 | 1.087205e+09 |   0.06%|  17.67%
791.86/794.56	c   795s| 31900 |  2179 |  3824k| 110.1 |   490M | 545 |3421 |3749 |2156 |  58k| 10 |  57k|  10k| 1.086586e+09 | 1.087205e+09 |   0.06%|  17.67%
794.25/797.01	c   797s| 32000 |  2217 |  3835k| 110.1 |   490M | 545 |3421 |3764 |2107 |  59k|  8 |  57k|  10k| 1.086586e+09 | 1.087205e+09 |   0.06%|  17.70%
796.46/799.11	c   799s| 32100 |  2267 |  3844k| 110.1 |   491M | 545 |3421 |3729 |2101 |  59k|  4 |  57k|  10k| 1.086586e+09 | 1.087205e+09 |   0.06%|  17.75%
798.45/801.13	c   801s| 32200 |  2302 |  3852k| 110.0 |   491M | 545 |3421 |3698 |2090 |  59k|  2 |  57k|  10k| 1.086586e+09 | 1.087205e+09 |   0.06%|  17.85%
800.34/803.10	c   803s| 32300 |  2348 |  3860k| 109.9 |   491M | 545 |3421 |3657 |2101 |  60k|  1 |  57k|  10k| 1.086587e+09 | 1.087205e+09 |   0.06%|  17.90%
802.52/805.24	c   805s| 32400 |  2373 |  3872k| 109.9 |   491M | 545 |3421 |3635 |2132 |  60k|  1 |  57k|  10k| 1.086587e+09 | 1.087205e+09 |   0.06%|  18.04%
805.21/807.96	c   808s| 32500 |  2398 |  3885k| 110.0 |   491M | 545 |3421 |3616 |2112 |  61k|  2 |  57k|  10k| 1.086587e+09 | 1.087205e+09 |   0.06%|  18.20%
807.51/810.21	c   810s| 32600 |  2431 |  3896k| 110.0 |   491M | 545 |3421 |3587 |2033 |  61k|  2 |  57k|  10k| 1.086587e+09 | 1.087205e+09 |   0.06%|  18.24%
809.20/811.92	c   812s| 32700 |  2462 |  3902k| 109.8 |   492M | 545 |3421 |3568 |2139 |  62k|  0 |  57k|  10k| 1.086587e+09 | 1.087205e+09 |   0.06%|  18.26%
810.41/813.16	c   813s| 32800 |  2482 |  3908k| 109.7 |   492M | 545 |3421 |3594 |2164 |  62k|  1 |  57k|  10k| 1.086587e+09 | 1.087205e+09 |   0.06%|  18.26%
811.49/814.27	c   814s| 32900 |  2509 |  3913k| 109.5 |   492M | 545 |3421 |3592 |2207 |  62k|  0 |  57k|  10k| 1.086587e+09 | 1.087205e+09 |   0.06%|  18.27%
813.09/815.83	c   816s| 33000 |  2554 |  3921k| 109.4 |   492M | 545 |3421 |3609 |2172 |  62k|  5 |  57k|  10k| 1.086588e+09 | 1.087205e+09 |   0.06%|  18.27%
814.59/817.33	c   817s| 33100 |  2582 |  3927k| 109.3 |   492M | 545 |3421 |3610 |2173 |  62k|  0 |  58k|  10k| 1.086588e+09 | 1.087205e+09 |   0.06%|  18.27%
817.29/820.04	c   820s| 33200 |  2605 |  3940k| 109.3 |   492M | 545 |3421 |3580 |2137 |  63k|  1 |  58k|  10k| 1.086588e+09 | 1.087205e+09 |   0.06%|  18.28%
818.97/821.75	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
818.97/821.75	c   822s| 33300 |  2642 |  3950k| 109.3 |   492M | 545 |3421 |3577 |2080 |  63k|  2 |  58k|  10k| 1.086588e+09 | 1.087205e+09 |   0.06%|  18.28%
821.77/824.53	c   825s| 33400 |  2678 |  3961k| 109.3 |   492M | 545 |3421 |3583 |2070 |  64k|  3 |  58k|  10k| 1.086589e+09 | 1.087205e+09 |   0.06%|  18.30%
822.56/825.34	c   825s| 33500 |  2699 |  3964k| 109.1 |   492M | 545 |3421 |3579 |2149 |  64k|  0 |  58k|  10k| 1.086589e+09 | 1.087205e+09 |   0.06%|  18.30%
823.46/826.27	c   826s| 33600 |  2715 |  3967k| 108.9 |   492M | 545 |3421 |3597 |   0 |  64k|  0 |  58k|  10k| 1.086589e+09 | 1.087205e+09 |   0.06%|  18.30%
824.16/826.98	c   827s| 33700 |  2727 |  3969k| 108.6 |   492M | 545 |3421 |3630 |2150 |  64k|  0 |  58k|  10k| 1.086589e+09 | 1.087205e+09 |   0.06%|  18.30%
825.85/828.68	c   829s| 33800 |  2773 |  3976k| 108.5 |   492M | 545 |3421 |3599 |2173 |  64k|  2 |  58k|  10k| 1.086590e+09 | 1.087205e+09 |   0.06%|  18.31%
827.45/830.27	c   830s| 33900 |  2797 |  3982k| 108.4 |   492M | 545 |3421 |3592 |2153 |  64k|  1 |  58k|  10k| 1.086590e+09 | 1.087205e+09 |   0.06%|  18.70%
828.74/831.50	c   831s| 34000 |  2799 |  3986k| 108.2 |   492M | 545 |3421 |3574 |2093 |  64k|  0 |  58k|  10k| 1.086590e+09 | 1.087205e+09 |   0.06%|  18.71%
830.35/833.15	c   833s| 34100 |  2811 |  3993k| 108.1 |   492M | 545 |3421 |3557 |2159 |  64k|  0 |  58k|  10k| 1.086590e+09 | 1.087205e+09 |   0.06%|  18.71%
833.13/835.92	c   836s| 34200 |  2843 |  4006k| 108.1 |   492M | 545 |3421 |3568 |2156 |  65k|  1 |  58k|  10k| 1.086590e+09 | 1.087205e+09 |   0.06%|  18.71%
835.93/838.76	c   839s| 34300 |  2872 |  4019k| 108.2 |   492M | 545 |3421 |3561 |   0 |  65k|  0 |  58k|  10k| 1.086591e+09 | 1.087205e+09 |   0.06%|  18.71%
838.43/841.29	c   841s| 34400 |  2896 |  4030k| 108.2 |   493M | 545 |3421 |3593 |2119 |  65k|  4 |  58k|  10k| 1.086591e+09 | 1.087205e+09 |   0.06%|  18.71%
839.52/842.37	c   842s| 34500 |  2937 |  4034k| 108.0 |   493M | 545 |3421 |3603 |2120 |  66k|  0 |  58k|  10k| 1.086591e+09 | 1.087205e+09 |   0.06%|  18.71%
841.02/843.84	c   844s| 34600 |  2961 |  4038k| 107.8 |   493M | 545 |3421 |3647 |2129 |  66k|  0 |  58k|  10k| 1.086591e+09 | 1.087205e+09 |   0.06%|  18.72%
843.33/846.11	c   846s| 34700 |  3005 |  4052k| 107.9 |   493M | 545 |3421 |3751 |2131 |  66k|  1 |  58k|  10k| 1.086591e+09 | 1.087205e+09 |   0.06%|  18.72%
844.61/847.43	o 1087203328
844.61/847.44	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
844.61/847.44	c * 847s| 34721 |  2848 |  4056k| 108.0 |    LP  | 545 |3421 |3705 |2129 |  66k|  1 |  58k|  10k| 1.086591e+09 | 1.087203e+09 |   0.06%|  19.01%
845.22/848.04	c   848s| 34800 |  2869 |  4057k| 107.8 |   494M | 545 |3421 |3692 |2161 |  66k|  0 |  58k|  10k| 1.086591e+09 | 1.087203e+09 |   0.06%|  19.01%
849.59/852.48	c   852s| 34900 |  2907 |  4076k| 108.0 |   494M | 545 |3421 |3647 |2158 |  67k|  0 |  58k|  10k| 1.086591e+09 | 1.087203e+09 |   0.06%|  19.09%
851.59/854.42	c   854s| 35000 |  2926 |  4082k| 107.9 |   494M | 545 |3421 |3643 |2160 |  67k|  1 |  58k|  10k| 1.086592e+09 | 1.087203e+09 |   0.06%|  19.24%
853.88/856.70	c   857s| 35100 |  2954 |  4092k| 107.8 |   494M | 545 |3421 |3616 |2161 |  67k|  0 |  59k|  10k| 1.086592e+09 | 1.087203e+09 |   0.06%|  19.24%
856.19/859.09	c   859s| 35200 |  2977 |  4100k| 107.8 |   494M | 545 |3421 |3631 |2139 |  67k|  1 |  59k|  10k| 1.086592e+09 | 1.087203e+09 |   0.06%|  19.41%
858.47/861.35	c   861s| 35300 |  2993 |  4112k| 107.8 |   494M | 545 |3421 |3705 |2148 |  68k|  2 |  59k|  10k| 1.086592e+09 | 1.087203e+09 |   0.06%|  19.41%
862.46/865.35	c   865s| 35400 |  3021 |  4127k| 107.9 |   494M | 545 |3421 |3757 |2162 |  68k|  0 |  59k|  11k| 1.086592e+09 | 1.087203e+09 |   0.06%|  19.41%
865.85/868.74	c   869s| 35500 |  3051 |  4138k| 107.9 |   494M | 545 |3421 |3746 |2098 |  68k|  0 |  59k|  11k| 1.086592e+09 | 1.087203e+09 |   0.06%|  19.45%
866.16/869.04	o 1087200256
866.16/869.05	c * 869s| 35528 |  2969 |  4140k| 107.9 |    LP  | 545 |3421 |3765 |2122 |  68k|  1 |  59k|  11k| 1.086592e+09 | 1.087200e+09 |   0.06%|  19.45%
869.34/872.28	c   872s| 35600 |  2999 |  4154k| 108.0 |   494M | 545 |3421 |3830 |2096 |  68k|  2 |  59k|  11k| 1.086592e+09 | 1.087200e+09 |   0.06%|  19.50%
872.15/875.03	c   875s| 35700 |  3046 |  4167k| 108.1 |   494M | 545 |3421 |3810 |2084 |  69k|  1 |  59k|  11k| 1.086593e+09 | 1.087200e+09 |   0.06%|  19.51%
876.13/879.10	c   879s| 35800 |  3080 |  4182k| 108.2 |   494M | 545 |3421 |3809 |2057 |  70k|  3 |  59k|  11k| 1.086593e+09 | 1.087200e+09 |   0.06%|  19.72%
879.31/882.21	c   882s| 35900 |  3112 |  4195k| 108.3 |   495M | 545 |3421 |3750 |2096 |  70k|  1 |  59k|  11k| 1.086593e+09 | 1.087200e+09 |   0.06%|  19.79%
881.40/884.34	c   884s| 36000 |  3136 |  4204k| 108.2 |   495M | 545 |3421 |3821 |2143 |  70k|  1 |  59k|  11k| 1.086593e+09 | 1.087200e+09 |   0.06%|  19.79%
884.79/887.72	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
884.79/887.72	c   888s| 36100 |  3153 |  4219k| 108.3 |   495M | 545 |3421 |3812 |2143 |  71k|  1 |  60k|  11k| 1.086593e+09 | 1.087200e+09 |   0.06%|  19.80%
887.79/890.71	c   891s| 36200 |  3176 |  4233k| 108.4 |   495M | 545 |3421 |3763 |2149 |  71k|  0 |  60k|  11k| 1.086593e+09 | 1.087200e+09 |   0.06%|  19.82%
889.58/892.56	c   893s| 36300 |  3196 |  4240k| 108.3 |   495M | 545 |3421 |3762 |2170 |  71k| 10 |  60k|  11k| 1.086593e+09 | 1.087200e+09 |   0.06%|  19.82%
889.78/892.76	o 1087197184
889.78/892.77	c * 893s| 36341 |  3144 |  4241k| 108.2 |    LP  | 545 |3421 |3763 |2152 |  71k|  1 |  60k|  11k| 1.086593e+09 | 1.087197e+09 |   0.06%|  19.82%
891.97/894.91	c   895s| 36400 |  3163 |  4251k| 108.3 |   495M | 545 |3421 |3754 |2131 |  71k|  2 |  60k|  11k| 1.086593e+09 | 1.087197e+09 |   0.06%|  19.85%
894.77/897.73	c   898s| 36500 |  3187 |  4264k| 108.4 |   495M | 545 |3421 |3752 |2032 |  72k|  1 |  60k|  11k| 1.086593e+09 | 1.087197e+09 |   0.06%|  19.97%
898.56/901.55	c   902s| 36600 |  3226 |  4280k| 108.5 |   495M | 545 |3421 |3720 |2096 |  72k|  2 |  60k|  11k| 1.086594e+09 | 1.087197e+09 |   0.06%|  19.99%
903.24/906.26	c   906s| 36700 |  3258 |  4299k| 108.7 |   496M | 545 |3421 |3684 |2073 |  73k|  1 |  60k|  11k| 1.086594e+09 | 1.087197e+09 |   0.06%|  20.22%
905.74/908.70	c   909s| 36800 |  3274 |  4310k| 108.7 |   496M | 545 |3421 |3698 |2104 |  73k|  1 |  60k|  11k| 1.086594e+09 | 1.087197e+09 |   0.06%|  20.24%
908.93/911.99	c   912s| 36900 |  3296 |  4325k| 108.8 |   496M | 545 |3421 |3728 |2133 |  74k|  5 |  60k|  11k| 1.086594e+09 | 1.087197e+09 |   0.06%|  20.25%
913.41/916.42	c   916s| 37000 |  3326 |  4343k| 109.0 |   496M | 545 |3421 |3709 |2135 |  75k|  2 |  60k|  11k| 1.086595e+09 | 1.087197e+09 |   0.06%|  20.33%
915.71/918.74	c   919s| 37100 |  3354 |  4352k| 109.0 |   497M | 545 |3421 |3681 |2125 |  75k|  1 |  60k|  12k| 1.086595e+09 | 1.087197e+09 |   0.06%|  20.37%
919.50/922.58	c   923s| 37200 |  3382 |  4370k| 109.1 |   497M | 545 |3421 |3658 |2117 |  76k|  1 |  60k|  12k| 1.086595e+09 | 1.087197e+09 |   0.06%|  20.52%
922.39/925.44	c   925s| 37300 |  3406 |  4383k| 109.2 |   497M | 545 |3421 |3647 |2104 |  76k|  1 |  60k|  12k| 1.086595e+09 | 1.087197e+09 |   0.06%|  20.55%
924.99/928.05	c   928s| 37400 |  3427 |  4394k| 109.2 |   497M | 545 |3421 |3644 |2148 |  77k|  7 |  60k|  12k| 1.086595e+09 | 1.087197e+09 |   0.06%|  20.56%
927.77/930.84	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
927.77/930.84	c   931s| 37500 |  3457 |  4405k| 109.2 |   497M | 545 |3421 |3668 |2096 |  78k|  1 |  60k|  12k| 1.086595e+09 | 1.087197e+09 |   0.06%|  20.59%
930.86/933.90	c   934s| 37600 |  3469 |  4417k| 109.2 |   497M | 545 |3421 |3718 |2132 |  78k|  2 |  60k|  12k| 1.086595e+09 | 1.087197e+09 |   0.06%|  20.61%
933.45/936.60	c   937s| 37700 |  3494 |  4428k| 109.2 |   497M | 545 |3421 |3709 |2073 |  79k|  1 |  60k|  12k| 1.086595e+09 | 1.087197e+09 |   0.06%|  20.69%
935.06/938.14	c   938s| 37800 |  3526 |  4434k| 109.1 |   497M | 545 |3421 |3712 |2125 |  79k|  1 |  60k|  12k| 1.086595e+09 | 1.087197e+09 |   0.06%|  20.71%
937.05/940.12	c   940s| 37900 |  3525 |  4446k| 109.1 |   498M | 545 |3421 |3749 |2131 |  80k|  1 |  61k|  12k| 1.086595e+09 | 1.087197e+09 |   0.06%|  20.71%
939.44/942.58	c   943s| 38000 |  3549 |  4459k| 109.2 |   498M | 545 |3421 |3729 |2131 |  80k|  1 |  61k|  12k| 1.086596e+09 | 1.087197e+09 |   0.06%|  20.79%
940.43/943.51	o 1087194112
940.43/943.51	c * 944s| 38040 |  3499 |  4466k| 109.3 |    LP  | 545 |3421 |3788 |2132 |  80k|  1 |  61k|  12k| 1.086596e+09 | 1.087194e+09 |   0.06%|  20.79%
942.04/945.11	c   945s| 38100 |  3509 |  4476k| 109.3 |   498M | 545 |3421 |3751 |2103 |  80k|  0 |  61k|  12k| 1.086596e+09 | 1.087194e+09 |   0.06%|  20.81%
947.02/950.14	c   950s| 38200 |  3523 |  4500k| 109.7 |   498M | 545 |3421 |3709 |2164 |  81k|  6 |  61k|  12k| 1.086596e+09 | 1.087194e+09 |   0.06%|  20.87%
949.92/953.10	c   953s| 38300 |  3553 |  4515k| 109.8 |   498M | 545 |3421 |3653 |2024 |  82k|  2 |  61k|  12k| 1.086596e+09 | 1.087194e+09 |   0.06%|  20.92%
951.80/954.97	c   955s| 38400 |  3579 |  4525k| 109.8 |   498M | 545 |3421 |3656 |2141 |  82k|  1 |  61k|  12k| 1.086596e+09 | 1.087194e+09 |   0.06%|  20.95%
954.49/957.66	c   958s| 38500 |  3594 |  4535k| 109.7 |   499M | 545 |3421 |3674 |2090 |  83k|  0 |  61k|  12k| 1.086597e+09 | 1.087194e+09 |   0.05%|  20.95%
957.58/960.78	c   961s| 38600 |  3610 |  4549k| 109.8 |   500M | 545 |3421 |3700 |2138 |  83k|  0 |  61k|  12k| 1.086597e+09 | 1.087194e+09 |   0.05%|  21.05%
959.58/962.77	c   963s| 38700 |  3624 |  4558k| 109.7 |   500M | 545 |3421 |3685 |2109 |  84k|  2 |  61k|  12k| 1.086597e+09 | 1.087194e+09 |   0.05%|  21.08%
962.27/965.44	c   965s| 38800 |  3649 |  4570k| 109.8 |   500M | 545 |3421 |3701 |2085 |  85k|  1 |  61k|  12k| 1.086597e+09 | 1.087194e+09 |   0.05%|  21.13%
964.66/967.85	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
964.66/967.85	c   968s| 38900 |  3657 |  4584k| 109.9 |   500M | 545 |3421 |3729 |   0 |  85k|  0 |  61k|  12k| 1.086597e+09 | 1.087194e+09 |   0.05%|  21.13%
967.26/970.41	c   970s| 39000 |  3680 |  4600k| 110.0 |   500M | 545 |3421 |3753 |2135 |  85k|  2 |  61k|  12k| 1.086597e+09 | 1.087194e+09 |   0.05%|  21.14%
969.25/972.44	c   972s| 39100 |  3695 |  4609k| 109.9 |   501M | 545 |3421 |3759 |2106 |  86k|  2 |  61k|  12k| 1.086597e+09 | 1.087194e+09 |   0.05%|  21.19%
971.74/974.97	c   975s| 39200 |  3721 |  4621k| 109.9 |   501M | 545 |3421 |3722 |2027 |  86k|  2 |  61k|  12k| 1.086598e+09 | 1.087194e+09 |   0.05%|  21.29%
974.44/977.69	c   978s| 39300 |  3747 |  4636k| 110.0 |   501M | 545 |3421 |3719 |2184 |  87k|  2 |  61k|  12k| 1.086598e+09 | 1.087194e+09 |   0.05%|  21.35%
976.33/979.53	c   980s| 39400 |  3757 |  4645k| 110.0 |   501M | 545 |3421 |3701 |2097 |  87k|  2 |  61k|  12k| 1.086598e+09 | 1.087194e+09 |   0.05%|  21.38%
978.32/981.53	c   982s| 39500 |  3774 |  4655k| 110.0 |   501M | 545 |3421 |3708 |2129 |  88k|  1 |  61k|  12k| 1.086598e+09 | 1.087194e+09 |   0.05%|  21.40%
980.93/984.16	c   984s| 39600 |  3792 |  4668k| 110.0 |   501M | 545 |3421 |3682 |2141 |  88k|  0 |  61k|  12k| 1.086598e+09 | 1.087194e+09 |   0.05%|  21.41%
986.00/989.23	c   989s| 39700 |  3819 |  4690k| 110.3 |   501M | 545 |3421 |3686 |2125 |  89k|  1 |  61k|  12k| 1.086599e+09 | 1.087194e+09 |   0.05%|  21.63%
988.69/991.94	c   992s| 39800 |  3837 |  4704k| 110.3 |   501M | 545 |3421 |3680 |2080 |  89k|  2 |  61k|  12k| 1.086599e+09 | 1.087194e+09 |   0.05%|  21.68%
991.68/994.96	c   995s| 39900 |  3855 |  4715k| 110.4 |   502M | 545 |3421 |3689 |2159 |  90k|  0 |  61k|  12k| 1.086599e+09 | 1.087194e+09 |   0.05%|  21.99%
993.28/996.55	c   997s| 40000 |  3876 |  4725k| 110.3 |   502M | 545 |3421 |3747 |2077 |  90k|  1 |  62k|  12k| 1.086599e+09 | 1.087194e+09 |   0.05%|  22.06%
995.27/998.52	c   999s| 40100 |  3896 |  4733k| 110.3 |   503M | 545 |3421 |3750 |2105 |  91k|  0 |  62k|  12k| 1.086599e+09 | 1.087194e+09 |   0.05%|  22.10%
996.78/1000.03	c  1000s| 40200 |  3904 |  4739k| 110.1 |   503M | 545 |3421 |3761 |2087 |  91k|  1 |  62k|  12k| 1.086599e+09 | 1.087194e+09 |   0.05%|  22.10%
999.87/1003.18	c  1003s| 40300 |  3928 |  4754k| 110.2 |   503M | 545 |3421 |3748 |2065 |  92k|  1 |  62k|  12k| 1.086600e+09 | 1.087194e+09 |   0.05%|  22.12%
1001.55/1004.88	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1001.55/1004.88	c  1005s| 40400 |  3940 |  4763k| 110.2 |   503M | 545 |3421 |3773 |2138 |  92k|  1 |  62k|  12k| 1.086600e+09 | 1.087194e+09 |   0.05%|  22.15%
1004.34/1007.68	c  1008s| 40500 |  3964 |  4777k| 110.3 |   503M | 545 |3421 |3767 |2101 |  93k|  1 |  62k|  12k| 1.086600e+09 | 1.087194e+09 |   0.05%|  22.16%
1007.04/1010.32	c  1010s| 40600 |  3976 |  4791k| 110.3 |   504M | 545 |3421 |3788 |2133 |  93k|  0 |  62k|  12k| 1.086600e+09 | 1.087194e+09 |   0.05%|  22.19%
1009.13/1012.40	c  1012s| 40700 |  3998 |  4800k| 110.3 |   504M | 545 |3421 |3808 |2141 |  94k|  2 |  62k|  12k| 1.086600e+09 | 1.087194e+09 |   0.05%|  22.20%
1009.84/1013.13	c  1013s| 40800 |  4034 |  4803k| 110.1 |   504M | 545 |3421 |3850 |2174 |  94k|  1 |  62k|  12k| 1.086600e+09 | 1.087194e+09 |   0.05%|  22.20%
1009.93/1013.23	o 1087192064
1009.93/1013.24	c *1013s| 40816 |  4002 |  4803k| 110.1 |    LP  | 545 |3421 |3880 |2174 |  94k|  1 |  62k|  12k| 1.086600e+09 | 1.087192e+09 |   0.05%|  22.20%
1011.13/1014.45	o 1087188112
1011.13/1014.46	c r1014s| 40846 |  3952 |  4810k| 110.1 |simplero| 545 |3421 |3919 |2174 |  94k|  0 |  62k|  12k| 1.086600e+09 | 1.087188e+09 |   0.05%|  22.20%
1011.13/1014.46	o 1087187968
1011.13/1014.46	c *1014s| 40846 |  3926 |  4810k| 110.1 |    LP  | 545 |3421 |3919 |2174 |  94k|  2 |  62k|  12k| 1.086600e+09 | 1.087188e+09 |   0.05%|  22.20%
1012.33/1015.61	c  1016s| 40900 |  3932 |  4817k| 110.1 |   504M | 545 |3421 |3906 |   0 |  94k|  0 |  62k|  12k| 1.086600e+09 | 1.087188e+09 |   0.05%|  22.24%
1015.22/1018.57	c  1019s| 41000 |  3954 |  4832k| 110.3 |   504M | 545 |3421 |3889 |   0 |  95k|  0 |  62k|  12k| 1.086600e+09 | 1.087188e+09 |   0.05%|  22.30%
1017.72/1021.01	c  1021s| 41100 |  3989 |  4844k| 110.3 |   504M | 545 |3421 |3834 |2109 |  95k|  0 |  62k|  12k| 1.086600e+09 | 1.087188e+09 |   0.05%|  22.33%
1020.40/1023.77	c  1024s| 41200 |  3997 |  4859k| 110.4 |   504M | 545 |3421 |3778 |2111 |  96k|  0 |  62k|  12k| 1.086600e+09 | 1.087188e+09 |   0.05%|  22.48%
1022.99/1026.30	c  1026s| 41300 |  4009 |  4873k| 110.4 |   504M | 545 |3421 |3760 |2101 |  96k|  0 |  62k|  12k| 1.086600e+09 | 1.087188e+09 |   0.05%|  22.49%
1025.59/1028.90	c  1029s| 41400 |  4037 |  4887k| 110.5 |   505M | 545 |3421 |3755 |2105 |  97k|  0 |  62k|  12k| 1.086601e+09 | 1.087188e+09 |   0.05%|  22.50%
1027.28/1030.68	c  1031s| 41500 |  4049 |  4896k| 110.5 |   505M | 545 |3421 |3815 |2182 |  97k|  0 |  62k|  12k| 1.086601e+09 | 1.087188e+09 |   0.05%|  22.51%
1029.08/1032.46	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1029.08/1032.46	c  1032s| 41600 |  4061 |  4907k| 110.5 |   505M | 545 |3421 |3955 |2195 |  97k|  0 |  62k|  12k| 1.086601e+09 | 1.087188e+09 |   0.05%|  22.52%
1031.07/1034.43	c  1034s| 41700 |  4091 |  4918k| 110.4 |   505M | 545 |3421 |3854 |2117 |  98k|  2 |  62k|  12k| 1.086601e+09 | 1.087188e+09 |   0.05%|  22.53%
1033.26/1036.66	c  1037s| 41800 |  4105 |  4928k| 110.4 |   505M | 545 |3421 |3768 |2092 |  98k|  2 |  62k|  13k| 1.086601e+09 | 1.087188e+09 |   0.05%|  22.54%
1034.96/1038.38	c  1038s| 41900 |  4106 |  4936k| 110.4 |   505M | 545 |3421 |3801 |2159 |  98k|  0 |  63k|  13k| 1.086601e+09 | 1.087188e+09 |   0.05%|  22.54%
1037.05/1040.45	c  1040s| 42000 |  4129 |  4945k| 110.3 |   505M | 545 |3421 |3776 |2167 |  99k|  2 |  63k|  13k| 1.086601e+09 | 1.087188e+09 |   0.05%|  22.89%
1039.94/1043.34	c  1043s| 42100 |  4143 |  4953k| 110.3 |   508M | 545 |3421 |3792 |2161 |  99k|  2 |  63k|  13k| 1.086601e+09 | 1.087188e+09 |   0.05%|  22.89%
1042.14/1045.50	c  1045s| 42200 |  4166 |  4961k| 110.2 |   509M | 545 |3421 |3753 |2142 | 100k|  1 |  63k|  13k| 1.086601e+09 | 1.087188e+09 |   0.05%|  22.94%
1044.43/1047.82	c  1048s| 42300 |  4197 |  4972k| 110.2 |   509M | 545 |3421 |3738 |2135 | 100k|  2 |  63k|  13k| 1.086602e+09 | 1.087188e+09 |   0.05%|  22.94%
1046.23/1049.67	c  1050s| 42400 |  4209 |  4980k| 110.1 |   509M | 545 |3421 |3711 |2182 | 101k|  0 |  63k|  13k| 1.086602e+09 | 1.087188e+09 |   0.05%|  22.95%
1047.63/1051.09	c  1051s| 42500 |  4229 |  4986k| 110.0 |   509M | 545 |3421 |3707 |2112 | 101k|  2 |  63k|  13k| 1.086602e+09 | 1.087188e+09 |   0.05%|  22.95%
1049.22/1052.69	c  1053s| 42600 |  4232 |  4994k| 109.9 |   509M | 545 |3421 |3759 |   0 | 101k|  0 |  63k|  13k| 1.086602e+09 | 1.087188e+09 |   0.05%|  22.95%
1051.72/1055.17	c  1055s| 42700 |  4250 |  5009k| 110.0 |   509M | 545 |3421 |3793 |2107 | 101k|  2 |  63k|  13k| 1.086602e+09 | 1.087188e+09 |   0.05%|  22.96%
1053.51/1056.95	c  1057s| 42800 |  4257 |  5018k| 110.0 |   509M | 545 |3421 |3822 |2122 | 102k|  1 |  63k|  13k| 1.086602e+09 | 1.087188e+09 |   0.05%|  22.96%
1055.20/1058.62	c  1059s| 42900 |  4281 |  5026k| 109.9 |   509M | 545 |3421 |3764 |2144 | 102k|  0 |  63k|  13k| 1.086602e+09 | 1.087188e+09 |   0.05%|  22.99%
1057.39/1060.85	c  1061s| 43000 |  4303 |  5036k| 109.9 |   509M | 545 |3421 |3734 |2092 | 102k|  0 |  63k|  13k| 1.086602e+09 | 1.087188e+09 |   0.05%|  23.00%
1058.79/1062.23	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1058.79/1062.23	c  1062s| 43100 |  4312 |  5042k| 109.8 |   509M | 545 |3421 |3732 |2085 | 102k|  1 |  63k|  13k| 1.086602e+09 | 1.087188e+09 |   0.05%|  23.04%
1060.70/1064.13	c  1064s| 43200 |  4322 |  5050k| 109.7 |   510M | 545 |3421 |3764 |2093 | 103k|  1 |  63k|  13k| 1.086602e+09 | 1.087188e+09 |   0.05%|  23.04%
1062.69/1066.17	c  1066s| 43300 |  4330 |  5061k| 109.7 |   510M | 545 |3421 |3799 |2076 | 103k|  1 |  63k|  13k| 1.086602e+09 | 1.087188e+09 |   0.05%|  23.04%
1065.07/1068.58	c  1069s| 43400 |  4352 |  5073k| 109.7 |   510M | 545 |3421 |3764 |2159 | 104k|  6 |  63k|  13k| 1.086603e+09 | 1.087188e+09 |   0.05%|  23.14%
1066.47/1069.90	c  1070s| 43500 |  4368 |  5079k| 109.6 |   510M | 545 |3421 |3773 |2107 | 104k|  1 |  63k|  13k| 1.086603e+09 | 1.087188e+09 |   0.05%|  23.15%
1066.97/1070.43	c  1070s| 43600 |  4374 |  5080k| 109.4 |   510M | 545 |3421 |3812 |2153 | 104k|  1 |  63k|  13k| 1.086603e+09 | 1.087188e+09 |   0.05%|  23.15%
1068.57/1072.07	c  1072s| 43700 |  4402 |  5088k| 109.3 |   510M | 545 |3421 |3806 |2170 | 105k|  0 |  63k|  13k| 1.086603e+09 | 1.087188e+09 |   0.05%|  23.17%
1072.66/1076.17	c  1076s| 43800 |  4413 |  5111k| 109.6 |   510M | 545 |3421 |3890 |2166 | 105k|  0 |  63k|  13k| 1.086603e+09 | 1.087188e+09 |   0.05%|  23.18%
1075.04/1078.57	c  1079s| 43900 |  4447 |  5124k| 109.6 |   510M | 545 |3421 |3918 |2168 | 105k|  1 |  64k|  13k| 1.086603e+09 | 1.087188e+09 |   0.05%|  23.19%
1075.24/1078.80	o 1087184896
1075.34/1078.80	c *1079s| 43910 |  4383 |  5125k| 109.7 |    LP  | 545 |3421 |3938 |2168 | 105k|  1 |  64k|  13k| 1.086603e+09 | 1.087185e+09 |   0.05%|  23.19%
1076.74/1080.22	c  1080s| 44000 |  4401 |  5132k| 109.6 |   510M | 545 |3421 |3907 |2135 | 105k|  2 |  64k|  13k| 1.086603e+09 | 1.087185e+09 |   0.05%|  23.19%
1077.83/1081.32	c  1081s| 44100 |  4406 |  5136k| 109.4 |   510M | 545 |3421 |3957 |2138 | 106k|  0 |  64k|  13k| 1.086603e+09 | 1.087185e+09 |   0.05%|  23.20%
1079.42/1082.94	c  1083s| 44200 |  4414 |  5143k| 109.4 |   510M | 545 |3421 |3944 |2121 | 106k|  1 |  64k|  13k| 1.086603e+09 | 1.087185e+09 |   0.05%|  23.20%
1081.02/1084.56	c  1085s| 44300 |  4414 |  5154k| 109.3 |   510M | 545 |3421 |3985 |2132 | 106k|  2 |  64k|  13k| 1.086603e+09 | 1.087185e+09 |   0.05%|  23.20%
1083.63/1087.19	c  1087s| 44400 |  4416 |  5163k| 109.3 |   510M | 545 |3421 |3899 |2138 | 107k|  0 |  64k|  13k| 1.086603e+09 | 1.087185e+09 |   0.05%|  23.33%
1085.81/1089.30	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1085.81/1089.30	c  1089s| 44500 |  4436 |  5174k| 109.3 |   511M | 545 |3421 |3822 |2134 | 107k|  1 |  64k|  13k| 1.086603e+09 | 1.087185e+09 |   0.05%|  23.34%
1087.21/1090.80	c  1091s| 44600 |  4446 |  5182k| 109.2 |   511M | 545 |3421 |3803 |2094 | 107k|  2 |  64k|  13k| 1.086603e+09 | 1.087185e+09 |   0.05%|  23.37%
1089.30/1092.86	c  1093s| 44700 |  4470 |  5190k| 109.2 |   511M | 545 |3421 |3771 |2128 | 108k|  0 |  64k|  13k| 1.086604e+09 | 1.087185e+09 |   0.05%|  23.38%
1091.70/1095.25	c  1095s| 44800 |  4491 |  5204k| 109.2 |   511M | 545 |3421 |3718 |2174 | 108k|  0 |  64k|  13k| 1.086604e+09 | 1.087185e+09 |   0.05%|  23.40%
1095.19/1098.74	c  1099s| 44900 |  4513 |  5229k| 109.5 |   511M | 545 |3421 |3833 |2190 | 108k|  0 |  64k|  13k| 1.086604e+09 | 1.087185e+09 |   0.05%|  23.40%
1099.49/1103.04	c  1103s| 45000 |  4530 |  5254k| 109.8 |   511M | 545 |3421 |3752 |2046 | 109k|  0 |  64k|  13k| 1.086604e+09 | 1.087185e+09 |   0.05%|  23.46%
1103.06/1106.61	c  1107s| 45100 |  4566 |  5275k| 110.1 |   511M | 545 |3421 |3742 |2210 | 109k|  1 |  64k|  13k| 1.086604e+09 | 1.087185e+09 |   0.05%|  23.51%
1105.06/1108.67	c  1109s| 45200 |  4565 |  5288k| 110.1 |   511M | 545 |3421 |3710 |2143 | 110k|  1 |  64k|  13k| 1.086604e+09 | 1.087185e+09 |   0.05%|  23.54%
1107.95/1111.58	c  1112s| 45300 |  4583 |  5304k| 110.2 |   511M | 545 |3421 |3735 |2185 | 110k|  1 |  64k|  13k| 1.086604e+09 | 1.087185e+09 |   0.05%|  23.54%
1110.45/1114.04	c  1114s| 45400 |  4601 |  5320k| 110.3 |   511M | 545 |3421 |3794 |2223 | 110k|  1 |  64k|  13k| 1.086604e+09 | 1.087185e+09 |   0.05%|  23.54%
1113.23/1116.89	c  1117s| 45500 |  4612 |  5338k| 110.5 |   511M | 545 |3421 |3813 |2221 | 110k|  0 |  65k|  13k| 1.086605e+09 | 1.087185e+09 |   0.05%|  23.55%
1116.44/1120.04	c  1120s| 45600 |  4607 |  5355k| 110.6 |   511M | 545 |3421 |3767 |2249 | 110k|  0 |  65k|  13k| 1.086605e+09 | 1.087185e+09 |   0.05%|  23.55%
1119.82/1123.43	c  1123s| 45700 |  4637 |  5372k| 110.7 |   511M | 545 |3421 |3702 |2140 | 111k|  2 |  65k|  13k| 1.086605e+09 | 1.087185e+09 |   0.05%|  23.58%
1122.81/1126.41	c  1126s| 45800 |  4659 |  5382k| 110.7 |   511M | 545 |3421 |3687 |2106 | 111k|  2 |  65k|  13k| 1.086605e+09 | 1.087185e+09 |   0.05%|  23.59%
1125.00/1128.67	c  1129s| 45900 |  4671 |  5395k| 110.7 |   512M | 545 |3421 |3689 |2212 | 111k|  0 |  65k|  13k| 1.086606e+09 | 1.087185e+09 |   0.05%|  23.59%
1127.29/1130.95	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1127.29/1130.95	c  1131s| 46000 |  4687 |  5406k| 110.7 |   512M | 545 |3421 |3739 |2139 | 112k|  0 |  65k|  13k| 1.086606e+09 | 1.087185e+09 |   0.05%|  23.60%
1129.89/1133.56	c  1134s| 46100 |  4712 |  5418k| 110.8 |   512M | 545 |3421 |3701 |2078 | 112k|  0 |  65k|  13k| 1.086606e+09 | 1.087185e+09 |   0.05%|  23.62%
1133.49/1137.17	c  1137s| 46200 |  4720 |  5431k| 110.8 |   512M | 545 |3421 |3718 |2103 | 113k|  1 |  65k|  13k| 1.086606e+09 | 1.087185e+09 |   0.05%|  23.66%
1135.87/1139.57	c  1140s| 46300 |  4758 |  5439k| 110.7 |   514M | 545 |3421 |3698 |2119 | 113k|  2 |  65k|  13k| 1.086606e+09 | 1.087185e+09 |   0.05%|  23.66%
1138.16/1141.81	c  1142s| 46400 |  4772 |  5446k| 110.6 |   515M | 545 |3421 |3668 |2152 | 114k|  1 |  65k|  13k| 1.086606e+09 | 1.087185e+09 |   0.05%|  23.66%
1140.15/1143.88	c  1144s| 46500 |  4790 |  5453k| 110.6 |   518M | 545 |3421 |3674 |2119 | 114k|  3 |  65k|  13k| 1.086606e+09 | 1.087185e+09 |   0.05%|  23.67%
1143.36/1147.03	c  1147s| 46600 |  4786 |  5465k| 110.6 |   518M | 545 |3421 |3677 |2069 | 114k|  0 |  65k|  13k| 1.086606e+09 | 1.087185e+09 |   0.05%|  23.67%
1147.83/1151.58	c  1152s| 46700 |  4790 |  5483k| 110.7 |   518M | 545 |3421 |3712 |2104 | 115k|  1 |  65k|  13k| 1.086607e+09 | 1.087185e+09 |   0.05%|  23.73%
1149.93/1153.62	c  1154s| 46800 |  4806 |  5492k| 110.7 |   518M | 545 |3421 |3753 |2182 | 115k|  2 |  65k|  13k| 1.086607e+09 | 1.087185e+09 |   0.05%|  23.74%
1152.12/1155.81	c  1156s| 46900 |  4826 |  5501k| 110.6 |   519M | 545 |3421 |3758 |2184 | 115k|  2 |  65k|  13k| 1.086607e+09 | 1.087185e+09 |   0.05%|  23.75%
1154.91/1158.64	c  1159s| 47000 |  4833 |  5511k| 110.6 |   519M | 545 |3421 |3715 |2091 | 116k|  2 |  65k|  13k| 1.086607e+09 | 1.087185e+09 |   0.05%|  23.91%
1157.50/1161.26	c  1161s| 47100 |  4857 |  5523k| 110.6 |   520M | 545 |3421 |3670 |2188 | 116k|  2 |  65k|  13k| 1.086607e+09 | 1.087185e+09 |   0.05%|  23.96%
1160.31/1164.04	c  1164s| 47200 |  4865 |  5538k| 110.7 |   520M | 545 |3421 |3707 |2102 | 117k|  1 |  66k|  13k| 1.086607e+09 | 1.087185e+09 |   0.05%|  23.97%
1163.98/1167.76	c  1168s| 47300 |  4877 |  5555k| 110.8 |   521M | 545 |3421 |3711 |2073 | 117k|  2 |  66k|  13k| 1.086607e+09 | 1.087185e+09 |   0.05%|  24.01%
1165.98/1169.74	c  1170s| 47400 |  4891 |  5562k| 110.8 |   521M | 545 |3421 |3748 |2139 | 117k|  2 |  66k|  13k| 1.086607e+09 | 1.087185e+09 |   0.05%|  24.01%
1169.07/1172.80	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1169.07/1172.80	c  1173s| 47500 |  4895 |  5579k| 110.9 |   521M | 545 |3421 |3726 |2146 | 117k|  1 |  66k|  13k| 1.086607e+09 | 1.087185e+09 |   0.05%|  24.09%
1172.85/1176.62	c  1177s| 47600 |  4917 |  5598k| 111.0 |   521M | 545 |3421 |3743 |2093 | 118k|  4 |  66k|  14k| 1.086607e+09 | 1.087185e+09 |   0.05%|  24.18%
1174.26/1178.09	c  1178s| 47700 |  4937 |  5604k| 110.9 |   521M | 545 |3421 |3767 |2173 | 118k|  0 |  66k|  14k| 1.086607e+09 | 1.087185e+09 |   0.05%|  24.19%
1178.14/1181.94	c  1182s| 47800 |  4961 |  5617k| 111.0 |   521M | 545 |3421 |3761 |2160 | 119k|  2 |  66k|  14k| 1.086608e+09 | 1.087185e+09 |   0.05%|  24.19%
1179.93/1183.72	c  1184s| 47900 |  4962 |  5626k| 110.9 |   521M | 545 |3421 |3738 |2120 | 119k|  1 |  66k|  14k| 1.086608e+09 | 1.087185e+09 |   0.05%|  24.26%
1182.24/1186.11	c  1186s| 48000 |  4979 |  5639k| 111.0 |   521M | 545 |3421 |3692 |2102 | 119k|  0 |  66k|  14k| 1.086608e+09 | 1.087185e+09 |   0.05%|  24.29%
1188.41/1192.23	c  1192s| 48100 |  5013 |  5669k| 111.3 |   522M | 545 |3421 |3632 |2227 | 120k|  1 |  66k|  14k| 1.086609e+09 | 1.087185e+09 |   0.05%|  24.44%
1192.89/1196.74	c  1197s| 48200 |  5025 |  5690k| 111.5 |   522M | 545 |3421 |3728 |2086 | 121k|  0 |  66k|  14k| 1.086609e+09 | 1.087185e+09 |   0.05%|  24.46%
1196.48/1200.37	c  1200s| 48300 |  5029 |  5707k| 111.6 |   522M | 545 |3421 |3753 |2170 | 121k|  2 |  66k|  14k| 1.086609e+09 | 1.087185e+09 |   0.05%|  24.52%
1198.48/1202.37	c  1202s| 48400 |  5038 |  5715k| 111.6 |   522M | 545 |3421 |3680 |2101 | 121k|  1 |  66k|  14k| 1.086609e+09 | 1.087185e+09 |   0.05%|  24.57%
1200.87/1204.77	c  1205s| 48500 |  5054 |  5724k| 111.5 |   522M | 545 |3421 |3664 |2127 | 122k|  1 |  66k|  14k| 1.086609e+09 | 1.087185e+09 |   0.05%|  24.61%
1203.86/1207.77	c  1208s| 48600 |  5077 |  5736k| 111.6 |   523M | 545 |3421 |3676 |2082 | 122k|  1 |  66k|  14k| 1.086609e+09 | 1.087185e+09 |   0.05%|  24.63%
1207.95/1211.80	c  1212s| 48700 |  5096 |  5753k| 111.7 |   523M | 545 |3421 |3661 |2139 | 123k|  4 |  67k|  14k| 1.086609e+09 | 1.087185e+09 |   0.05%|  24.67%
1210.54/1214.45	c  1214s| 48800 |  5110 |  5764k| 111.7 |   523M | 545 |3421 |3738 |2111 | 123k|  0 |  67k|  14k| 1.086609e+09 | 1.087185e+09 |   0.05%|  24.68%
1213.33/1217.26	c  1217s| 48900 |  5117 |  5776k| 111.7 |   524M | 545 |3421 |3802 |2085 | 123k|  0 |  67k|  14k| 1.086609e+09 | 1.087185e+09 |   0.05%|  24.71%
1216.72/1220.65	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1216.72/1220.65	c  1221s| 49000 |  5120 |  5789k| 111.7 |   524M | 545 |3421 |3725 |2090 | 124k|  2 |  67k|  14k| 1.086609e+09 | 1.087185e+09 |   0.05%|  25.09%
1219.61/1223.50	c  1223s| 49100 |  5123 |  5802k| 111.8 |   524M | 545 |3421 |3658 |2154 | 125k|  2 |  67k|  14k| 1.086609e+09 | 1.087185e+09 |   0.05%|  25.16%
1223.70/1227.61	c  1228s| 49200 |  5117 |  5820k| 111.9 |   524M | 545 |3421 |3634 |2026 | 125k|  1 |  67k|  14k| 1.086610e+09 | 1.087185e+09 |   0.05%|  25.27%
1226.30/1230.22	c  1230s| 49300 |  5120 |  5830k| 111.9 |   524M | 545 |3421 |3604 |2128 | 125k|  0 |  67k|  14k| 1.086610e+09 | 1.087185e+09 |   0.05%|  25.30%
1229.99/1234.00	c  1234s| 49400 |  5130 |  5844k| 111.9 |   524M | 545 |3421 |3598 |2178 | 126k|  0 |  67k|  14k| 1.086610e+09 | 1.087185e+09 |   0.05%|  25.34%
1233.28/1237.29	c  1237s| 49500 |  5139 |  5858k| 112.0 |   525M | 545 |3421 |3565 |2180 | 127k|  2 |  67k|  15k| 1.086610e+09 | 1.087185e+09 |   0.05%|  25.39%
1235.67/1239.62	c  1240s| 49600 |  5168 |  5869k| 112.0 |   525M | 545 |3421 |3575 |2187 | 127k|  0 |  67k|  15k| 1.086610e+09 | 1.087185e+09 |   0.05%|  25.54%
1237.96/1241.93	c  1242s| 49700 |  5196 |  5881k| 112.0 |   525M | 545 |3421 |3608 |2197 | 128k|  2 |  67k|  15k| 1.086610e+09 | 1.087185e+09 |   0.05%|  25.55%
1240.95/1244.92	c  1245s| 49800 |  5210 |  5896k| 112.1 |   525M | 545 |3421 |3583 |2117 | 128k|  3 |  67k|  15k| 1.086610e+09 | 1.087185e+09 |   0.05%|  25.56%
1243.85/1247.88	c  1248s| 49900 |  5244 |  5912k| 112.2 |   525M | 545 |3421 |3561 |2074 | 129k|  1 |  67k|  15k| 1.086611e+09 | 1.087185e+09 |   0.05%|  25.59%
1245.54/1249.52	c  1250s| 50000 |  5254 |  5919k| 112.1 |   526M | 545 |3421 |3574 |2148 | 129k|  0 |  67k|  15k| 1.086611e+09 | 1.087185e+09 |   0.05%|  25.61%
1249.04/1253.09	c  1253s| 50100 |  5276 |  5940k| 112.3 |   526M | 545 |3421 |3576 |2129 | 129k|  0 |  67k|  15k| 1.086611e+09 | 1.087185e+09 |   0.05%|  25.64%
1251.72/1255.78	c  1256s| 50200 |  5279 |  5953k| 112.3 |   526M | 545 |3421 |3562 |2119 | 130k|  2 |  67k|  15k| 1.086612e+09 | 1.087185e+09 |   0.05%|  25.70%
1254.41/1258.42	c  1258s| 50300 |  5278 |  5967k| 112.4 |   526M | 545 |3421 |3602 |2090 | 130k|  0 |  67k|  15k| 1.086612e+09 | 1.087185e+09 |   0.05%|  25.78%
1257.02/1261.10	c  1261s| 50400 |  5293 |  5982k| 112.4 |   526M | 545 |3421 |3563 |2116 | 131k|  1 |  67k|  15k| 1.086612e+09 | 1.087185e+09 |   0.05%|  25.86%
1260.20/1264.22	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1260.20/1264.22	c  1264s| 50500 |  5321 |  5999k| 112.5 |   526M | 545 |3421 |3553 |2097 | 131k|  2 |  67k|  15k| 1.086612e+09 | 1.087185e+09 |   0.05%|  25.90%
1263.69/1267.74	c  1268s| 50600 |  5349 |  6022k| 112.8 |   527M | 545 |3421 |3549 |2105 | 132k|  0 |  67k|  15k| 1.086612e+09 | 1.087185e+09 |   0.05%|  25.90%
1266.28/1270.38	c  1270s| 50700 |  5387 |  6034k| 112.8 |   527M | 545 |3421 |3559 |2171 | 132k|  1 |  67k|  15k| 1.086612e+09 | 1.087185e+09 |   0.05%|  25.92%
1270.28/1274.31	c  1274s| 50800 |  5413 |  6051k| 112.9 |   528M | 545 |3421 |3581 |2158 | 133k|  2 |  68k|  15k| 1.086613e+09 | 1.087185e+09 |   0.05%|  25.93%
1273.08/1277.15	c  1277s| 50900 |  5443 |  6065k| 112.9 |   529M | 545 |3421 |3623 |2149 | 133k|  1 |  68k|  15k| 1.086613e+09 | 1.087185e+09 |   0.05%|  25.94%
1275.86/1279.90	c  1280s| 51000 |  5455 |  6082k| 113.0 |   529M | 545 |3421 |3626 |2111 | 134k|  2 |  68k|  15k| 1.086613e+09 | 1.087185e+09 |   0.05%|  25.95%
1279.75/1283.82	c  1284s| 51100 |  5463 |  6100k| 113.2 |   530M | 545 |3421 |3658 |2162 | 134k|  0 |  68k|  15k| 1.086614e+09 | 1.087185e+09 |   0.05%|  26.20%
1282.64/1286.74	c  1287s| 51200 |  5481 |  6120k| 113.3 |   530M | 545 |3421 |3664 |2036 | 135k|  1 |  68k|  15k| 1.086614e+09 | 1.087185e+09 |   0.05%|  26.23%
1285.04/1289.15	c  1289s| 51300 |  5503 |  6130k| 113.3 |   530M | 545 |3421 |3658 |2219 | 135k|  4 |  68k|  15k| 1.086614e+09 | 1.087185e+09 |   0.05%|  26.24%
1286.94/1291.10	c  1291s| 51400 |  5525 |  6141k| 113.3 |   530M | 545 |3421 |3653 |2091 | 136k|  1 |  68k|  15k| 1.086615e+09 | 1.087185e+09 |   0.05%|  26.25%
1288.82/1293.00	c  1293s| 51500 |  5533 |  6152k| 113.3 |   529M | 545 |3421 |3645 |2163 | 136k|  0 |  68k|  15k| 1.086615e+09 | 1.087185e+09 |   0.05%|  26.26%
1292.61/1296.74	c  1297s| 51600 |  5550 |  6171k| 113.4 |   529M | 545 |3421 |3636 |2155 | 136k|  2 |  68k|  15k| 1.086615e+09 | 1.087185e+09 |   0.05%|  26.42%
1295.40/1299.58	c  1300s| 51700 |  5553 |  6186k| 113.5 |   530M | 545 |3421 |3633 |2193 | 137k|  2 |  68k|  15k| 1.086615e+09 | 1.087185e+09 |   0.05%|  26.47%
1297.59/1301.77	c  1302s| 51800 |  5565 |  6195k| 113.5 |   532M | 545 |3421 |3629 |2170 | 137k|  1 |  68k|  15k| 1.086615e+09 | 1.087185e+09 |   0.05%|  26.47%
1300.59/1304.76	c  1305s| 51900 |  5583 |  6206k| 113.5 |   543M | 545 |3421 |3661 |2193 | 138k|  1 |  68k|  15k| 1.086615e+09 | 1.087185e+09 |   0.05%|  26.50%
1303.38/1307.51	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1303.38/1307.51	c  1308s| 52000 |  5592 |  6218k| 113.5 |   555M | 545 |3421 |3686 |2224 | 138k|  0 |  68k|  15k| 1.086615e+09 | 1.087185e+09 |   0.05%|  26.50%
1307.16/1311.32	c  1311s| 52100 |  5601 |  6241k| 113.7 |   555M | 545 |3421 |3628 |2186 | 139k|  1 |  68k|  15k| 1.086616e+09 | 1.087185e+09 |   0.05%|  26.52%
1309.56/1313.71	c  1314s| 52200 |  5600 |  6252k| 113.7 |   556M | 545 |3421 |3615 |2166 | 139k|  1 |  68k|  15k| 1.086616e+09 | 1.087185e+09 |   0.05%|  26.56%
1312.25/1316.44	c  1316s| 52300 |  5608 |  6265k| 113.7 |   556M | 545 |3421 |3554 |2093 | 140k|  0 |  68k|  15k| 1.086616e+09 | 1.087185e+09 |   0.05%|  26.66%
1314.14/1318.33	c  1318s| 52400 |  5630 |  6273k| 113.7 |   556M | 545 |3421 |3554 |2146 | 140k|  1 |  68k|  15k| 1.086616e+09 | 1.087185e+09 |   0.05%|  26.68%
1317.94/1322.15	c  1322s| 52500 |  5636 |  6294k| 113.8 |   556M | 545 |3421 |3592 |2117 | 140k|  1 |  68k|  15k| 1.086616e+09 | 1.087185e+09 |   0.05%|  26.80%
1323.62/1327.84	c  1328s| 52600 |  5646 |  6334k| 114.3 |   556M | 545 |3421 |3578 |2065 | 141k|  0 |  68k|  15k| 1.086616e+09 | 1.087185e+09 |   0.05%|  26.83%
1326.41/1330.64	c  1331s| 52700 |  5662 |  6349k| 114.4 |   556M | 545 |3421 |3606 |2212 | 141k|  6 |  68k|  15k| 1.086616e+09 | 1.087185e+09 |   0.05%|  26.84%
1329.00/1333.28	c  1333s| 52800 |  5684 |  6361k| 114.4 |   557M | 545 |3421 |3584 |2124 | 142k|  2 |  68k|  15k| 1.086616e+09 | 1.087185e+09 |   0.05%|  26.86%
1331.69/1335.95	c  1336s| 52900 |  5692 |  6376k| 114.5 |   557M | 545 |3421 |3586 |2098 | 142k|  2 |  68k|  15k| 1.086616e+09 | 1.087185e+09 |   0.05%|  26.86%
1334.19/1338.44	c  1338s| 53000 |  5710 |  6385k| 114.4 |   557M | 545 |3421 |3581 |2189 | 143k|  2 |  68k|  15k| 1.086617e+09 | 1.087185e+09 |   0.05%|  26.88%
1336.68/1340.99	c  1341s| 53100 |  5720 |  6397k| 114.5 |   557M | 545 |3421 |3571 |2144 | 143k|  1 |  68k|  15k| 1.086617e+09 | 1.087185e+09 |   0.05%|  26.97%
1338.28/1342.53	c  1343s| 53200 |  5744 |  6404k| 114.4 |   557M | 545 |3421 |3569 |2118 | 144k|  2 |  68k|  15k| 1.086617e+09 | 1.087185e+09 |   0.05%|  26.99%
1341.17/1345.43	c  1345s| 53300 |  5770 |  6422k| 114.5 |   558M | 545 |3421 |3561 |2168 | 144k|  0 |  68k|  15k| 1.086617e+09 | 1.087185e+09 |   0.05%|  26.99%
1343.46/1347.75	c  1348s| 53400 |  5808 |  6432k| 114.5 |   558M | 545 |3421 |3578 |2207 | 144k|  1 |  68k|  15k| 1.086617e+09 | 1.087185e+09 |   0.05%|  26.99%
1344.56/1348.86	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1344.56/1348.86	c  1349s| 53500 |  5830 |  6437k| 114.4 |   558M | 545 |3421 |3605 |2215 | 144k|  1 |  68k|  15k| 1.086617e+09 | 1.087185e+09 |   0.05%|  26.99%
1344.96/1349.21	o 1087182848
1344.96/1349.21	c *1349s| 53565 |  5776 |  6439k| 114.2 |    LP  | 545 |3421 |3641 |2216 | 144k|  1 |  68k|  15k| 1.086617e+09 | 1.087183e+09 |   0.05%|  27.00%
1345.36/1349.60	c  1350s| 53600 |  5791 |  6441k| 114.2 |   558M | 545 |3421 |3634 |2215 | 144k|  1 |  68k|  15k| 1.086617e+09 | 1.087183e+09 |   0.05%|  27.00%
1347.15/1351.48	c  1351s| 53700 |  5827 |  6452k| 114.2 |   559M | 545 |3421 |3683 |2216 | 144k|  0 |  69k|  15k| 1.086617e+09 | 1.087183e+09 |   0.05%|  27.00%
1347.86/1352.15	o 1087175680
1347.86/1352.16	c *1352s| 53746 |  5601 |  6456k| 114.2 |    LP  | 545 |3421 |3724 |2222 | 144k|  1 |  69k|  15k| 1.086617e+09 | 1.087176e+09 |   0.05%|  27.01%
1348.25/1352.59	o 1087174656
1348.25/1352.59	c *1353s| 53799 |  5579 |  6458k| 114.1 |    LP  | 545 |3421 |3736 |2215 | 144k|  1 |  69k|  15k| 1.086617e+09 | 1.087175e+09 |   0.05%|  27.01%
1348.35/1352.60	c  1353s| 53800 |  5578 |  6458k| 114.1 |   560M | 545 |3421 |3725 |2205 | 144k|  0 |  69k|  15k| 1.086617e+09 | 1.087175e+09 |   0.05%|  27.01%
1351.34/1355.60	c  1356s| 53900 |  5592 |  6478k| 114.3 |   560M | 545 |3421 |3638 |2121 | 145k|  0 |  69k|  15k| 1.086618e+09 | 1.087175e+09 |   0.05%|  27.04%
1353.13/1357.40	c  1357s| 54000 |  5601 |  6487k| 114.2 |   560M | 545 |3421 |3647 |2093 | 145k|  1 |  69k|  15k| 1.086618e+09 | 1.087175e+09 |   0.05%|  27.05%
1356.22/1360.56	c  1361s| 54100 |  5625 |  6502k| 114.3 |   560M | 545 |3421 |3667 |2175 | 146k|  1 |  69k|  15k| 1.086618e+09 | 1.087175e+09 |   0.05%|  27.11%
1358.22/1362.51	c  1363s| 54200 |  5640 |  6511k| 114.2 |   560M | 545 |3421 |3672 |2195 | 146k|  0 |  69k|  15k| 1.086619e+09 | 1.087175e+09 |   0.05%|  27.11%
1360.31/1364.61	c  1365s| 54300 |  5646 |  6521k| 114.2 |   561M | 545 |3421 |3695 |2043 | 146k|  1 |  69k|  15k| 1.086619e+09 | 1.087175e+09 |   0.05%|  27.16%
1363.81/1368.16	c  1368s| 54400 |  5654 |  6542k| 114.4 |   561M | 545 |3421 |3701 |2166 | 147k|  1 |  69k|  15k| 1.086619e+09 | 1.087175e+09 |   0.05%|  27.18%
1365.29/1369.62	c  1370s| 54500 |  5668 |  6548k| 114.3 |   561M | 545 |3421 |3695 |2186 | 147k|  2 |  69k|  15k| 1.086619e+09 | 1.087175e+09 |   0.05%|  27.18%
1368.98/1373.30	c  1373s| 54600 |  5692 |  6571k| 114.5 |   561M | 545 |3421 |3713 |2192 | 147k|  1 |  69k|  15k| 1.086619e+09 | 1.087175e+09 |   0.05%|  27.18%
1371.28/1375.68	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1371.28/1375.68	c  1376s| 54700 |  5696 |  6583k| 114.5 |   561M | 545 |3421 |3750 |2167 | 148k|  0 |  69k|  15k| 1.086620e+09 | 1.087175e+09 |   0.05%|  27.20%
1373.78/1378.18	c  1378s| 54800 |  5714 |  6597k| 114.5 |   561M | 545 |3421 |3710 |2185 | 148k|  0 |  69k|  15k| 1.086620e+09 | 1.087175e+09 |   0.05%|  27.21%
1378.16/1382.52	c  1383s| 54900 |  5714 |  6620k| 114.8 |   561M | 545 |3421 |3725 |2172 | 149k|  0 |  69k|  15k| 1.086620e+09 | 1.087175e+09 |   0.05%|  27.23%
1381.45/1385.88	c  1386s| 55000 |  5724 |  6635k| 114.8 |   561M | 545 |3421 |3731 |2309 | 149k|  0 |  69k|  15k| 1.086620e+09 | 1.087175e+09 |   0.05%|  27.23%
1384.04/1388.49	c  1388s| 55100 |  5766 |  6648k| 114.8 |   561M | 545 |3421 |3736 |2148 | 150k|  1 |  69k|  15k| 1.086621e+09 | 1.087175e+09 |   0.05%|  27.24%
1387.23/1391.66	c  1392s| 55200 |  5785 |  6665k| 114.9 |   561M | 545 |3421 |3804 |2172 | 150k|  1 |  69k|  15k| 1.086621e+09 | 1.087175e+09 |   0.05%|  27.24%
1393.63/1398.06	c  1398s| 55300 |  5816 |  6702k| 115.4 |   561M | 545 |3421 |3903 |2180 | 150k|  1 |  69k|  15k| 1.086621e+09 | 1.087175e+09 |   0.05%|  27.24%
1396.72/1401.12	c  1401s| 55400 |  5854 |  6712k| 115.4 |   561M | 545 |3421 |3964 |2052 | 151k|  0 |  70k|  15k| 1.086621e+09 | 1.087175e+09 |   0.05%|  27.25%
1398.41/1402.83	c  1403s| 55500 |  5881 |  6721k| 115.3 |   562M | 545 |3421 |3967 |2185 | 151k|  1 |  70k|  15k| 1.086621e+09 | 1.087175e+09 |   0.05%|  27.25%
1400.50/1404.98	c  1405s| 55600 |  5898 |  6733k| 115.3 |   562M | 545 |3421 |3969 |2183 | 151k|  1 |  70k|  15k| 1.086621e+09 | 1.087175e+09 |   0.05%|  27.25%
1400.61/1405.08	o 1087158272
1400.61/1405.10	c *1405s| 55617 |  5479 |  6733k| 115.3 |    LP  | 545 |3421 |3999 |2183 | 151k|  1 |  70k|  15k| 1.086621e+09 | 1.087158e+09 |   0.05%|  27.33%
1402.61/1407.01	c  1407s| 55700 |  5502 |  6742k| 115.3 |   562M | 545 |3421 |3873 |2184 | 151k|  0 |  70k|  15k| 1.086621e+09 | 1.087158e+09 |   0.05%|  27.34%
1404.19/1408.68	o 1087156224
1404.19/1408.68	c *1409s| 55800 |  5460 |  6751k| 115.2 |    LP  | 545 |3421 |3841 |2184 | 151k|  1 |  70k|  16k| 1.086621e+09 | 1.087156e+09 |   0.05%|  27.35%
1405.70/1410.11	o 1087155200
1405.70/1410.12	c *1410s| 55888 |  5439 |  6758k| 115.2 |    LP  | 545 |3421 |3775 |2186 | 151k|  2 |  70k|  16k| 1.086621e+09 | 1.087155e+09 |   0.05%|  27.35%
1406.08/1410.52	c  1411s| 55900 |  5443 |  6761k| 115.2 |   563M | 545 |3421 |3794 |2183 | 151k|  0 |  70k|  16k| 1.086621e+09 | 1.087155e+09 |   0.05%|  27.35%
1408.38/1412.88	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1408.38/1412.88	c  1413s| 56000 |  5468 |  6776k| 115.3 |   563M | 545 |3421 |4014 |2188 | 151k|  1 |  70k|  16k| 1.086621e+09 | 1.087155e+09 |   0.05%|  27.35%
1409.59/1414.07	o 1087151104
1409.59/1414.08	c *1414s| 56086 |  5332 |  6783k| 115.2 |    LP  | 545 |3421 |4109 |2190 | 151k|  2 |  71k|  16k| 1.086621e+09 | 1.087151e+09 |   0.05%|  27.36%
1409.77/1414.24	c  1414s| 56100 |  5340 |  6783k| 115.2 |   563M | 545 |3421 |4064 |2171 | 151k|  1 |  71k|  16k| 1.086621e+09 | 1.087151e+09 |   0.05%|  27.36%
1411.97/1416.44	c  1416s| 56200 |  5366 |  6795k| 115.2 |   563M | 545 |3421 |4309 |2174 | 151k|  1 |  71k|  16k| 1.086621e+09 | 1.087151e+09 |   0.05%|  27.36%
1416.45/1420.93	o 1087125504
1416.45/1420.95	c L1421s| 56286 |  4795 |  6814k| 115.4 |crossove| 545 |3421 |4293 |2084 | 152k|  3 |  71k|  16k| 1.086621e+09 | 1.087126e+09 |   0.05%|  27.46%
1416.66/1421.15	c  1421s| 56300 |  4797 |  6814k| 115.3 |   563M | 545 |3421 |4178 |2150 | 152k|  2 |  71k|  16k| 1.086621e+09 | 1.087126e+09 |   0.05%|  27.47%
1420.14/1424.66	c  1425s| 56400 |  4817 |  6831k| 115.4 |   563M | 545 |3421 |4030 |2163 | 152k|  1 |  71k|  16k| 1.086621e+09 | 1.087126e+09 |   0.05%|  27.48%
1421.84/1426.37	o 1087110144
1421.84/1426.38	c *1426s| 56440 |  4539 |  6845k| 115.6 |    LP  | 545 |3421 |4036 |2164 | 152k|  1 |  71k|  16k| 1.086621e+09 | 1.087110e+09 |   0.04%|  27.50%
1424.13/1428.69	c  1429s| 56500 |  4559 |  6849k| 115.5 |   564M | 545 |3421 |3899 |2183 | 152k|  2 |  71k|  16k| 1.086621e+09 | 1.087110e+09 |   0.04%|  27.50%
1425.83/1430.38	c  1430s| 56600 |  4585 |  6859k| 115.5 |   564M | 545 |3421 |3854 |2037 | 152k|  1 |  71k|  16k| 1.086621e+09 | 1.087110e+09 |   0.04%|  27.51%
1429.63/1434.16	c  1434s| 56700 |  4576 |  6875k| 115.6 |   564M | 545 |3421 |3856 |2184 | 152k|  1 |  71k|  16k| 1.086622e+09 | 1.087110e+09 |   0.04%|  27.52%
1433.20/1437.72	c  1438s| 56800 |  4601 |  6892k| 115.7 |   564M | 545 |3421 |3832 |2191 | 153k|  1 |  72k|  16k| 1.086622e+09 | 1.087110e+09 |   0.04%|  27.54%
1433.52/1438.02	o 1087109120
1433.52/1438.02	c *1438s| 56851 |  4584 |  6893k| 115.6 |    LP  | 545 |3421 |3833 |2195 | 153k|  1 |  72k|  16k| 1.086622e+09 | 1.087109e+09 |   0.04%|  27.55%
1434.80/1439.35	c  1439s| 56900 |  4613 |  6901k| 115.6 |   564M | 545 |3421 |3918 |2192 | 153k|  1 |  72k|  16k| 1.086622e+09 | 1.087109e+09 |   0.04%|  27.55%
1437.09/1441.69	c  1442s| 57000 |  4649 |  6916k| 115.7 |   564M | 545 |3421 |4211 |2197 | 153k|  0 |  72k|  16k| 1.086622e+09 | 1.087109e+09 |   0.04%|  27.55%
1438.79/1443.37	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1438.79/1443.37	c  1443s| 57100 |  4691 |  6924k| 115.6 |   564M | 545 |3421 |4355 |2197 | 153k|  0 |  72k|  16k| 1.086622e+09 | 1.087109e+09 |   0.04%|  27.55%
1438.99/1443.55	o 1087107072
1438.99/1443.55	c r1444s| 57117 |  4545 |  6925k| 115.6 |shifting| 545 |3421 |4340 |2197 | 153k|  0 |  72k|  16k| 1.086622e+09 | 1.087107e+09 |   0.04%|  27.55%
1439.19/1443.71	o 1087105024
1439.19/1443.71	c *1444s| 57126 |  4470 |  6926k| 115.6 |    LP  | 545 |3421 |4328 |2192 | 153k|  1 |  72k|  16k| 1.086622e+09 | 1.087105e+09 |   0.04%|  27.55%
1441.59/1446.17	c  1446s| 57200 |  4495 |  6937k| 115.7 |   565M | 545 |3421 |4355 |2158 | 153k|  1 |  72k|  16k| 1.086622e+09 | 1.087105e+09 |   0.04%|  27.55%
1441.78/1446.37	o 1087100928
1441.78/1446.37	c *1446s| 57222 |  4386 |  6938k| 115.6 |    LP  | 545 |3421 |4373 |2158 | 153k|  1 |  72k|  16k| 1.086622e+09 | 1.087101e+09 |   0.04%|  27.55%
1446.27/1450.81	c  1451s| 57300 |  4414 |  6954k| 115.7 |   565M | 545 |3421 |4209 |2109 | 153k|  2 |  72k|  16k| 1.086622e+09 | 1.087101e+09 |   0.04%|  27.56%
1448.66/1453.29	c  1453s| 57400 |  4442 |  6967k| 115.8 |   565M | 545 |3421 |4196 |2110 | 153k|  1 |  72k|  16k| 1.086622e+09 | 1.087101e+09 |   0.04%|  27.57%
1451.65/1456.29	c  1456s| 57500 |  4476 |  6982k| 115.8 |   565M | 545 |3421 |4002 |2094 | 154k|  2 |  72k|  16k| 1.086622e+09 | 1.087101e+09 |   0.04%|  27.58%
1454.64/1459.28	c  1459s| 57600 |  4486 |  6998k| 115.9 |   565M | 545 |3421 |3812 |2097 | 154k|  2 |  72k|  16k| 1.086622e+09 | 1.087101e+09 |   0.04%|  27.59%
1458.84/1463.41	c  1463s| 57700 |  4489 |  7016k| 116.0 |   565M | 545 |3421 |3732 |2100 | 154k|  4 |  72k|  16k| 1.086622e+09 | 1.087101e+09 |   0.04%|  27.68%
1463.13/1467.77	c  1468s| 57800 |  4514 |  7039k| 116.2 |   565M | 545 |3421 |3683 |2072 | 155k|  2 |  72k|  16k| 1.086623e+09 | 1.087101e+09 |   0.04%|  27.81%
1467.22/1471.83	c  1472s| 57900 |  4525 |  7059k| 116.3 |   565M | 545 |3421 |3631 |2071 | 155k|  2 |  72k|  16k| 1.086623e+09 | 1.087101e+09 |   0.04%|  27.89%
1470.70/1475.31	c  1475s| 58000 |  4547 |  7075k| 116.4 |   565M | 545 |3421 |3595 |2102 | 156k|  0 |  72k|  16k| 1.086624e+09 | 1.087101e+09 |   0.04%|  28.14%
1474.59/1479.27	c  1479s| 58100 |  4545 |  7094k| 116.5 |   566M | 545 |3421 |3606 |2136 | 156k|  0 |  72k|  16k| 1.086624e+09 | 1.087101e+09 |   0.04%|  28.31%
1477.98/1482.67	c  1483s| 58200 |  4554 |  7111k| 116.6 |   566M | 545 |3421 |3584 |2146 | 157k|  1 |  73k|  16k| 1.086624e+09 | 1.087101e+09 |   0.04%|  28.41%
1480.87/1485.57	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1480.87/1485.57	c  1486s| 58300 |  4565 |  7124k| 116.7 |   566M | 545 |3421 |3589 |2085 | 157k|  2 |  73k|  16k| 1.086625e+09 | 1.087101e+09 |   0.04%|  28.53%
1483.38/1488.08	c  1488s| 58400 |  4597 |  7134k| 116.6 |   566M | 545 |3421 |3604 |2156 | 157k|  2 |  73k|  16k| 1.086625e+09 | 1.087101e+09 |   0.04%|  28.55%
1486.05/1490.75	c  1491s| 58500 |  4617 |  7144k| 116.6 |   566M | 545 |3421 |3631 |2135 | 158k|  3 |  73k|  17k| 1.086625e+09 | 1.087101e+09 |   0.04%|  28.57%
1489.74/1494.46	c  1494s| 58600 |  4635 |  7157k| 116.6 |   568M | 545 |3421 |3673 |2145 | 158k|  2 |  73k|  17k| 1.086626e+09 | 1.087101e+09 |   0.04%|  28.68%
1491.45/1496.18	c  1496s| 58700 |  4646 |  7163k| 116.5 |   568M | 545 |3421 |3707 |2180 | 159k|  0 |  73k|  17k| 1.086626e+09 | 1.087101e+09 |   0.04%|  28.70%
1493.73/1498.43	c  1498s| 58800 |  4666 |  7173k| 116.5 |   568M | 545 |3421 |3673 |2165 | 159k|  1 |  73k|  17k| 1.086626e+09 | 1.087101e+09 |   0.04%|  28.73%
1494.92/1499.68	c  1500s| 58900 |  4668 |  7177k| 116.4 |   568M | 545 |3421 |3659 |2190 | 159k|  4 |  73k|  17k| 1.086627e+09 | 1.087101e+09 |   0.04%|  28.75%
1496.22/1500.90	c  1501s| 59000 |  4668 |  7181k| 116.2 |   568M | 545 |3421 |3652 |2150 | 159k|  0 |  73k|  17k| 1.086627e+09 | 1.087101e+09 |   0.04%|  28.76%
1497.62/1502.38	c  1502s| 59100 |  4682 |  7186k| 116.1 |   567M | 545 |3421 |3676 |2170 | 160k|  2 |  73k|  17k| 1.086627e+09 | 1.087101e+09 |   0.04%|  28.77%
1499.51/1504.25	c  1504s| 59200 |  4688 |  7192k| 116.1 |   567M | 545 |3421 |3695 |2141 | 160k|  0 |  73k|  17k| 1.086627e+09 | 1.087101e+09 |   0.04%|  28.77%
1501.20/1505.92	c  1506s| 59300 |  4698 |  7198k| 116.0 |   567M | 545 |3421 |3755 |2189 | 160k|  3 |  73k|  17k| 1.086627e+09 | 1.087101e+09 |   0.04%|  28.77%
1504.00/1508.78	c  1509s| 59400 |  4696 |  7213k| 116.0 |   567M | 545 |3421 |3745 |2121 | 160k|  0 |  73k|  17k| 1.086627e+09 | 1.087101e+09 |   0.04%|  28.80%
1506.99/1511.75	c  1512s| 59500 |  4714 |  7225k| 116.0 |   567M | 545 |3421 |3711 |2164 | 161k|  0 |  73k|  17k| 1.086627e+09 | 1.087101e+09 |   0.04%|  28.83%
1509.08/1513.84	c  1514s| 59600 |  4724 |  7235k| 116.0 |   567M | 545 |3421 |3665 |2088 | 161k|  0 |  73k|  17k| 1.086627e+09 | 1.087101e+09 |   0.04%|  28.84%
1511.39/1516.15	c  1516s| 59700 |  4724 |  7246k| 116.0 |   567M | 545 |3421 |3660 |2170 | 161k|  0 |  73k|  17k| 1.086627e+09 | 1.087101e+09 |   0.04%|  28.85%
1513.28/1518.05	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1513.28/1518.05	c  1518s| 59800 |  4726 |  7255k| 115.9 |   567M | 545 |3421 |3633 |2160 | 161k|  2 |  73k|  17k| 1.086628e+09 | 1.087101e+09 |   0.04%|  28.87%
1516.56/1521.37	c  1521s| 59900 |  4722 |  7269k| 116.0 |   567M | 545 |3421 |3598 |2186 | 162k|  2 |  73k|  17k| 1.086629e+09 | 1.087101e+09 |   0.04%|  28.93%
1519.76/1524.55	c  1525s| 60000 |  4728 |  7281k| 116.0 |   567M | 545 |3421 |3605 |2065 | 163k|  0 |  73k|  17k| 1.086629e+09 | 1.087101e+09 |   0.04%|  29.09%
1521.65/1526.50	c  1526s| 60100 |  4750 |  7288k| 115.9 |   567M | 545 |3421 |3618 |2069 | 163k|  2 |  73k|  17k| 1.086629e+09 | 1.087101e+09 |   0.04%|  29.20%
1524.84/1529.63	c  1530s| 60200 |  4762 |  7307k| 116.0 |   567M | 545 |3421 |3625 |2106 | 164k|  0 |  73k|  17k| 1.086629e+09 | 1.087101e+09 |   0.04%|  29.20%
1526.14/1530.92	c  1531s| 60300 |  4764 |  7312k| 115.9 |   568M | 545 |3421 |3620 |2103 | 164k|  0 |  73k|  17k| 1.086629e+09 | 1.087101e+09 |   0.04%|  29.21%
1527.83/1532.66	c  1533s| 60400 |  4780 |  7317k| 115.8 |   568M | 545 |3421 |3623 |2077 | 164k|  0 |  73k|  17k| 1.086629e+09 | 1.087101e+09 |   0.04%|  29.25%
1529.63/1534.40	c  1534s| 60500 |  4808 |  7327k| 115.8 |   568M | 545 |3421 |3609 |2052 | 164k|  2 |  73k|  17k| 1.086629e+09 | 1.087101e+09 |   0.04%|  29.26%
1530.92/1535.72	c  1536s| 60600 |  4836 |  7332k| 115.7 |   568M | 545 |3421 |3610 |2069 | 164k|  1 |  73k|  17k| 1.086629e+09 | 1.087101e+09 |   0.04%|  29.26%
1532.12/1537.00	c  1537s| 60700 |  4840 |  7339k| 115.6 |   568M | 545 |3421 |3618 |2084 | 165k|  1 |  73k|  17k| 1.086630e+09 | 1.087101e+09 |   0.04%|  29.27%
1534.22/1539.10	c  1539s| 60800 |  4868 |  7350k| 115.6 |   568M | 545 |3421 |3610 |2095 | 165k|  3 |  73k|  17k| 1.086630e+09 | 1.087101e+09 |   0.04%|  29.31%
1536.01/1540.80	c  1541s| 60900 |  4868 |  7357k| 115.5 |   568M | 545 |3421 |3617 |2102 | 165k|  0 |  73k|  17k| 1.086630e+09 | 1.087101e+09 |   0.04%|  29.34%
1538.40/1543.26	c  1543s| 61000 |  4880 |  7370k| 115.5 |   568M | 545 |3421 |3630 |2046 | 165k|  2 |  74k|  17k| 1.086630e+09 | 1.087101e+09 |   0.04%|  29.35%
1541.69/1546.51	c  1547s| 61100 |  4900 |  7388k| 115.7 |   568M | 545 |3421 |3610 |2103 | 166k|  1 |  74k|  17k| 1.086630e+09 | 1.087101e+09 |   0.04%|  29.36%
1543.48/1548.36	c  1548s| 61200 |  4908 |  7396k| 115.6 |   568M | 545 |3421 |3601 |2069 | 166k|  0 |  74k|  17k| 1.086631e+09 | 1.087101e+09 |   0.04%|  29.37%
1547.07/1552.00	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1547.07/1552.00	c  1552s| 61300 |  4920 |  7414k| 115.7 |   568M | 545 |3421 |3599 |2222 | 167k|  9 |  74k|  17k| 1.086631e+09 | 1.087101e+09 |   0.04%|  29.41%
1550.17/1555.04	c  1555s| 61400 |  4941 |  7430k| 115.8 |   568M | 545 |3421 |3598 |2114 | 167k|  2 |  74k|  17k| 1.086631e+09 | 1.087101e+09 |   0.04%|  29.44%
1553.55/1558.44	c  1558s| 61500 |  4950 |  7450k| 115.9 |   568M | 545 |3421 |3640 |2047 | 168k|  1 |  74k|  17k| 1.086631e+09 | 1.087101e+09 |   0.04%|  29.46%
1555.35/1560.29	c  1560s| 61600 |  4958 |  7460k| 115.9 |   568M | 545 |3421 |3635 |2136 | 168k|  1 |  74k|  17k| 1.086632e+09 | 1.087101e+09 |   0.04%|  29.52%
1559.04/1563.90	c  1564s| 61700 |  4970 |  7481k| 116.0 |   568M | 545 |3421 |3645 |2153 | 169k|  2 |  74k|  17k| 1.086632e+09 | 1.087101e+09 |   0.04%|  29.62%
1561.33/1566.29	c  1566s| 61800 |  4986 |  7494k| 116.1 |   568M | 545 |3421 |3631 |2143 | 169k|  0 |  74k|  17k| 1.086632e+09 | 1.087101e+09 |   0.04%|  29.67%
1564.42/1569.36	c  1569s| 61900 |  5006 |  7513k| 116.2 |   568M | 545 |3421 |3616 |2154 | 170k|  2 |  74k|  17k| 1.086632e+09 | 1.087101e+09 |   0.04%|  29.76%
1567.51/1572.45	c  1572s| 62000 |  5006 |  7534k| 116.3 |   568M | 545 |3421 |3563 |2389 | 170k|  4 |  74k|  17k| 1.086632e+09 | 1.087101e+09 |   0.04%|  29.92%
1571.11/1576.07	c  1576s| 62100 |  5012 |  7557k| 116.5 |   568M | 545 |3421 |3556 |2146 | 171k|  1 |  74k|  17k| 1.086633e+09 | 1.087101e+09 |   0.04%|  30.14%
1574.59/1579.51	c  1580s| 62200 |  5029 |  7575k| 116.6 |   568M | 545 |3421 |3525 |2093 | 171k|  3 |  74k|  17k| 1.086633e+09 | 1.087101e+09 |   0.04%|  30.25%
1577.98/1582.97	c  1583s| 62300 |  5044 |  7595k| 116.7 |   568M | 545 |3421 |3508 |2155 | 172k|  1 |  74k|  17k| 1.086633e+09 | 1.087101e+09 |   0.04%|  30.40%
1580.09/1585.08	c  1585s| 62400 |  5076 |  7607k| 116.7 |   568M | 545 |3421 |3521 |2208 | 172k|  0 |  74k|  17k| 1.086634e+09 | 1.087101e+09 |   0.04%|  30.41%
1583.26/1588.29	c  1588s| 62500 |  5090 |  7622k| 116.8 |   569M | 545 |3421 |3538 |2101 | 173k|  0 |  74k|  17k| 1.086634e+09 | 1.087101e+09 |   0.04%|  30.46%
1585.86/1590.82	c  1591s| 62600 |  5097 |  7636k| 116.8 |   569M | 545 |3421 |3564 |2105 | 173k|  0 |  74k|  17k| 1.086634e+09 | 1.087101e+09 |   0.04%|  30.55%
1587.75/1592.77	c  1593s| 62700 |  5109 |  7646k| 116.8 |   569M | 545 |3421 |3593 |2110 | 173k|  0 |  74k|  18k| 1.086634e+09 | 1.087101e+09 |   0.04%|  30.60%
1590.24/1595.20	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1590.24/1595.20	c  1595s| 62800 |  5123 |  7659k| 116.8 |   569M | 545 |3421 |3610 |2105 | 174k|  1 |  74k|  18k| 1.086634e+09 | 1.087101e+09 |   0.04%|  30.66%
1592.64/1597.62	c  1598s| 62900 |  5146 |  7669k| 116.8 |   569M | 545 |3421 |3633 |2119 | 174k|  2 |  74k|  18k| 1.086635e+09 | 1.087101e+09 |   0.04%|  30.75%
1595.14/1600.18	c  1600s| 63000 |  5158 |  7677k| 116.7 |   569M | 545 |3421 |3654 |2171 | 175k|  0 |  74k|  18k| 1.086635e+09 | 1.087101e+09 |   0.04%|  30.76%
1597.82/1602.82	c  1603s| 63100 |  5188 |  7687k| 116.7 |   569M | 545 |3421 |3654 |2176 | 175k|  1 |  74k|  18k| 1.086635e+09 | 1.087101e+09 |   0.04%|  30.77%
1600.71/1605.71	c  1606s| 63200 |  5218 |  7700k| 116.7 |   570M | 545 |3421 |3660 |2198 | 176k|  2 |  74k|  18k| 1.086635e+09 | 1.087101e+09 |   0.04%|  30.78%
1602.41/1607.47	c  1607s| 63300 |  5244 |  7708k| 116.7 |   570M | 545 |3421 |3679 |2188 | 176k|  2 |  74k|  18k| 1.086635e+09 | 1.087101e+09 |   0.04%|  30.78%
1604.30/1609.39	c  1609s| 63400 |  5266 |  7717k| 116.6 |   570M | 545 |3421 |3686 |2223 | 176k|  2 |  74k|  18k| 1.086635e+09 | 1.087101e+09 |   0.04%|  30.80%
1606.70/1611.79	c  1612s| 63500 |  5270 |  7726k| 116.6 |   570M | 545 |3421 |3688 |2218 | 176k|  2 |  74k|  18k| 1.086635e+09 | 1.087101e+09 |   0.04%|  30.81%
1609.10/1614.12	c  1614s| 63600 |  5278 |  7735k| 116.5 |   570M | 545 |3421 |3708 |2231 | 177k|  3 |  74k|  18k| 1.086635e+09 | 1.087101e+09 |   0.04%|  30.81%
1611.09/1616.17	c  1616s| 63700 |  5294 |  7747k| 116.5 |   571M | 545 |3421 |3695 |2135 | 177k|  1 |  74k|  18k| 1.086635e+09 | 1.087101e+09 |   0.04%|  30.84%
1613.18/1618.28	c  1618s| 63800 |  5294 |  7759k| 116.6 |   571M | 545 |3421 |3626 |2146 | 177k|  1 |  74k|  18k| 1.086636e+09 | 1.087101e+09 |   0.04%|  30.93%
1616.77/1621.87	c  1622s| 63900 |  5300 |  7778k| 116.7 |   571M | 545 |3421 |3618 |2187 | 178k|  0 |  74k|  18k| 1.086636e+09 | 1.087101e+09 |   0.04%|  30.97%
1619.26/1624.36	c  1624s| 64000 |  5316 |  7791k| 116.7 |   571M | 545 |3421 |3614 |2091 | 178k|  1 |  74k|  18k| 1.086636e+09 | 1.087101e+09 |   0.04%|  31.05%
1620.85/1625.90	c  1626s| 64100 |  5344 |  7797k| 116.6 |   571M | 545 |3421 |3614 |2162 | 178k|  2 |  74k|  18k| 1.086636e+09 | 1.087101e+09 |   0.04%|  31.05%
1623.55/1628.63	c  1629s| 64200 |  5356 |  7815k| 116.7 |   571M | 545 |3421 |3624 |2170 | 178k|  3 |  74k|  18k| 1.086636e+09 | 1.087101e+09 |   0.04%|  31.09%
1625.05/1630.16	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1625.05/1630.16	c  1630s| 64300 |  5364 |  7822k| 116.6 |   571M | 545 |3421 |3624 |2153 | 179k|  0 |  74k|  18k| 1.086636e+09 | 1.087101e+09 |   0.04%|  31.10%
1628.04/1633.16	c  1633s| 64400 |  5384 |  7836k| 116.7 |   571M | 545 |3421 |3631 |2074 | 179k|  0 |  74k|  18k| 1.086637e+09 | 1.087101e+09 |   0.04%|  31.16%
1629.73/1634.89	c  1635s| 64500 |  5412 |  7845k| 116.6 |   571M | 545 |3421 |3622 |2192 | 179k|  2 |  74k|  18k| 1.086637e+09 | 1.087101e+09 |   0.04%|  31.16%
1631.82/1636.95	c  1637s| 64600 |  5428 |  7856k| 116.6 |   572M | 545 |3421 |3625 |   0 | 180k|  0 |  74k|  18k| 1.086638e+09 | 1.087101e+09 |   0.04%|  31.18%
1633.72/1638.87	c  1639s| 64700 |  5443 |  7866k| 116.6 |   572M | 545 |3421 |3653 |2209 | 180k|  0 |  74k|  18k| 1.086638e+09 | 1.087101e+09 |   0.04%|  31.18%
1636.81/1641.94	c  1642s| 64800 |  5467 |  7884k| 116.7 |   572M | 545 |3421 |3641 |2162 | 180k|  2 |  74k|  18k| 1.086638e+09 | 1.087101e+09 |   0.04%|  31.20%
1638.80/1643.98	c  1644s| 64900 |  5463 |  7894k| 116.7 |   572M | 545 |3421 |3656 |2224 | 180k|  0 |  75k|  18k| 1.086638e+09 | 1.087101e+09 |   0.04%|  31.20%
1641.01/1646.20	c  1646s| 65000 |  5495 |  7906k| 116.7 |   572M | 545 |3421 |3673 |2248 | 181k|  0 |  75k|  18k| 1.086638e+09 | 1.087101e+09 |   0.04%|  31.22%
1643.39/1648.54	c  1649s| 65100 |  5509 |  7921k| 116.7 |   572M | 545 |3421 |3699 |2259 | 181k|  2 |  75k|  18k| 1.086638e+09 | 1.087101e+09 |   0.04%|  31.22%
1645.78/1651.00	c  1651s| 65200 |  5506 |  7932k| 116.7 |   574M | 545 |3421 |3754 |2263 | 181k|  0 |  75k|  18k| 1.086638e+09 | 1.087101e+09 |   0.04%|  31.22%
1648.98/1654.15	c  1654s| 65300 |  5530 |  7949k| 116.8 |   574M | 545 |3421 |3739 |2131 | 182k|  0 |  75k|  18k| 1.086639e+09 | 1.087101e+09 |   0.04%|  31.37%
1651.66/1656.84	c  1657s| 65400 |  5533 |  7963k| 116.8 |   575M | 545 |3421 |3736 |2282 | 182k|  0 |  75k|  18k| 1.086639e+09 | 1.087101e+09 |   0.04%|  31.39%
1654.25/1659.50	c  1659s| 65500 |  5535 |  7978k| 116.9 |   575M | 545 |3421 |3733 |   0 | 182k|  0 |  75k|  18k| 1.086639e+09 | 1.087101e+09 |   0.04%|  31.42%
1655.75/1661.01	c  1661s| 65600 |  5563 |  7987k| 116.8 |   575M | 545 |3421 |3736 |2203 | 182k|  1 |  75k|  18k| 1.086640e+09 | 1.087101e+09 |   0.04%|  31.43%
1657.54/1662.77	c  1663s| 65700 |  5575 |  7996k| 116.8 |   575M | 545 |3421 |3756 |2200 | 183k|  0 |  75k|  18k| 1.086640e+09 | 1.087101e+09 |   0.04%|  31.43%
1658.74/1663.90	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1658.74/1663.90	c  1664s| 65800 |  5592 |  8002k| 116.7 |   575M | 545 |3421 |3779 |2211 | 183k|  1 |  75k|  18k| 1.086640e+09 | 1.087101e+09 |   0.04%|  31.43%
1659.54/1664.70	o 1087098880
1659.54/1664.71	c r1665s| 65883 |  5545 |  8004k| 116.6 |shifting| 545 |3421 |3805 |2213 | 183k|  0 |  75k|  18k| 1.086640e+09 | 1.087099e+09 |   0.04%|  31.46%
1659.74/1664.96	c  1665s| 65900 |  5554 |  8006k| 116.6 |   576M | 545 |3421 |3823 |2205 | 183k|  0 |  75k|  18k| 1.086640e+09 | 1.087099e+09 |   0.04%|  31.46%
1661.03/1666.27	o 1087096832
1661.03/1666.28	c *1666s| 65982 |  5521 |  8015k| 116.6 |    LP  | 545 |3421 |3828 |2215 | 183k|  1 |  75k|  18k| 1.086640e+09 | 1.087097e+09 |   0.04%|  31.47%
1661.73/1666.95	c  1667s| 66000 |  5529 |  8019k| 116.6 |   576M | 545 |3421 |3870 |2205 | 183k|  1 |  75k|  18k| 1.086640e+09 | 1.087097e+09 |   0.04%|  31.47%
1664.62/1669.85	c  1670s| 66100 |  5549 |  8038k| 116.7 |   576M | 545 |3421 |3903 |2216 | 183k|  0 |  75k|  18k| 1.086640e+09 | 1.087097e+09 |   0.04%|  31.47%
1667.12/1672.35	c  1672s| 66200 |  5605 |  8053k| 116.8 |   576M | 545 |3421 |4004 |2226 | 183k|  2 |  75k|  18k| 1.086640e+09 | 1.087097e+09 |   0.04%|  31.47%
1668.21/1673.46	o 1087094784
1668.21/1673.46	c r1673s| 66286 |  5472 |  8059k| 116.7 |shifting| 545 |3421 |4033 |2227 | 183k|  2 |  75k|  18k| 1.086640e+09 | 1.087095e+09 |   0.04%|  31.47%
1668.31/1673.56	c  1674s| 66300 |  5473 |  8060k| 116.7 |   576M | 545 |3421 |3986 |2205 | 183k|  0 |  75k|  18k| 1.086640e+09 | 1.087095e+09 |   0.04%|  31.47%
1668.61/1673.83	o 1087092736
1668.61/1673.83	c *1674s| 66323 |  5383 |  8061k| 116.7 |    LP  | 545 |3421 |3960 |2207 | 183k|  1 |  76k|  18k| 1.086640e+09 | 1.087093e+09 |   0.04%|  31.48%
1669.21/1674.45	c  1674s| 66400 |  5397 |  8062k| 116.6 |   577M | 545 |3421 |3953 |2208 | 183k|  1 |  76k|  18k| 1.086640e+09 | 1.087093e+09 |   0.04%|  31.48%
1671.40/1676.65	c  1677s| 66500 |  5424 |  8074k| 116.6 |   577M | 545 |3421 |3866 |2085 | 183k|  0 |  76k|  18k| 1.086641e+09 | 1.087093e+09 |   0.04%|  31.49%
1672.91/1678.15	c  1678s| 66600 |  5442 |  8082k| 116.5 |   577M | 545 |3421 |3828 |2218 | 183k|  1 |  76k|  18k| 1.086641e+09 | 1.087093e+09 |   0.04%|  31.49%
1673.00/1678.22	o 1087089792
1673.00/1678.23	c r1678s| 66610 |  5400 |  8083k| 116.5 |simplero| 545 |3421 |3833 |2218 | 183k|  0 |  76k|  18k| 1.086641e+09 | 1.087090e+09 |   0.04%|  31.49%
1673.00/1678.24	o 1087089664
1673.00/1678.24	c *1678s| 66610 |  5361 |  8083k| 116.5 |    LP  | 545 |3421 |3833 |2218 | 183k|  3 |  76k|  18k| 1.086641e+09 | 1.087090e+09 |   0.04%|  31.49%
1674.59/1679.88	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1674.59/1679.88	c  1680s| 66700 |  5390 |  8090k| 116.5 |   577M | 545 |3421 |3844 |2230 | 183k|  2 |  76k|  18k| 1.086641e+09 | 1.087090e+09 |   0.04%|  31.50%
1675.59/1680.80	o 1087086592
1675.59/1680.80	c *1681s| 66728 |  5307 |  8097k| 116.5 |    LP  | 545 |3421 |3913 |2230 | 183k|  1 |  76k|  18k| 1.086641e+09 | 1.087087e+09 |   0.04%|  31.50%
1677.19/1682.47	c  1682s| 66800 |  5311 |  8104k| 116.5 |   578M | 545 |3421 |3824 |2194 | 184k|  0 |  76k|  18k| 1.086641e+09 | 1.087087e+09 |   0.04%|  31.50%
1680.48/1685.75	c  1686s| 66900 |  5313 |  8118k| 116.5 |   578M | 545 |3421 |3702 |2048 | 184k|  2 |  76k|  18k| 1.086641e+09 | 1.087087e+09 |   0.04%|  31.55%
1682.47/1687.77	c  1688s| 67000 |  5310 |  8124k| 116.4 |   578M | 545 |3421 |3723 |2273 | 184k|  0 |  76k|  18k| 1.086641e+09 | 1.087087e+09 |   0.04%|  31.57%
1685.77/1691.09	c  1691s| 67100 |  5324 |  8139k| 116.5 |   578M | 545 |3421 |3717 |   0 | 185k|  0 |  76k|  18k| 1.086642e+09 | 1.087087e+09 |   0.04%|  31.62%
1688.46/1693.78	c  1694s| 67200 |  5338 |  8150k| 116.5 |   580M | 545 |3421 |3690 |2073 | 185k|  0 |  76k|  18k| 1.086642e+09 | 1.087087e+09 |   0.04%|  31.65%
1691.05/1696.31	c  1696s| 67300 |  5344 |  8159k| 116.4 |   580M | 545 |3421 |3665 |2313 | 185k|  0 |  76k|  18k| 1.086642e+09 | 1.087087e+09 |   0.04%|  31.74%
1694.64/1699.99	c  1700s| 67400 |  5359 |  8178k| 116.5 |   580M | 545 |3421 |3677 |   0 | 185k|  0 |  76k|  18k| 1.086643e+09 | 1.087087e+09 |   0.04%|  31.76%
1698.62/1703.97	c  1704s| 67500 |  5363 |  8198k| 116.7 |   581M | 545 |3421 |3739 |2118 | 186k|  2 |  76k|  18k| 1.086643e+09 | 1.087087e+09 |   0.04%|  31.76%
1701.61/1706.96	c  1707s| 67600 |  5375 |  8211k| 116.7 |   580M | 545 |3421 |3701 |2189 | 186k|  1 |  76k|  18k| 1.086644e+09 | 1.087087e+09 |   0.04%|  31.79%
1704.71/1710.08	c  1710s| 67700 |  5387 |  8225k| 116.7 |   580M | 545 |3421 |3711 |2282 | 186k|  1 |  76k|  18k| 1.086645e+09 | 1.087087e+09 |   0.04%|  31.80%
1707.39/1712.73	c  1713s| 67800 |  5399 |  8235k| 116.7 |   580M | 545 |3421 |3685 |2044 | 186k|  0 |  76k|  18k| 1.086645e+09 | 1.087087e+09 |   0.04%|  31.81%
1708.99/1714.38	c  1714s| 67900 |  5407 |  8241k| 116.6 |   580M | 545 |3421 |3681 |2144 | 187k|  1 |  76k|  18k| 1.086646e+09 | 1.087087e+09 |   0.04%|  31.82%
1710.48/1715.83	c  1716s| 68000 |  5421 |  8249k| 116.6 |   580M | 545 |3421 |3673 |2104 | 187k|  0 |  76k|  18k| 1.086646e+09 | 1.087087e+09 |   0.04%|  31.84%
1712.98/1718.35	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1712.98/1718.35	c  1718s| 68100 |  5433 |  8261k| 116.6 |   580M | 545 |3421 |3679 |2110 | 187k|  2 |  76k|  18k| 1.086646e+09 | 1.087087e+09 |   0.04%|  31.84%
1714.07/1719.47	c  1719s| 68200 |  5441 |  8265k| 116.5 |   580M | 545 |3421 |3712 |2060 | 187k|  1 |  76k|  18k| 1.086646e+09 | 1.087087e+09 |   0.04%|  31.84%
1716.96/1722.33	c  1722s| 68300 |  5453 |  8278k| 116.5 |   580M | 545 |3421 |3711 |2087 | 188k|  0 |  76k|  18k| 1.086646e+09 | 1.087087e+09 |   0.04%|  31.90%
1717.77/1723.12	c  1723s| 68400 |  5467 |  8279k| 116.3 |   580M | 545 |3421 |3727 |2083 | 188k|  1 |  76k|  18k| 1.086646e+09 | 1.087087e+09 |   0.04%|  31.90%
1719.45/1724.80	c  1725s| 68500 |  5495 |  8287k| 116.3 |   580M | 545 |3421 |3754 |2108 | 188k|  1 |  76k|  18k| 1.086646e+09 | 1.087087e+09 |   0.04%|  31.90%
1721.35/1726.77	c  1727s| 68600 |  5505 |  8295k| 116.2 |   580M | 545 |3421 |3796 |2100 | 188k|  1 |  77k|  18k| 1.086647e+09 | 1.087087e+09 |   0.04%|  31.91%
1721.66/1727.01	o 1087080448
1721.66/1727.02	c *1727s| 68619 |  5316 |  8297k| 116.2 |    LP  | 545 |3421 |3781 |2100 | 188k|  1 |  77k|  18k| 1.086647e+09 | 1.087080e+09 |   0.04%|  31.92%
1724.04/1729.48	c  1729s| 68700 |  5331 |  8308k| 116.2 |   580M | 545 |3421 |3759 |2106 | 188k|  0 |  77k|  18k| 1.086647e+09 | 1.087080e+09 |   0.04%|  31.94%
1727.83/1733.23	c  1733s| 68800 |  5350 |  8328k| 116.4 |   580M | 545 |3421 |3713 |2089 | 189k|  3 |  77k|  18k| 1.086647e+09 | 1.087080e+09 |   0.04%|  32.03%
1729.32/1734.70	c  1735s| 68900 |  5364 |  8333k| 116.3 |   580M | 545 |3421 |3701 |2082 | 189k|  0 |  77k|  18k| 1.086647e+09 | 1.087080e+09 |   0.04%|  32.04%
1731.11/1736.50	c  1736s| 69000 |  5372 |  8339k| 116.2 |   580M | 545 |3421 |3737 |2140 | 189k|  4 |  77k|  18k| 1.086647e+09 | 1.087080e+09 |   0.04%|  32.04%
1734.40/1739.80	c  1740s| 69100 |  5386 |  8353k| 116.2 |   580M | 545 |3421 |3789 |2082 | 190k|  2 |  77k|  18k| 1.086648e+09 | 1.087080e+09 |   0.04%|  32.22%
1736.40/1741.89	c  1742s| 69200 |  5406 |  8363k| 116.2 |   580M | 545 |3421 |3843 |2104 | 190k|  0 |  77k|  18k| 1.086648e+09 | 1.087080e+09 |   0.04%|  32.23%
1739.19/1744.67	c  1745s| 69300 |  5412 |  8374k| 116.2 |   580M | 545 |3421 |3839 |2109 | 191k|  1 |  77k|  18k| 1.086648e+09 | 1.087080e+09 |   0.04%|  32.24%
1741.70/1747.19	c  1747s| 69400 |  5423 |  8387k| 116.2 |   580M | 545 |3421 |3817 |2120 | 191k|  4 |  77k|  18k| 1.086648e+09 | 1.087080e+09 |   0.04%|  32.25%
1743.08/1748.54	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1743.08/1748.54	c  1749s| 69500 |  5437 |  8392k| 116.1 |   580M | 545 |3421 |3810 |2105 | 191k|  1 |  77k|  19k| 1.086648e+09 | 1.087080e+09 |   0.04%|  32.25%
1744.59/1750.04	c  1750s| 69600 |  5433 |  8398k| 116.0 |   580M | 545 |3421 |3792 |2138 | 191k|  1 |  77k|  19k| 1.086648e+09 | 1.087080e+09 |   0.04%|  32.25%
1747.68/1753.15	c  1753s| 69700 |  5451 |  8413k| 116.1 |   580M | 545 |3421 |3763 |2127 | 192k|  2 |  77k|  19k| 1.086648e+09 | 1.087080e+09 |   0.04%|  32.29%
1749.06/1754.59	c  1755s| 69800 |  5457 |  8418k| 116.0 |   580M | 545 |3421 |3768 |2138 | 192k|  2 |  77k|  19k| 1.086649e+09 | 1.087080e+09 |   0.04%|  32.29%
1751.26/1756.78	c  1757s| 69900 |  5460 |  8428k| 116.0 |   580M | 545 |3421 |3748 |2103 | 192k|  2 |  77k|  19k| 1.086649e+09 | 1.087080e+09 |   0.04%|  32.31%
1756.84/1762.39	c  1762s| 70000 |  5471 |  8457k| 116.2 |   580M | 545 |3421 |3753 |2140 | 192k|  0 |  77k|  19k| 1.086649e+09 | 1.087080e+09 |   0.04%|  32.32%
1758.33/1763.80	c  1764s| 70100 |  5469 |  8460k| 116.1 |   580M | 545 |3421 |3761 |2127 | 193k|  1 |  77k|  19k| 1.086649e+09 | 1.087080e+09 |   0.04%|  32.32%
1761.12/1766.67	c  1767s| 70200 |  5477 |  8471k| 116.1 |   581M | 545 |3421 |3778 |2110 | 193k|  0 |  77k|  19k| 1.086649e+09 | 1.087080e+09 |   0.04%|  32.35%
1764.42/1769.99	c  1770s| 70300 |  5489 |  8491k| 116.2 |   581M | 545 |3421 |3786 |2141 | 194k|  3 |  77k|  19k| 1.086649e+09 | 1.087080e+09 |   0.04%|  32.38%
1767.32/1772.88	c  1773s| 70400 |  5503 |  8505k| 116.2 |   581M | 545 |3421 |3833 |2121 | 194k|  1 |  77k|  19k| 1.086649e+09 | 1.087080e+09 |   0.04%|  32.38%
1770.81/1776.31	c  1776s| 70500 |  5517 |  8519k| 116.3 |   581M | 545 |3421 |3894 |2132 | 194k|  0 |  77k|  19k| 1.086650e+09 | 1.087080e+09 |   0.04%|  32.39%
1774.61/1780.16	c  1780s| 70600 |  5515 |  8536k| 116.3 |   581M | 545 |3421 |3960 |2172 | 195k|  2 |  77k|  19k| 1.086650e+09 | 1.087080e+09 |   0.04%|  32.42%
1776.79/1782.35	c  1782s| 70700 |  5529 |  8544k| 116.3 |   581M | 545 |3421 |4022 |2107 | 195k|  0 |  78k|  19k| 1.086650e+09 | 1.087080e+09 |   0.04%|  32.44%
1779.78/1785.34	c  1785s| 70800 |  5549 |  8557k| 116.3 |   581M | 545 |3421 |4010 |2094 | 196k|  0 |  78k|  19k| 1.086650e+09 | 1.087080e+09 |   0.04%|  32.47%
1782.27/1787.88	c  1788s| 70900 |  5553 |  8567k| 116.3 |   581M | 545 |3421 |3969 |2112 | 196k|  2 |  78k|  19k| 1.086651e+09 | 1.087080e+09 |   0.04%|  32.48%
1784.27/1789.83	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1784.27/1789.83	c  1790s| 71000 |  5573 |  8575k| 116.2 |   581M | 545 |3421 |3972 |2130 | 197k|  4 |  78k|  19k| 1.086651e+09 | 1.087080e+09 |   0.04%|  32.49%
1787.76/1793.37	c  1793s| 71100 |  5574 |  8588k| 116.2 |   581M | 545 |3421 |3956 |2131 | 197k|  0 |  78k|  19k| 1.086651e+09 | 1.087080e+09 |   0.04%|  32.52%
1790.75/1796.32	c  1796s| 71200 |  5586 |  8599k| 116.2 |   581M | 545 |3421 |3966 |2131 | 198k|  0 |  78k|  19k| 1.086651e+09 | 1.087080e+09 |   0.04%|  32.55%
1793.04/1798.68	c  1799s| 71300 |  5580 |  8607k| 116.2 |   581M | 545 |3421 |3911 |2139 | 198k|  0 |  78k|  19k| 1.086652e+09 | 1.087080e+09 |   0.04%|  32.55%
1796.45/1802.05	c  1802s| 71400 |  5592 |  8621k| 116.2 |   581M | 545 |3421 |3838 |2126 | 199k|  1 |  78k|  19k| 1.086652e+09 | 1.087080e+09 |   0.04%|  32.57%
1799.82/1805.44	c  1805s| 71500 |  5614 |  8636k| 116.3 |   581M | 545 |3421 |3795 |2138 | 199k|  1 |  78k|  19k| 1.086652e+09 | 1.087080e+09 |   0.04%|  32.59%
1802.32/1807.94	c  1808s| 71600 |  5628 |  8647k| 116.3 |   581M | 545 |3421 |3832 |2147 | 200k|  0 |  78k|  19k| 1.086653e+09 | 1.087080e+09 |   0.04%|  32.61%
1804.42/1810.10	c  1810s| 71700 |  5638 |  8656k| 116.2 |   581M | 545 |3421 |3823 |2199 | 200k|  1 |  78k|  19k| 1.086653e+09 | 1.087080e+09 |   0.04%|  32.62%
1806.61/1812.29	c  1812s| 71800 |  5640 |  8667k| 116.2 |   581M | 545 |3421 |3837 |2190 | 200k|  2 |  78k|  19k| 1.086653e+09 | 1.087080e+09 |   0.04%|  32.63%
1809.60/1815.20	c  1815s| 71900 |  5646 |  8680k| 116.2 |   581M | 545 |3421 |3839 |2227 | 201k|  1 |  78k|  19k| 1.086654e+09 | 1.087080e+09 |   0.04%|  32.65%
1811.79/1817.43	c  1817s| 72000 |  5674 |  8689k| 116.2 |   582M | 545 |3421 |3833 |2212 | 201k|  2 |  78k|  20k| 1.086654e+09 | 1.087080e+09 |   0.04%|  32.65%
1814.18/1819.80	c  1820s| 72100 |  5671 |  8698k| 116.2 |   582M | 545 |3421 |3842 |2259 | 201k| 10 |  78k|  20k| 1.086654e+09 | 1.087080e+09 |   0.04%|  32.67%
1815.98/1821.66	c  1822s| 72200 |  5663 |  8705k| 116.1 |   582M | 545 |3421 |3866 |2214 | 201k|  1 |  78k|  20k| 1.086654e+09 | 1.087080e+09 |   0.04%|  32.67%
1817.77/1823.44	c  1823s| 72300 |  5665 |  8712k| 116.0 |   582M | 545 |3421 |3896 |2139 | 202k|  3 |  78k|  20k| 1.086655e+09 | 1.087080e+09 |   0.04%|  32.68%
1820.07/1825.74	c  1826s| 72400 |  5689 |  8717k| 116.0 |   582M | 545 |3421 |3943 |2196 | 202k|  1 |  78k|  20k| 1.086655e+09 | 1.087080e+09 |   0.04%|  32.68%
1820.87/1826.51	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1820.87/1826.51	c  1827s| 72500 |  5695 |  8720k| 115.8 |   582M | 545 |3421 |3938 |   0 | 202k|  0 |  78k|  20k| 1.086655e+09 | 1.087080e+09 |   0.04%|  32.68%
1822.16/1827.90	c  1828s| 72600 |  5714 |  8727k| 115.8 |   582M | 545 |3421 |3984 |2206 | 202k|  0 |  78k|  20k| 1.086655e+09 | 1.087080e+09 |   0.04%|  32.68%
1822.86/1828.57	c  1829s| 72700 |  5732 |  8729k| 115.6 |   582M | 545 |3421 |4004 |2208 | 202k|  1 |  78k|  20k| 1.086655e+09 | 1.087080e+09 |   0.04%|  32.68%
1824.25/1829.93	c  1830s| 72800 |  5762 |  8735k| 115.6 |   582M | 545 |3421 |4084 |2203 | 202k|  1 |  79k|  20k| 1.086656e+09 | 1.087080e+09 |   0.04%|  32.68%
1827.05/1832.73	c  1833s| 72900 |  5778 |  8752k| 115.6 |   582M | 545 |3421 |4279 |2207 | 202k|  1 |  79k|  20k| 1.086656e+09 | 1.087080e+09 |   0.04%|  32.68%
1831.73/1837.48	c  1837s| 73000 |  5784 |  8781k| 115.9 |   583M | 545 |3421 |4198 |2205 | 202k|  1 |  79k|  20k| 1.086656e+09 | 1.087080e+09 |   0.04%|  32.69%
1833.44/1839.16	c  1839s| 73100 |  5830 |  8790k| 115.8 |   583M | 545 |3421 |4200 |2206 | 202k|  1 |  79k|  20k| 1.086656e+09 | 1.087080e+09 |   0.04%|  32.69%
1837.62/1843.38	c  1843s| 73200 |  5857 |  8812k| 116.0 |   583M | 545 |3421 |4103 |2206 | 203k|  0 |  79k|  20k| 1.086657e+09 | 1.087080e+09 |   0.04%|  32.69%
1839.43/1845.19	o 1087062016
1839.51/1845.21	c *1845s| 73249 |  5315 |  8823k| 116.1 |    LP  | 545 |3421 |4046 |2207 | 203k|  1 |  79k|  20k| 1.086657e+09 | 1.087062e+09 |   0.04%|  32.83%
1839.91/1845.63	c  1846s| 73300 |  5324 |  8824k| 116.0 |   583M | 545 |3421 |3923 |2202 | 203k|  2 |  79k|  20k| 1.086657e+09 | 1.087062e+09 |   0.04%|  32.83%
1842.10/1847.86	c  1848s| 73400 |  5317 |  8836k| 116.0 |   583M | 545 |3421 |3797 |2145 | 203k|  3 |  79k|  20k| 1.086657e+09 | 1.087062e+09 |   0.04%|  32.86%
1843.80/1849.57	c  1850s| 73500 |  5333 |  8845k| 116.0 |   583M | 545 |3421 |3763 |2117 | 203k|  4 |  79k|  20k| 1.086657e+09 | 1.087062e+09 |   0.04%|  32.87%
1844.90/1850.64	c  1851s| 73600 |  5353 |  8850k| 115.9 |   583M | 545 |3421 |3775 |2202 | 203k|  0 |  80k|  20k| 1.086657e+09 | 1.087062e+09 |   0.04%|  32.87%
1847.30/1853.05	c  1853s| 73700 |  5373 |  8861k| 115.9 |   583M | 545 |3421 |3741 |2205 | 203k|  2 |  80k|  20k| 1.086657e+09 | 1.087062e+09 |   0.04%|  32.93%
1848.88/1854.68	c  1855s| 73800 |  5373 |  8869k| 115.8 |   583M | 545 |3421 |3729 |2203 | 203k|  0 |  80k|  20k| 1.086658e+09 | 1.087062e+09 |   0.04%|  32.93%
1850.08/1855.89	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1850.08/1855.89	c  1856s| 73900 |  5383 |  8876k| 115.8 |   583M | 545 |3421 |3738 |2200 | 204k|  1 |  80k|  20k| 1.086658e+09 | 1.087062e+09 |   0.04%|  32.93%
1851.08/1856.84	c  1857s| 74000 |  5421 |  8880k| 115.7 |   583M | 545 |3421 |3797 |2202 | 204k|  1 |  80k|  20k| 1.086658e+09 | 1.087062e+09 |   0.04%|  32.93%
1853.17/1859.00	o 1087045632
1853.17/1859.01	c *1859s| 74085 |  4978 |  8892k| 115.7 |    LP  | 545 |3421 |3838 |2200 | 204k|  1 |  80k|  20k| 1.086658e+09 | 1.087046e+09 |   0.04%|  32.98%
1853.28/1859.10	c  1859s| 74100 |  4985 |  8892k| 115.7 |   583M | 545 |3421 |3827 |2179 | 204k|  0 |  80k|  20k| 1.086658e+09 | 1.087046e+09 |   0.04%|  32.98%
1854.28/1860.08	c  1860s| 74200 |  4993 |  8896k| 115.6 |   583M | 545 |3421 |3763 |2182 | 204k|  2 |  80k|  20k| 1.086659e+09 | 1.087046e+09 |   0.04%|  32.99%
1854.87/1860.61	c  1861s| 74300 |  4997 |  8898k| 115.4 |   583M | 545 |3421 |3728 |2179 | 204k|  1 |  80k|  20k| 1.086659e+09 | 1.087046e+09 |   0.04%|  33.02%
1856.16/1861.98	c  1862s| 74400 |  5001 |  8906k| 115.4 |   583M | 545 |3421 |3661 |2179 | 204k|  1 |  80k|  20k| 1.086659e+09 | 1.087046e+09 |   0.04%|  34.19%
1857.66/1863.48	c  1863s| 74500 |  5013 |  8917k| 115.4 |   583M | 545 |3421 |3666 |2182 | 204k|  1 |  80k|  20k| 1.086660e+09 | 1.087046e+09 |   0.04%|  34.19%
1858.85/1864.69	c  1865s| 74600 |  5021 |  8924k| 115.3 |   583M | 545 |3421 |3651 |2179 | 204k|  0 |  80k|  20k| 1.086660e+09 | 1.087046e+09 |   0.04%|  34.20%
1859.55/1865.36	c  1865s| 74700 |  5031 |  8927k| 115.2 |   583M | 545 |3421 |3659 |2179 | 204k|  1 |  80k|  20k| 1.086660e+09 | 1.087046e+09 |   0.04%|  34.22%
1862.44/1868.20	c  1868s| 74800 |  5053 |  8943k| 115.3 |   583M | 545 |3421 |3713 |2186 | 204k|  0 |  80k|  20k| 1.086660e+09 | 1.087046e+09 |   0.04%|  34.24%
1863.94/1869.79	c  1870s| 74900 |  5065 |  8951k| 115.2 |   583M | 545 |3421 |3752 |2180 | 204k|  0 |  80k|  20k| 1.086660e+09 | 1.087046e+09 |   0.04%|  34.24%
1866.93/1872.76	o 1087044608
1866.93/1872.76	c *1873s| 74992 |  5031 |  8966k| 115.3 |    LP  | 545 |3421 |3767 |2180 | 204k|  1 |  80k|  20k| 1.086660e+09 | 1.087045e+09 |   0.04%|  34.27%
1867.03/1872.88	c  1873s| 75000 |  5035 |  8967k| 115.3 |   583M | 545 |3421 |3768 |2179 | 204k|  2 |  80k|  20k| 1.086660e+09 | 1.087045e+09 |   0.04%|  34.27%
1868.34/1874.12	o 1087041536
1868.34/1874.13	c *1874s| 75082 |  4954 |  8974k| 115.2 |    LP  | 545 |3421 |3837 |2181 | 204k|  1 |  80k|  20k| 1.086660e+09 | 1.087042e+09 |   0.04%|  34.30%
1868.92/1874.79	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1868.92/1874.79	c  1875s| 75100 |  4960 |  8978k| 115.3 |   583M | 545 |3421 |3847 |2180 | 204k|  0 |  81k|  20k| 1.086660e+09 | 1.087042e+09 |   0.04%|  34.30%
1869.24/1875.06	o 1087040512
1869.24/1875.06	c *1875s| 75113 |  4910 |  8979k| 115.3 |    LP  | 545 |3421 |3857 |2180 | 204k|  1 |  81k|  20k| 1.086660e+09 | 1.087041e+09 |   0.03%|  34.30%
1870.52/1876.36	c  1876s| 75200 |  4928 |  8985k| 115.2 |   583M | 545 |3421 |3723 |2178 | 204k|  1 |  81k|  20k| 1.086660e+09 | 1.087041e+09 |   0.03%|  34.31%
1871.92/1877.71	c  1878s| 75300 |  4922 |  8991k| 115.1 |   584M | 545 |3421 |3677 |2166 | 205k|  1 |  81k|  20k| 1.086661e+09 | 1.087041e+09 |   0.03%|  34.32%
1875.01/1880.87	c  1881s| 75400 |  4927 |  9006k| 115.2 |   584M | 545 |3421 |3642 |2043 | 205k|  1 |  81k|  20k| 1.086661e+09 | 1.087041e+09 |   0.03%|  34.38%
1877.70/1883.58	c  1884s| 75500 |  4941 |  9019k| 115.2 |   584M | 545 |3421 |3608 |2077 | 206k|  0 |  81k|  20k| 1.086661e+09 | 1.087041e+09 |   0.03%|  34.42%
1880.20/1886.08	c  1886s| 75600 |  4947 |  9033k| 115.2 |   584M | 545 |3421 |3620 |2138 | 206k|  0 |  81k|  20k| 1.086662e+09 | 1.087041e+09 |   0.03%|  34.47%
1882.09/1888.00	c  1888s| 75700 |  4953 |  9040k| 115.2 |   584M | 545 |3421 |3643 |2092 | 207k|  2 |  81k|  20k| 1.086662e+09 | 1.087041e+09 |   0.03%|  34.54%
1884.48/1890.30	c  1890s| 75800 |  4957 |  9052k| 115.2 |   584M | 545 |3421 |3637 |2117 | 207k|  0 |  81k|  20k| 1.086662e+09 | 1.087041e+09 |   0.03%|  34.56%
1886.18/1892.06	c  1892s| 75900 |  4969 |  9061k| 115.2 |   584M | 545 |3421 |3640 |2127 | 207k|  2 |  81k|  20k| 1.086662e+09 | 1.087041e+09 |   0.03%|  34.58%
1887.77/1893.65	c  1894s| 76000 |  4981 |  9069k| 115.1 |   584M | 545 |3421 |3629 |2118 | 207k|  3 |  81k|  20k| 1.086662e+09 | 1.087041e+09 |   0.03%|  34.59%
1889.46/1895.35	c  1895s| 76100 |  4985 |  9076k| 115.1 |   584M | 545 |3421 |3617 |2122 | 208k|  2 |  81k|  20k| 1.086663e+09 | 1.087041e+09 |   0.03%|  34.61%
1891.65/1897.59	c  1898s| 76200 |  4993 |  9088k| 115.1 |   584M | 545 |3421 |3626 |2214 | 208k|  3 |  81k|  20k| 1.086663e+09 | 1.087041e+09 |   0.03%|  34.64%
1894.16/1900.08	c  1900s| 76300 |  5009 |  9099k| 115.1 |   584M | 545 |3421 |3615 |2169 | 209k|  1 |  81k|  20k| 1.086663e+09 | 1.087041e+09 |   0.03%|  34.68%
1896.44/1902.30	c  1902s| 76400 |  5003 |  9112k| 115.1 |   584M | 545 |3421 |3622 |2114 | 209k|  1 |  81k|  20k| 1.086663e+09 | 1.087041e+09 |   0.03%|  34.72%
1899.63/1905.50	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1899.63/1905.50	c  1906s| 76500 |  5013 |  9132k| 115.2 |   584M | 545 |3421 |3628 |2111 | 209k|  1 |  81k|  20k| 1.086663e+09 | 1.087041e+09 |   0.03%|  34.82%
1902.62/1908.51	c  1909s| 76600 |  5015 |  9151k| 115.3 |   585M | 545 |3421 |3624 |2141 | 209k|  0 |  81k|  20k| 1.086663e+09 | 1.087041e+09 |   0.03%|  34.86%
1905.23/1911.16	c  1911s| 76700 |  5030 |  9166k| 115.3 |   585M | 545 |3421 |3600 |2123 | 210k|  2 |  81k|  20k| 1.086663e+09 | 1.087041e+09 |   0.03%|  34.90%
1907.81/1913.71	c  1914s| 76800 |  5039 |  9180k| 115.4 |   585M | 545 |3421 |3599 |2198 | 210k|  1 |  81k|  20k| 1.086663e+09 | 1.087041e+09 |   0.03%|  35.07%
1910.11/1916.09	c  1916s| 76900 |  5050 |  9191k| 115.4 |   585M | 545 |3421 |3625 |2220 | 211k|  0 |  81k|  20k| 1.086664e+09 | 1.087041e+09 |   0.03%|  35.07%
1912.70/1918.66	c  1919s| 77000 |  5064 |  9206k| 115.4 |   585M | 545 |3421 |3613 |2142 | 211k|  0 |  81k|  20k| 1.086664e+09 | 1.087041e+09 |   0.03%|  35.09%
1914.99/1921.00	c  1921s| 77100 |  5058 |  9219k| 115.4 |   585M | 545 |3421 |3570 |2158 | 211k|  2 |  81k|  20k| 1.086664e+09 | 1.087041e+09 |   0.03%|  35.16%
1918.20/1924.15	c  1924s| 77200 |  5068 |  9232k| 115.4 |   585M | 545 |3421 |3557 |2166 | 212k|  1 |  81k|  20k| 1.086664e+09 | 1.087041e+09 |   0.03%|  35.24%
1920.19/1926.16	c  1926s| 77300 |  5068 |  9244k| 115.4 |   585M | 545 |3421 |3542 |2068 | 212k|  1 |  81k|  20k| 1.086664e+09 | 1.087041e+09 |   0.03%|  35.28%
1923.67/1929.61	c  1930s| 77400 |  5076 |  9265k| 115.6 |   585M | 545 |3421 |3552 |2153 | 213k|  0 |  81k|  20k| 1.086664e+09 | 1.087041e+09 |   0.03%|  35.31%
1925.86/1931.80	c  1932s| 77500 |  5090 |  9279k| 115.6 |   585M | 545 |3421 |3536 |2201 | 213k|  0 |  81k|  20k| 1.086664e+09 | 1.087041e+09 |   0.03%|  35.37%
1927.75/1933.72	c  1934s| 77600 |  5096 |  9289k| 115.6 |   585M | 545 |3421 |3529 |2191 | 213k|  0 |  81k|  20k| 1.086664e+09 | 1.087041e+09 |   0.03%|  35.47%
1929.16/1935.14	c  1935s| 77700 |  5108 |  9295k| 115.5 |   585M | 545 |3421 |3545 |2171 | 214k|  2 |  81k|  20k| 1.086665e+09 | 1.087041e+09 |   0.03%|  35.47%
1931.74/1937.78	c  1938s| 77800 |  5120 |  9311k| 115.5 |   585M | 545 |3421 |3570 |2175 | 214k|  2 |  81k|  20k| 1.086665e+09 | 1.087041e+09 |   0.03%|  35.48%
1932.94/1938.94	c  1939s| 77900 |  5122 |  9314k| 115.4 |   585M | 545 |3421 |3568 |2188 | 214k|  1 |  81k|  20k| 1.086665e+09 | 1.087041e+09 |   0.03%|  35.50%
1934.23/1940.22	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1934.23/1940.22	c  1940s| 78000 |  5132 |  9319k| 115.4 |   585M | 545 |3421 |3563 |2204 | 215k|  2 |  81k|  20k| 1.086665e+09 | 1.087041e+09 |   0.03%|  35.51%
1936.82/1942.89	c  1943s| 78100 |  5136 |  9328k| 115.3 |   585M | 545 |3421 |3588 |2174 | 215k|  5 |  81k|  20k| 1.086665e+09 | 1.087041e+09 |   0.03%|  35.52%
1938.62/1944.68	c  1945s| 78200 |  5136 |  9335k| 115.3 |   586M | 545 |3421 |3596 |2180 | 215k|  1 |  81k|  20k| 1.086665e+09 | 1.087041e+09 |   0.03%|  35.53%
1941.02/1947.08	c  1947s| 78300 |  5146 |  9345k| 115.2 |   589M | 545 |3421 |3619 |2172 | 216k|  0 |  81k|  20k| 1.086665e+09 | 1.087041e+09 |   0.03%|  35.53%
1943.31/1949.31	c  1949s| 78400 |  5154 |  9357k| 115.3 |   589M | 545 |3421 |3606 |2118 | 216k|  1 |  81k|  20k| 1.086666e+09 | 1.087041e+09 |   0.03%|  35.56%
1945.70/1951.70	c  1952s| 78500 |  5162 |  9371k| 115.3 |   589M | 545 |3421 |3557 |2121 | 217k|  2 |  81k|  20k| 1.086667e+09 | 1.087041e+09 |   0.03%|  35.58%
1948.89/1954.95	c  1955s| 78600 |  5182 |  9392k| 115.4 |   589M | 545 |3421 |3579 |2151 | 217k|  1 |  81k|  20k| 1.086667e+09 | 1.087041e+09 |   0.03%|  35.59%
1951.00/1957.03	c  1957s| 78700 |  5200 |  9400k| 115.4 |   589M | 545 |3421 |3584 |2229 | 217k|  0 |  81k|  20k| 1.086667e+09 | 1.087041e+09 |   0.03%|  35.60%
1953.28/1959.33	c  1959s| 78800 |  5202 |  9415k| 115.4 |   589M | 545 |3421 |3577 |2142 | 217k|  3 |  81k|  20k| 1.086667e+09 | 1.087041e+09 |   0.03%|  35.62%
1956.08/1962.19	c  1962s| 78900 |  5212 |  9428k| 115.4 |   589M | 545 |3421 |3566 |2141 | 218k|  2 |  81k|  20k| 1.086667e+09 | 1.087041e+09 |   0.03%|  35.71%
1957.46/1963.55	c  1964s| 79000 |  5220 |  9435k| 115.4 |   589M | 545 |3421 |3570 |2151 | 218k|  1 |  81k|  20k| 1.086668e+09 | 1.087041e+09 |   0.03%|  35.73%
1958.66/1964.72	c  1965s| 79100 |  5220 |  9440k| 115.3 |   589M | 545 |3421 |3563 |2164 | 218k|  0 |  81k|  20k| 1.086668e+09 | 1.087041e+09 |   0.03%|  35.80%
1960.75/1966.80	c  1967s| 79200 |  5235 |  9452k| 115.3 |   589M | 545 |3421 |3578 |2178 | 219k|  0 |  82k|  20k| 1.086669e+09 | 1.087041e+09 |   0.03%|  35.82%
1961.65/1967.71	c  1968s| 79300 |  5235 |  9455k| 115.2 |   590M | 545 |3421 |3583 |2189 | 219k|  4 |  82k|  20k| 1.086669e+09 | 1.087041e+09 |   0.03%|  35.83%
1962.44/1968.58	c  1969s| 79400 |  5233 |  9459k| 115.1 |   590M | 545 |3421 |3619 |2188 | 219k|  0 |  82k|  20k| 1.086669e+09 | 1.087041e+09 |   0.03%|  35.83%
1966.23/1972.37	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1966.23/1972.37	c  1972s| 79500 |  5243 |  9481k| 115.2 |   590M | 545 |3421 |3612 |2160 | 219k|  1 |  82k|  20k| 1.086669e+09 | 1.087041e+09 |   0.03%|  35.85%
1969.32/1975.49	c  1975s| 79600 |  5260 |  9501k| 115.3 |   590M | 545 |3421 |3721 |2200 | 220k|  1 |  82k|  20k| 1.086670e+09 | 1.087041e+09 |   0.03%|  35.87%
1971.81/1977.93	c  1978s| 79700 |  5281 |  9516k| 115.4 |   590M | 545 |3421 |3840 |2213 | 220k|  1 |  82k|  20k| 1.086670e+09 | 1.087041e+09 |   0.03%|  35.87%
1974.20/1980.37	o 1087029248
1974.20/1980.38	c r1980s| 79788 |  5024 |  9533k| 115.4 |shifting| 545 |3421 |4013 |2219 | 220k|  0 |  82k|  20k| 1.086670e+09 | 1.087029e+09 |   0.03%|  35.94%
1974.80/1980.90	c  1981s| 79800 |  5024 |  9535k| 115.5 |   590M | 545 |3421 |3952 |2213 | 220k|  0 |  82k|  20k| 1.086670e+09 | 1.087029e+09 |   0.03%|  35.94%
1978.29/1984.47	c  1984s| 79900 |  5074 |  9560k| 115.6 |   590M | 545 |3421 |4027 |2218 | 220k|  1 |  82k|  20k| 1.086670e+09 | 1.087029e+09 |   0.03%|  35.94%
1978.39/1984.60	o 1087027200
1978.49/1984.60	c r1985s| 79904 |  4998 |  9560k| 115.6 |shifting| 545 |3421 |4030 |2218 | 220k|  0 |  82k|  20k| 1.086670e+09 | 1.087027e+09 |   0.03%|  35.94%
1978.49/1984.60	o 1087025152
1978.49/1984.61	c i1985s| 79904 |  4894 |  9560k| 115.6 |  oneopt| 545 |3421 |4030 |2218 | 220k|  0 |  82k|  20k| 1.086670e+09 | 1.087025e+09 |   0.03%|  35.95%
1978.69/1984.89	o 1087024128
1978.69/1984.89	c *1985s| 79907 |  4852 |  9562k| 115.6 |    LP  | 545 |3421 |3992 |2213 | 220k|  1 |  82k|  20k| 1.086670e+09 | 1.087024e+09 |   0.03%|  35.95%
1979.39/1985.52	c  1986s| 80000 |  4866 |  9564k| 115.5 |   591M | 545 |3421 |3926 |2218 | 220k|  0 |  82k|  20k| 1.086670e+09 | 1.087024e+09 |   0.03%|  35.95%
1980.68/1986.80	c  1987s| 80100 |  4868 |  9571k| 115.5 |   591M | 545 |3421 |4014 |2220 | 220k|  1 |  83k|  20k| 1.086670e+09 | 1.087024e+09 |   0.03%|  35.95%
1982.37/1988.53	o 1087020032
1982.37/1988.54	c *1989s| 80159 |  4760 |  9582k| 115.5 |    LP  | 545 |3421 |4064 |2223 | 220k|  1 |  83k|  20k| 1.086670e+09 | 1.087020e+09 |   0.03%|  35.96%
1982.77/1988.98	c  1989s| 80200 |  4773 |  9584k| 115.5 |   591M | 545 |3421 |4038 |2221 | 220k|  1 |  83k|  20k| 1.086670e+09 | 1.087020e+09 |   0.03%|  35.96%
1984.77/1990.95	c  1991s| 80300 |  4782 |  9597k| 115.5 |   591M | 545 |3421 |4028 |2238 | 220k|  1 |  83k|  20k| 1.086670e+09 | 1.087020e+09 |   0.03%|  35.96%
1987.56/1993.75	c  1994s| 80400 |  4815 |  9617k| 115.6 |   591M | 545 |3421 |4058 |2240 | 220k|  1 |  83k|  20k| 1.086670e+09 | 1.087020e+09 |   0.03%|  35.96%
1989.75/1995.95	o 1086996480
1989.75/1995.96	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
1989.75/1995.96	c *1996s| 80475 |  4303 |  9631k| 115.7 |    LP  | 545 |3421 |4179 |2240 | 220k|  1 |  83k|  20k| 1.086670e+09 | 1.086996e+09 |   0.03%|  36.28%
1990.05/1996.21	c  1996s| 80500 |  4306 |  9632k| 115.7 |   592M | 545 |3421 |4117 |2177 | 220k|  1 |  83k|  20k| 1.086670e+09 | 1.086996e+09 |   0.03%|  36.29%
1991.24/1997.42	c  1997s| 80600 |  4312 |  9638k| 115.6 |   592M | 545 |3421 |4070 |2201 | 220k|  1 |  83k|  20k| 1.086670e+09 | 1.086996e+09 |   0.03%|  36.30%
1993.44/1999.62	c  2000s| 80700 |  4318 |  9651k| 115.6 |   592M | 545 |3421 |4002 |2106 | 221k|  0 |  83k|  20k| 1.086670e+09 | 1.086996e+09 |   0.03%|  36.31%
1995.73/2001.93	c  2002s| 80800 |  4330 |  9662k| 115.6 |   592M | 545 |3421 |3936 |2141 | 221k|  1 |  83k|  20k| 1.086670e+09 | 1.086996e+09 |   0.03%|  36.31%
1998.12/2004.32	c  2004s| 80900 |  4336 |  9675k| 115.6 |   592M | 545 |3421 |3926 |2141 | 221k|  1 |  83k|  20k| 1.086670e+09 | 1.086996e+09 |   0.03%|  36.31%
2001.82/2008.05	c  2008s| 81000 |  4338 |  9690k| 115.7 |   592M | 545 |3421 |3934 |2188 | 221k|  3 |  83k|  20k| 1.086671e+09 | 1.086996e+09 |   0.03%|  36.33%
2006.49/2012.79	c  2013s| 81100 |  4330 |  9720k| 115.9 |   592M | 545 |3421 |3833 |2120 | 222k|  2 |  83k|  20k| 1.086671e+09 | 1.086996e+09 |   0.03%|  36.46%
2010.68/2016.92	c  2017s| 81200 |  4336 |  9740k| 116.0 |   592M | 545 |3421 |3788 |2081 | 222k|  1 |  83k|  20k| 1.086671e+09 | 1.086996e+09 |   0.03%|  36.53%
2013.18/2019.43	c  2019s| 81300 |  4338 |  9754k| 116.0 |   592M | 545 |3421 |3742 |2114 | 222k|  2 |  83k|  20k| 1.086671e+09 | 1.086996e+09 |   0.03%|  36.60%
2016.56/2022.83	c  2023s| 81400 |  4332 |  9769k| 116.1 |   592M | 545 |3421 |3692 |2083 | 223k|  2 |  83k|  20k| 1.086671e+09 | 1.086996e+09 |   0.03%|  36.75%
2018.66/2024.93	c  2025s| 81500 |  4348 |  9778k| 116.0 |   592M | 545 |3421 |3675 |2168 | 223k|  0 |  83k|  21k| 1.086671e+09 | 1.086996e+09 |   0.03%|  36.87%
2021.15/2027.43	c  2027s| 81600 |  4372 |  9794k| 116.1 |   592M | 545 |3421 |3779 |2247 | 223k|  1 |  83k|  21k| 1.086671e+09 | 1.086996e+09 |   0.03%|  36.87%
2026.43/2032.71	c  2033s| 81700 |  4410 |  9831k| 116.4 |   592M | 545 |3421 |4024 |2246 | 223k|  1 |  84k|  21k| 1.086671e+09 | 1.086996e+09 |   0.03%|  36.87%
2029.52/2035.84	o 1086987264
2029.52/2035.84	c *2036s| 81745 |  4166 |  9841k| 116.4 |    LP  | 545 |3421 |3904 |2245 | 223k|  1 |  84k|  21k| 1.086671e+09 | 1.086987e+09 |   0.03%|  37.01%
2030.02/2036.38	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2030.02/2036.38	c  2036s| 81800 |  4187 |  9843k| 116.4 |   592M | 545 |3421 |3839 |2233 | 223k|  1 |  84k|  21k| 1.086671e+09 | 1.086987e+09 |   0.03%|  37.01%
2031.11/2037.47	c  2037s| 81900 |  4207 |  9847k| 116.3 |   592M | 545 |3421 |3762 |2250 | 223k|  2 |  84k|  21k| 1.086672e+09 | 1.086987e+09 |   0.03%|  37.02%
2033.30/2039.68	c  2040s| 82000 |  4237 |  9859k| 116.3 |   592M | 545 |3421 |3743 |2250 | 223k|  0 |  84k|  21k| 1.086672e+09 | 1.086987e+09 |   0.03%|  37.04%
2033.40/2039.71	o 1086982144
2033.40/2039.72	c *2040s| 82009 |  4097 |  9859k| 116.3 |    LP  | 545 |3421 |3742 |2250 | 223k|  1 |  84k|  21k| 1.086672e+09 | 1.086982e+09 |   0.03%|  37.08%
2034.50/2040.86	c  2041s| 82100 |  4113 |  9863k| 116.2 |   593M | 545 |3421 |3716 |2238 | 224k|  1 |  84k|  21k| 1.086672e+09 | 1.086982e+09 |   0.03%|  37.09%
2034.71/2041.03	o 1086976000
2034.71/2041.04	c *2041s| 82124 |  3986 |  9864k| 116.2 |    LP  | 545 |3421 |3728 |2239 | 224k|  1 |  84k|  21k| 1.086672e+09 | 1.086976e+09 |   0.03%|  37.15%
2036.99/2043.35	c  2043s| 82200 |  4010 |  9875k| 116.2 |   593M | 545 |3421 |3713 |2246 | 224k|  1 |  84k|  21k| 1.086673e+09 | 1.086976e+09 |   0.03%|  37.16%
2042.97/2049.35	c  2049s| 82300 |  4044 |  9907k| 116.5 |   593M | 545 |3421 |3822 |2236 | 224k|  2 |  84k|  21k| 1.086673e+09 | 1.086976e+09 |   0.03%|  37.16%
2048.66/2055.01	c  2055s| 82400 |  4062 |  9931k| 116.6 |   593M | 545 |3421 |3869 |2227 | 224k|  1 |  85k|  21k| 1.086673e+09 | 1.086976e+09 |   0.03%|  37.17%
2049.76/2056.12	o 1086974976
2049.76/2056.12	c *2056s| 82424 |  4038 |  9937k| 116.6 |    LP  | 545 |3421 |3920 |2241 | 224k|  1 |  85k|  21k| 1.086673e+09 | 1.086975e+09 |   0.03%|  37.20%
2052.93/2059.32	c  2059s| 82500 |  4064 |  9956k| 116.8 |   593M | 545 |3421 |4078 |2247 | 224k|  1 |  85k|  21k| 1.086673e+09 | 1.086975e+09 |   0.03%|  37.21%
2056.64/2063.06	c  2063s| 82600 |  4100 |  9972k| 116.8 |   593M | 545 |3421 |3965 |2247 | 224k|  0 |  85k|  21k| 1.086673e+09 | 1.086975e+09 |   0.03%|  37.22%
2058.63/2065.06	c  2065s| 82700 |  4140 |  9984k| 116.8 |   593M | 545 |3421 |3968 |2247 | 224k|  1 |  85k|  21k| 1.086673e+09 | 1.086975e+09 |   0.03%|  37.22%
2060.52/2066.90	c  2067s| 82800 |  4182 |  9995k| 116.8 |   593M | 545 |3421 |4002 |2248 | 224k|  0 |  85k|  21k| 1.086673e+09 | 1.086975e+09 |   0.03%|  37.22%
2061.72/2068.18	c  2068s| 82900 |  4226 | 10003k| 116.8 |   593M | 545 |3421 |4040 |2247 | 224k|  0 |  85k|  21k| 1.086673e+09 | 1.086975e+09 |   0.03%|  37.22%
2062.91/2069.31	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2062.91/2069.31	c  2069s| 83000 |  4270 | 10010k| 116.7 |   593M | 545 |3421 |4055 |2247 | 224k|  1 |  85k|  21k| 1.086673e+09 | 1.086975e+09 |   0.03%|  37.22%
2064.10/2070.55	c  2071s| 83100 |  4316 | 10017k| 116.6 |   593M | 545 |3421 |4047 |2247 | 224k|  1 |  86k|  21k| 1.086673e+09 | 1.086975e+09 |   0.03%|  37.22%
2066.19/2072.68	c  2073s| 83200 |  4348 | 10029k| 116.7 |   593M | 545 |3421 |4000 |2247 | 224k|  1 |  86k|  21k| 1.086673e+09 | 1.086975e+09 |   0.03%|  37.22%
2067.09/2073.50	o 1086970880
2067.09/2073.50	c *2074s| 83251 |  3934 | 10034k| 116.6 |    LP  | 545 |3421 |4022 |2254 | 224k|  3 |  86k|  21k| 1.086673e+09 | 1.086971e+09 |   0.03%|  37.22%
2068.29/2074.75	o 1086966924
2068.29/2074.76	c r2075s| 83274 |  3865 | 10042k| 116.7 |simplero| 545 |3421 |3984 |2237 | 224k|  0 |  86k|  21k| 1.086673e+09 | 1.086967e+09 |   0.03%|  37.25%
2068.29/2074.76	o 1086966784
2068.29/2074.77	c *2075s| 83274 |  3842 | 10042k| 116.7 |    LP  | 545 |3421 |3982 |2237 | 224k|  2 |  86k|  21k| 1.086673e+09 | 1.086967e+09 |   0.03%|  37.25%
2070.08/2076.53	c  2077s| 83300 |  3842 | 10046k| 116.7 |   593M | 545 |3421 |3924 |2167 | 224k|  0 |  86k|  21k| 1.086673e+09 | 1.086967e+09 |   0.03%|  37.32%
2071.97/2078.40	c  2078s| 83400 |  3866 | 10052k| 116.7 |   593M | 545 |3421 |3916 |2136 | 225k|  2 |  86k|  21k| 1.086673e+09 | 1.086967e+09 |   0.03%|  37.32%
2075.86/2082.36	o 1086963712
2075.86/2082.36	c *2082s| 83484 |  3790 | 10069k| 116.7 |    LP  | 545 |3421 |3908 |2195 | 225k|  1 |  86k|  21k| 1.086673e+09 | 1.086964e+09 |   0.03%|  37.47%
2076.15/2082.64	c  2083s| 83500 |  3790 | 10070k| 116.7 |   594M | 545 |3421 |3889 |2129 | 225k|  0 |  86k|  21k| 1.086673e+09 | 1.086964e+09 |   0.03%|  37.49%
2079.44/2085.94	c  2086s| 83600 |  3794 | 10089k| 116.8 |   594M | 545 |3421 |3786 |2080 | 225k|  2 |  86k|  21k| 1.086674e+09 | 1.086964e+09 |   0.03%|  37.59%
2083.13/2089.68	c  2090s| 83700 |  3798 | 10104k| 116.9 |   594M | 545 |3421 |3757 |2151 | 225k|  0 |  86k|  21k| 1.086674e+09 | 1.086964e+09 |   0.03%|  37.64%
2086.82/2093.31	c  2093s| 83800 |  3796 | 10122k| 116.9 |   594M | 545 |3421 |3749 |2137 | 226k|  1 |  86k|  21k| 1.086674e+09 | 1.086964e+09 |   0.03%|  37.76%
2091.70/2098.28	c  2098s| 83900 |  3800 | 10146k| 117.1 |   594M | 545 |3421 |3775 |2134 | 226k|  2 |  86k|  21k| 1.086674e+09 | 1.086964e+09 |   0.03%|  37.80%
2094.89/2101.45	c  2101s| 84000 |  3806 | 10162k| 117.1 |   594M | 545 |3421 |3776 |2101 | 226k|  2 |  86k|  21k| 1.086674e+09 | 1.086964e+09 |   0.03%|  37.87%
2096.28/2102.89	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2096.28/2102.89	c  2103s| 84100 |  3818 | 10168k| 117.1 |   594M | 545 |3421 |3801 |2127 | 227k|  0 |  86k|  21k| 1.086674e+09 | 1.086964e+09 |   0.03%|  37.94%
2099.87/2106.45	c  2106s| 84200 |  3828 | 10185k| 117.1 |   594M | 545 |3421 |3832 |2162 | 227k|  0 |  87k|  21k| 1.086674e+09 | 1.086964e+09 |   0.03%|  37.98%
2102.76/2109.32	c  2109s| 84300 |  3857 | 10204k| 117.2 |   594M | 545 |3421 |3914 |2138 | 227k|  0 |  87k|  22k| 1.086674e+09 | 1.086964e+09 |   0.03%|  37.99%
2108.84/2115.47	c  2115s| 84400 |  3883 | 10239k| 117.5 |   595M | 545 |3421 |4135 |2139 | 227k|  0 |  87k|  22k| 1.086674e+09 | 1.086964e+09 |   0.03%|  37.99%
2112.44/2119.01	c  2119s| 84500 |  3919 | 10262k| 117.6 |   595M | 545 |3421 |4098 |2141 | 227k|  0 |  87k|  22k| 1.086674e+09 | 1.086964e+09 |   0.03%|  37.99%
2112.63/2119.20	o 1086955520
2112.63/2119.21	c *2119s| 84511 |  3694 | 10263k| 117.6 |    LP  | 545 |3421 |4117 |2141 | 227k|  1 |  87k|  22k| 1.086674e+09 | 1.086956e+09 |   0.03%|  38.14%
2114.22/2120.83	c  2121s| 84600 |  3695 | 10268k| 117.5 |   595M | 545 |3421 |3919 |2062 | 227k|  0 |  87k|  22k| 1.086675e+09 | 1.086956e+09 |   0.03%|  38.20%
2116.21/2122.86	c  2123s| 84700 |  3701 | 10277k| 117.5 |   595M | 545 |3421 |3871 |2105 | 227k|  0 |  87k|  22k| 1.086675e+09 | 1.086956e+09 |   0.03%|  38.26%
2118.81/2125.46	c  2125s| 84800 |  3705 | 10289k| 117.5 |   595M | 545 |3421 |3834 |2087 | 228k|  1 |  87k|  22k| 1.086675e+09 | 1.086956e+09 |   0.03%|  38.37%
2120.71/2127.31	c  2127s| 84900 |  3732 | 10297k| 117.5 |   595M | 545 |3421 |3913 |2130 | 228k|  1 |  88k|  22k| 1.086675e+09 | 1.086956e+09 |   0.03%|  38.37%
2122.80/2129.43	o 1086952576
2122.80/2129.43	c r2129s| 84992 |  3690 | 10311k| 117.5 |simplero| 545 |3421 |3904 |2126 | 228k|  0 |  88k|  22k| 1.086676e+09 | 1.086953e+09 |   0.03%|  38.40%
2122.80/2129.44	o 1086952448
2122.80/2129.44	c *2129s| 84992 |  3662 | 10311k| 117.5 |    LP  | 545 |3421 |3903 |2126 | 228k|  3 |  88k|  22k| 1.086676e+09 | 1.086952e+09 |   0.03%|  38.40%
2122.90/2129.51	c  2130s| 85000 |  3664 | 10311k| 117.5 |   595M | 545 |3421 |3865 |2118 | 228k|  1 |  88k|  22k| 1.086676e+09 | 1.086952e+09 |   0.03%|  38.40%
2123.99/2130.62	c  2131s| 85100 |  3700 | 10315k| 117.4 |   595M | 545 |3421 |3888 |2167 | 228k|  1 |  88k|  22k| 1.086676e+09 | 1.086952e+09 |   0.03%|  38.40%
2125.79/2132.49	c  2132s| 85200 |  3724 | 10324k| 117.4 |   595M | 545 |3421 |3932 |2180 | 228k|  0 |  88k|  22k| 1.086676e+09 | 1.086952e+09 |   0.03%|  38.40%
2127.49/2134.15	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2127.49/2134.15	c  2134s| 85300 |  3755 | 10331k| 117.3 |   595M | 545 |3421 |3914 |2194 | 228k|  5 |  88k|  22k| 1.086676e+09 | 1.086952e+09 |   0.03%|  38.41%
2130.77/2137.43	c  2137s| 85400 |  3783 | 10350k| 117.4 |   595M | 545 |3421 |3984 |2187 | 228k|  1 |  88k|  22k| 1.086676e+09 | 1.086952e+09 |   0.03%|  38.41%
2135.75/2142.46	c  2142s| 85500 |  3777 | 10378k| 117.6 |   595M | 545 |3421 |3878 |2084 | 228k|  1 |  88k|  22k| 1.086676e+09 | 1.086952e+09 |   0.03%|  38.43%
2139.04/2145.79	c  2146s| 85600 |  3795 | 10401k| 117.7 |   595M | 545 |3421 |3892 |2189 | 229k|  0 |  88k|  22k| 1.086676e+09 | 1.086952e+09 |   0.03%|  38.47%
2143.03/2149.70	c  2150s| 85700 |  3802 | 10426k| 117.9 |   595M | 545 |3421 |3854 |2179 | 229k|  1 |  89k|  22k| 1.086676e+09 | 1.086952e+09 |   0.03%|  38.47%
2144.92/2151.67	o 1086946304
2144.92/2151.68	c *2152s| 85737 |  3600 | 10438k| 117.9 |    LP  | 545 |3421 |3930 |2179 | 229k|  1 |  89k|  22k| 1.086676e+09 | 1.086946e+09 |   0.02%|  38.52%
2145.72/2152.42	c  2152s| 85800 |  3603 | 10441k| 117.9 |   595M | 545 |3421 |3868 |2106 | 229k|  0 |  89k|  22k| 1.086676e+09 | 1.086946e+09 |   0.02%|  38.53%
2148.11/2154.86	c  2155s| 85900 |  3601 | 10452k| 117.9 |   595M | 545 |3421 |3812 |2141 | 229k|  8 |  89k|  22k| 1.086676e+09 | 1.086946e+09 |   0.02%|  38.62%
2150.70/2157.41	c  2157s| 86000 |  3613 | 10465k| 117.9 |   595M | 545 |3421 |3781 |2148 | 230k|  0 |  89k|  22k| 1.086677e+09 | 1.086946e+09 |   0.02%|  38.74%
2154.49/2161.20	c  2161s| 86100 |  3629 | 10489k| 118.0 |   595M | 545 |3421 |3746 |2161 | 230k|  1 |  89k|  22k| 1.086677e+09 | 1.086946e+09 |   0.02%|  38.81%
2155.78/2162.54	c  2163s| 86200 |  3635 | 10495k| 118.0 |   595M | 545 |3421 |3766 |2177 | 230k|  1 |  89k|  22k| 1.086677e+09 | 1.086946e+09 |   0.02%|  38.81%
2159.07/2165.81	c  2166s| 86300 |  3641 | 10515k| 118.1 |   595M | 545 |3421 |3757 |2162 | 230k|  2 |  89k|  22k| 1.086678e+09 | 1.086946e+09 |   0.02%|  38.85%
2161.16/2167.98	c  2168s| 86400 |  3649 | 10525k| 118.0 |   595M | 545 |3421 |3717 |2172 | 231k|  6 |  89k|  22k| 1.086678e+09 | 1.086946e+09 |   0.02%|  38.87%
2162.76/2169.58	c  2170s| 86500 |  3657 | 10530k| 118.0 |   595M | 545 |3421 |3723 |2069 | 231k|  3 |  89k|  22k| 1.086678e+09 | 1.086946e+09 |   0.02%|  38.88%
2164.75/2171.59	c  2172s| 86600 |  3667 | 10541k| 118.0 |   595M | 545 |3421 |3714 |2185 | 231k|  2 |  89k|  22k| 1.086678e+09 | 1.086946e+09 |   0.02%|  38.93%
2167.35/2174.15	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2167.35/2174.15	c  2174s| 86700 |  3677 | 10554k| 118.0 |   595M | 545 |3421 |3716 |2133 | 231k|  0 |  89k|  22k| 1.086678e+09 | 1.086946e+09 |   0.02%|  38.97%
2170.73/2177.54	c  2178s| 86800 |  3679 | 10575k| 118.1 |   595M | 545 |3421 |3705 |   0 | 231k|  0 |  89k|  22k| 1.086678e+09 | 1.086946e+09 |   0.02%|  39.11%
2173.72/2180.52	c  2181s| 86900 |  3685 | 10587k| 118.1 |   595M | 545 |3421 |3744 |2162 | 232k|  0 |  89k|  22k| 1.086678e+09 | 1.086946e+09 |   0.02%|  39.19%
2177.41/2184.21	c  2184s| 87000 |  3693 | 10604k| 118.1 |   595M | 545 |3421 |3780 |2165 | 232k|  1 |  89k|  22k| 1.086678e+09 | 1.086946e+09 |   0.02%|  39.20%
2181.09/2187.95	c  2188s| 87100 |  3689 | 10623k| 118.2 |   595M | 545 |3421 |3739 |2123 | 233k|  2 |  89k|  22k| 1.086678e+09 | 1.086946e+09 |   0.02%|  39.38%
2184.79/2191.61	c  2192s| 87200 |  3685 | 10646k| 118.3 |   596M | 545 |3421 |3748 |2129 | 233k|  0 |  89k|  22k| 1.086678e+09 | 1.086946e+09 |   0.02%|  39.46%
2187.98/2194.85	c  2195s| 87300 |  3697 | 10665k| 118.4 |   596M | 545 |3421 |3744 |2182 | 234k|  1 |  89k|  22k| 1.086678e+09 | 1.086946e+09 |   0.02%|  39.57%
2190.97/2197.88	c  2198s| 87400 |  3700 | 10683k| 118.5 |   596M | 545 |3421 |3726 |2196 | 234k|  0 |  89k|  22k| 1.086679e+09 | 1.086946e+09 |   0.02%|  39.70%
2193.66/2200.59	c  2201s| 87500 |  3696 | 10693k| 118.5 |   596M | 545 |3421 |3771 |2215 | 234k|  0 |  89k|  22k| 1.086679e+09 | 1.086946e+09 |   0.02%|  39.72%
2197.44/2204.32	c  2204s| 87600 |  3704 | 10719k| 118.6 |   596M | 545 |3421 |3756 |2137 | 235k|  0 |  89k|  22k| 1.086679e+09 | 1.086946e+09 |   0.02%|  39.76%
2200.33/2207.22	c  2207s| 87700 |  3704 | 10733k| 118.7 |   596M | 545 |3421 |3734 |2179 | 235k|  6 |  89k|  22k| 1.086679e+09 | 1.086946e+09 |   0.02%|  39.91%
2203.13/2210.09	c  2210s| 87800 |  3700 | 10751k| 118.7 |   596M | 545 |3421 |3697 |2152 | 235k|  0 |  89k|  22k| 1.086679e+09 | 1.086946e+09 |   0.02%|  40.08%
2205.13/2212.10	c  2212s| 87900 |  3706 | 10762k| 118.7 |   596M | 545 |3421 |3687 |2121 | 235k|  3 |  89k|  22k| 1.086679e+09 | 1.086946e+09 |   0.02%|  40.13%
2207.41/2214.36	c  2214s| 88000 |  3712 | 10774k| 118.7 |   596M | 545 |3421 |3681 |2173 | 236k|  1 |  89k|  22k| 1.086679e+09 | 1.086946e+09 |   0.02%|  40.18%
2211.21/2218.14	c  2218s| 88100 |  3704 | 10797k| 118.8 |   596M | 545 |3421 |3634 |2099 | 236k|  0 |  89k|  22k| 1.086679e+09 | 1.086946e+09 |   0.02%|  40.31%
2213.89/2220.88	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2213.89/2220.88	c  2221s| 88200 |  3711 | 10815k| 118.9 |   596M | 545 |3421 |3665 |2181 | 236k|  0 |  89k|  22k| 1.086679e+09 | 1.086946e+09 |   0.02%|  40.39%
2217.47/2224.49	c  2224s| 88300 |  3713 | 10833k| 119.0 |   596M | 545 |3421 |3685 |2201 | 237k|  0 |  89k|  22k| 1.086679e+09 | 1.086946e+09 |   0.02%|  40.41%
2220.26/2227.26	c  2227s| 88400 |  3714 | 10847k| 119.0 |   596M | 545 |3421 |3711 |2166 | 237k|  0 |  90k|  22k| 1.086679e+09 | 1.086946e+09 |   0.02%|  40.48%
2223.25/2230.20	c  2230s| 88500 |  3718 | 10864k| 119.1 |   596M | 545 |3421 |3687 |2137 | 237k|  0 |  90k|  22k| 1.086680e+09 | 1.086946e+09 |   0.02%|  40.58%
2226.54/2233.54	c  2234s| 88600 |  3724 | 10885k| 119.2 |   596M | 545 |3421 |3648 |2142 | 238k|  2 |  90k|  22k| 1.086680e+09 | 1.086946e+09 |   0.02%|  40.68%
2228.33/2235.32	c  2235s| 88700 |  3726 | 10894k| 119.1 |   596M | 545 |3421 |3682 |2131 | 238k|  1 |  90k|  22k| 1.086680e+09 | 1.086946e+09 |   0.02%|  40.75%
2229.53/2236.57	c  2237s| 88800 |  3741 | 10899k| 119.0 |   596M | 545 |3421 |3738 |2185 | 238k|  1 |  90k|  22k| 1.086680e+09 | 1.086946e+09 |   0.02%|  40.75%
2232.22/2239.25	o 1086940160
2232.22/2239.25	c *2239s| 88883 |  3629 | 10916k| 119.1 |    LP  | 545 |3421 |3817 |2186 | 238k|  1 |  90k|  22k| 1.086681e+09 | 1.086940e+09 |   0.02%|  40.83%
2232.41/2239.45	c  2239s| 88900 |  3628 | 10917k| 119.1 |   596M | 545 |3421 |3796 |2132 | 238k|  1 |  90k|  22k| 1.086681e+09 | 1.086940e+09 |   0.02%|  40.84%
2233.71/2240.79	c  2241s| 89000 |  3628 | 10922k| 119.0 |   596M | 545 |3421 |3760 |2168 | 238k|  1 |  90k|  22k| 1.086681e+09 | 1.086940e+09 |   0.02%|  40.88%
2235.90/2242.97	c  2243s| 89100 |  3632 | 10933k| 119.0 |   596M | 545 |3421 |3728 |2189 | 238k|  0 |  90k|  22k| 1.086681e+09 | 1.086940e+09 |   0.02%|  40.93%
2239.00/2246.05	c  2246s| 89200 |  3644 | 10952k| 119.1 |   596M | 545 |3421 |3729 |2151 | 239k|  1 |  90k|  22k| 1.086681e+09 | 1.086940e+09 |   0.02%|  41.00%
2240.99/2248.02	c  2248s| 89300 |  3648 | 10962k| 119.1 |   596M | 545 |3421 |3730 |2139 | 239k|  3 |  90k|  22k| 1.086681e+09 | 1.086940e+09 |   0.02%|  41.03%
2243.57/2250.63	c  2251s| 89400 |  3646 | 10975k| 119.1 |   596M | 545 |3421 |3740 |2064 | 239k|  0 |  90k|  22k| 1.086681e+09 | 1.086940e+09 |   0.02%|  41.19%
2246.97/2254.05	c  2254s| 89500 |  3645 | 10993k| 119.2 |   596M | 545 |3421 |3726 |2137 | 240k|  0 |  90k|  22k| 1.086682e+09 | 1.086940e+09 |   0.02%|  41.36%
2249.85/2256.97	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2249.85/2256.97	c  2257s| 89600 |  3646 | 11008k| 119.2 |   596M | 545 |3421 |3712 |2108 | 240k|  0 |  90k|  22k| 1.086682e+09 | 1.086940e+09 |   0.02%|  41.45%
2252.54/2259.66	c  2260s| 89700 |  3652 | 11023k| 119.2 |   596M | 545 |3421 |3704 |2168 | 240k|  2 |  90k|  22k| 1.086682e+09 | 1.086940e+09 |   0.02%|  41.52%
2255.04/2262.19	c  2262s| 89800 |  3652 | 11037k| 119.3 |   596M | 545 |3421 |3724 |2203 | 241k|  3 |  90k|  22k| 1.086682e+09 | 1.086940e+09 |   0.02%|  41.54%
2257.32/2264.44	c  2264s| 89900 |  3646 | 11049k| 119.3 |   597M | 545 |3421 |3697 |2151 | 241k|  2 |  90k|  22k| 1.086683e+09 | 1.086940e+09 |   0.02%|  41.66%
2260.61/2267.71	c  2268s| 90000 |  3642 | 11066k| 119.3 |   597M | 545 |3421 |3669 |2099 | 241k|  1 |  90k|  22k| 1.086683e+09 | 1.086940e+09 |   0.02%|  41.89%
2265.02/2272.15	c  2272s| 90100 |  3644 | 11094k| 119.5 |   597M | 545 |3421 |3662 |2225 | 242k|  0 |  90k|  22k| 1.086683e+09 | 1.086940e+09 |   0.02%|  42.12%
2267.50/2274.60	c  2275s| 90200 |  3660 | 11107k| 119.5 |   597M | 545 |3421 |3657 |2185 | 242k|  0 |  90k|  22k| 1.086683e+09 | 1.086940e+09 |   0.02%|  42.16%
2269.49/2276.69	c  2277s| 90300 |  3672 | 11117k| 119.5 |   597M | 545 |3421 |3662 |2201 | 242k|  0 |  90k|  22k| 1.086683e+09 | 1.086940e+09 |   0.02%|  42.19%
2271.18/2278.37	c  2278s| 90400 |  3672 | 11125k| 119.4 |   597M | 545 |3421 |3659 |2213 | 242k|  0 |  90k|  22k| 1.086683e+09 | 1.086940e+09 |   0.02%|  42.19%
2273.67/2280.84	c  2281s| 90500 |  3676 | 11138k| 119.4 |   597M | 545 |3421 |3661 |2198 | 243k|  1 |  90k|  22k| 1.086683e+09 | 1.086940e+09 |   0.02%|  42.20%
2276.36/2283.53	c  2284s| 90600 |  3678 | 11148k| 119.4 |   597M | 545 |3421 |3658 |2219 | 243k|  2 |  90k|  22k| 1.086683e+09 | 1.086940e+09 |   0.02%|  42.20%
2279.05/2286.23	c  2286s| 90700 |  3680 | 11161k| 119.4 |   597M | 545 |3421 |3669 |2178 | 243k|  2 |  90k|  22k| 1.086683e+09 | 1.086940e+09 |   0.02%|  42.21%
2282.74/2289.91	c  2290s| 90800 |  3675 | 11179k| 119.5 |   597M | 545 |3421 |3672 |2105 | 243k|  0 |  90k|  22k| 1.086684e+09 | 1.086940e+09 |   0.02%|  42.35%
2287.62/2294.89	c  2295s| 90900 |  3691 | 11209k| 119.7 |   597M | 545 |3421 |3662 |2176 | 244k|  4 |  90k|  22k| 1.086684e+09 | 1.086940e+09 |   0.02%|  42.40%
2291.71/2298.92	c  2299s| 91000 |  3694 | 11224k| 119.7 |   597M | 545 |3421 |3649 |   0 | 244k|  0 |  90k|  22k| 1.086684e+09 | 1.086940e+09 |   0.02%|  42.46%
2294.40/2301.69	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2294.40/2301.69	c  2302s| 91100 |  3696 | 11239k| 119.8 |   596M | 545 |3421 |3643 |2179 | 245k|  2 |  90k|  22k| 1.086684e+09 | 1.086940e+09 |   0.02%|  42.57%
2297.69/2304.99	c  2305s| 91200 |  3702 | 11258k| 119.8 |   596M | 545 |3421 |3644 |2168 | 245k|  0 |  90k|  22k| 1.086684e+09 | 1.086940e+09 |   0.02%|  42.65%
2300.28/2307.58	c  2308s| 91300 |  3712 | 11271k| 119.8 |   596M | 545 |3421 |3633 |2158 | 245k|  2 |  90k|  22k| 1.086684e+09 | 1.086940e+09 |   0.02%|  42.71%
2302.88/2310.14	c  2310s| 91400 |  3706 | 11285k| 119.9 |   596M | 545 |3421 |3633 |2133 | 245k|  0 |  90k|  22k| 1.086685e+09 | 1.086940e+09 |   0.02%|  42.81%
2305.26/2312.55	c  2313s| 91500 |  3718 | 11298k| 119.9 |   596M | 545 |3421 |3632 |2112 | 246k|  0 |  90k|  22k| 1.086685e+09 | 1.086940e+09 |   0.02%|  42.91%
2308.55/2315.86	c  2316s| 91600 |  3722 | 11314k| 119.9 |   596M | 545 |3421 |3608 |2182 | 246k|  0 |  90k|  23k| 1.086685e+09 | 1.086940e+09 |   0.02%|  43.01%
2312.04/2319.39	c  2319s| 91700 |  3724 | 11329k| 120.0 |   596M | 545 |3421 |3614 |2190 | 246k|  7 |  90k|  23k| 1.086685e+09 | 1.086940e+09 |   0.02%|  43.06%
2315.43/2322.79	c  2323s| 91800 |  3722 | 11349k| 120.0 |   597M | 545 |3421 |3617 |2124 | 247k|  1 |  90k|  23k| 1.086685e+09 | 1.086940e+09 |   0.02%|  43.25%
2318.61/2325.92	c  2326s| 91900 |  3722 | 11368k| 120.1 |   597M | 545 |3421 |3599 |2148 | 247k|  3 |  90k|  23k| 1.086685e+09 | 1.086940e+09 |   0.02%|  43.45%
2322.71/2330.05	c  2330s| 92000 |  3730 | 11388k| 120.2 |   597M | 545 |3421 |3610 |2170 | 247k|  2 |  90k|  23k| 1.086685e+09 | 1.086940e+09 |   0.02%|  43.49%
2326.59/2333.98	c  2334s| 92100 |  3726 | 11409k| 120.3 |   597M | 545 |3421 |3615 |2113 | 247k|  1 |  90k|  23k| 1.086685e+09 | 1.086940e+09 |   0.02%|  43.58%
2328.38/2335.77	c  2336s| 92200 |  3734 | 11415k| 120.2 |   597M | 545 |3421 |3622 |2151 | 247k|  0 |  90k|  23k| 1.086685e+09 | 1.086940e+09 |   0.02%|  43.58%
2331.68/2339.09	c  2339s| 92300 |  3750 | 11429k| 120.3 |   597M | 545 |3421 |3640 |2114 | 248k|  2 |  90k|  23k| 1.086686e+09 | 1.086940e+09 |   0.02%|  43.61%
2334.16/2341.58	c  2342s| 92400 |  3760 | 11439k| 120.2 |   597M | 545 |3421 |3655 |2238 | 248k|  2 |  90k|  23k| 1.086686e+09 | 1.086940e+09 |   0.02%|  43.61%
2337.95/2345.35	c  2345s| 92500 |  3754 | 11456k| 120.3 |   597M | 545 |3421 |3657 |2176 | 248k|  2 |  90k|  23k| 1.086686e+09 | 1.086940e+09 |   0.02%|  43.68%
2341.23/2348.63	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2341.23/2348.63	c  2349s| 92600 |  3750 | 11473k| 120.3 |   597M | 545 |3421 |3671 |2167 | 248k|  2 |  91k|  23k| 1.086686e+09 | 1.086940e+09 |   0.02%|  43.78%
2344.32/2351.78	c  2352s| 92700 |  3752 | 11487k| 120.4 |   597M | 545 |3421 |3652 |2208 | 249k|  2 |  91k|  23k| 1.086686e+09 | 1.086940e+09 |   0.02%|  43.88%
2347.72/2355.17	c  2355s| 92800 |  3752 | 11505k| 120.4 |   597M | 545 |3421 |3710 |2153 | 249k|  2 |  91k|  23k| 1.086686e+09 | 1.086940e+09 |   0.02%|  43.92%
2352.89/2360.33	c  2360s| 92900 |  3752 | 11530k| 120.6 |   597M | 545 |3421 |3738 |2198 | 249k|  2 |  91k|  23k| 1.086686e+09 | 1.086940e+09 |   0.02%|  43.92%
2357.88/2365.30	c  2365s| 93000 |  3750 | 11554k| 120.7 |   597M | 545 |3421 |3743 |2097 | 250k|  0 |  91k|  23k| 1.086687e+09 | 1.086940e+09 |   0.02%|  44.09%
2361.76/2369.21	c  2369s| 93100 |  3762 | 11568k| 120.7 |   597M | 545 |3421 |3785 |2177 | 250k|  0 |  91k|  23k| 1.086687e+09 | 1.086940e+09 |   0.02%|  44.10%
2364.16/2371.62	c  2372s| 93200 |  3750 | 11580k| 120.7 |   597M | 545 |3421 |3773 |2157 | 250k|  2 |  91k|  23k| 1.086687e+09 | 1.086940e+09 |   0.02%|  44.30%
2368.14/2375.61	c  2376s| 93300 |  3758 | 11602k| 120.8 |   597M | 545 |3421 |3773 |2148 | 251k|  0 |  91k|  23k| 1.086687e+09 | 1.086940e+09 |   0.02%|  44.31%
2370.43/2377.94	c  2378s| 93400 |  3764 | 11612k| 120.8 |   597M | 545 |3421 |3769 |2158 | 251k|  1 |  91k|  23k| 1.086687e+09 | 1.086940e+09 |   0.02%|  44.35%
2374.02/2381.55	c  2382s| 93500 |  3766 | 11630k| 120.9 |   598M | 545 |3421 |3707 |2107 | 251k|  2 |  91k|  23k| 1.086687e+09 | 1.086940e+09 |   0.02%|  44.42%
2377.71/2385.24	c  2385s| 93600 |  3766 | 11648k| 120.9 |   598M | 545 |3421 |3683 |2185 | 252k|  0 |  91k|  23k| 1.086688e+09 | 1.086940e+09 |   0.02%|  44.50%
2381.39/2388.99	c  2389s| 93700 |  3764 | 11668k| 121.0 |   598M | 545 |3421 |3661 |2157 | 252k|  2 |  91k|  23k| 1.086688e+09 | 1.086940e+09 |   0.02%|  44.61%
2385.78/2393.39	c  2393s| 93800 |  3758 | 11689k| 121.1 |   598M | 545 |3421 |3679 |2114 | 252k|  0 |  91k|  23k| 1.086688e+09 | 1.086940e+09 |   0.02%|  44.66%
2389.16/2396.76	c  2397s| 93900 |  3756 | 11703k| 121.1 |   598M | 545 |3421 |3689 |2247 | 252k|  5 |  91k|  23k| 1.086688e+09 | 1.086940e+09 |   0.02%|  44.81%
2391.65/2399.26	c  2399s| 94000 |  3768 | 11714k| 121.1 |   598M | 545 |3421 |3691 |2179 | 253k|  0 |  91k|  23k| 1.086689e+09 | 1.086940e+09 |   0.02%|  44.82%
2395.94/2403.50	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2395.94/2403.50	c  2403s| 94100 |  3768 | 11735k| 121.2 |   598M | 545 |3421 |3682 |2170 | 253k|  4 |  91k|  23k| 1.086689e+09 | 1.086940e+09 |   0.02%|  44.83%
2399.23/2406.85	c  2407s| 94200 |  3777 | 11750k| 121.2 |   598M | 545 |3421 |3705 |2122 | 253k|  2 |  91k|  23k| 1.086689e+09 | 1.086940e+09 |   0.02%|  44.94%
2401.72/2409.37	c  2409s| 94300 |  3777 | 11762k| 121.2 |   598M | 545 |3421 |3716 |2119 | 254k|  0 |  91k|  23k| 1.086689e+09 | 1.086940e+09 |   0.02%|  45.00%
2404.71/2412.36	c  2412s| 94400 |  3773 | 11775k| 121.2 |   599M | 545 |3421 |3734 |2110 | 254k|  0 |  91k|  24k| 1.086689e+09 | 1.086940e+09 |   0.02%|  45.10%
2408.30/2415.95	c  2416s| 94500 |  3783 | 11792k| 121.3 |   599M | 545 |3421 |3754 |2134 | 254k|  3 |  91k|  24k| 1.086689e+09 | 1.086940e+09 |   0.02%|  45.12%
2411.68/2419.30	c  2419s| 94600 |  3787 | 11805k| 121.3 |   599M | 545 |3421 |3782 |2137 | 255k|  2 |  91k|  24k| 1.086689e+09 | 1.086940e+09 |   0.02%|  45.17%
2414.97/2422.62	c  2423s| 94700 |  3791 | 11820k| 121.3 |   599M | 545 |3421 |3833 |2195 | 255k|  3 |  91k|  24k| 1.086689e+09 | 1.086940e+09 |   0.02%|  45.37%
2417.27/2424.95	c  2425s| 94800 |  3795 | 11831k| 121.3 |   599M | 545 |3421 |3886 |2170 | 255k|  1 |  91k|  24k| 1.086690e+09 | 1.086940e+09 |   0.02%|  45.42%
2421.36/2429.06	c  2429s| 94900 |  3799 | 11852k| 121.4 |   599M | 545 |3421 |3859 |2030 | 256k|  1 |  91k|  24k| 1.086690e+09 | 1.086940e+09 |   0.02%|  45.51%
2425.73/2433.46	c  2433s| 95000 |  3797 | 11873k| 121.5 |   599M | 545 |3421 |3826 |2165 | 256k|  0 |  91k|  24k| 1.086690e+09 | 1.086940e+09 |   0.02%|  45.61%
2429.62/2437.39	c  2437s| 95100 |  3793 | 11892k| 121.6 |   599M | 545 |3421 |3789 |2165 | 256k|  2 |  91k|  24k| 1.086690e+09 | 1.086940e+09 |   0.02%|  45.72%
2434.21/2442.01	c  2442s| 95200 |  3789 | 11912k| 121.6 |   600M | 545 |3421 |3834 |2153 | 257k|  1 |  92k|  24k| 1.086690e+09 | 1.086940e+09 |   0.02%|  45.90%
2438.10/2445.84	c  2446s| 95300 |  3780 | 11931k| 121.7 |   600M | 545 |3421 |3818 |2206 | 258k|  2 |  92k|  24k| 1.086690e+09 | 1.086940e+09 |   0.02%|  46.05%
2441.49/2449.26	c  2449s| 95400 |  3792 | 11944k| 121.7 |   600M | 545 |3421 |3841 |2225 | 258k|  0 |  92k|  24k| 1.086690e+09 | 1.086940e+09 |   0.02%|  46.06%
2444.48/2452.25	c  2452s| 95500 |  3798 | 11960k| 121.8 |   600M | 545 |3421 |3831 |2223 | 258k|  2 |  92k|  24k| 1.086691e+09 | 1.086940e+09 |   0.02%|  46.13%
2447.28/2455.06	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2447.28/2455.06	c  2455s| 95600 |  3802 | 11972k| 121.8 |   600M | 545 |3421 |3832 |2255 | 258k|  1 |  92k|  24k| 1.086691e+09 | 1.086940e+09 |   0.02%|  46.13%
2451.65/2459.48	c  2459s| 95700 |  3794 | 11994k| 121.9 |   600M | 545 |3421 |3867 |2256 | 259k|  2 |  92k|  24k| 1.086691e+09 | 1.086940e+09 |   0.02%|  46.13%
2455.54/2463.34	c  2463s| 95800 |  3788 | 12012k| 121.9 |   600M | 545 |3421 |3832 |2075 | 259k|  3 |  92k|  24k| 1.086691e+09 | 1.086940e+09 |   0.02%|  46.27%
2459.42/2467.20	c  2467s| 95900 |  3792 | 12033k| 122.0 |   600M | 545 |3421 |3773 |2169 | 259k|  1 |  92k|  24k| 1.086692e+09 | 1.086940e+09 |   0.02%|  46.36%
2462.41/2470.26	c  2470s| 96000 |  3796 | 12045k| 122.0 |   600M | 545 |3421 |3790 |   0 | 260k|  0 |  92k|  24k| 1.086692e+09 | 1.086940e+09 |   0.02%|  46.39%
2466.00/2473.87	c  2474s| 96100 |  3808 | 12062k| 122.0 |   600M | 545 |3421 |3767 |2149 | 260k|  1 |  92k|  24k| 1.086692e+09 | 1.086940e+09 |   0.02%|  46.41%
2469.49/2477.33	c  2477s| 96200 |  3814 | 12080k| 122.1 |   600M | 545 |3421 |3793 |2151 | 261k|  0 |  92k|  24k| 1.086692e+09 | 1.086940e+09 |   0.02%|  46.44%
2472.78/2480.65	c  2481s| 96300 |  3804 | 12098k| 122.2 |   600M | 545 |3421 |3770 |2616 | 261k|  2 |  92k|  24k| 1.086692e+09 | 1.086940e+09 |   0.02%|  46.57%
2475.28/2483.19	c  2483s| 96400 |  3812 | 12108k| 122.1 |   600M | 545 |3421 |3797 |2178 | 261k|  0 |  92k|  24k| 1.086692e+09 | 1.086940e+09 |   0.02%|  46.60%
2478.27/2486.16	c  2486s| 96500 |  3812 | 12122k| 122.2 |   600M | 545 |3421 |3789 |2234 | 261k|  2 |  92k|  24k| 1.086692e+09 | 1.086940e+09 |   0.02%|  46.68%
2483.04/2491.00	c  2491s| 96600 |  3810 | 12141k| 122.2 |   601M | 545 |3421 |3784 |2092 | 262k|  0 |  92k|  25k| 1.086692e+09 | 1.086940e+09 |   0.02%|  46.83%
2486.93/2494.84	c  2495s| 96700 |  3816 | 12159k| 122.3 |   601M | 545 |3421 |3804 |2141 | 262k|  0 |  92k|  25k| 1.086693e+09 | 1.086940e+09 |   0.02%|  46.86%
2490.31/2498.30	c  2498s| 96800 |  3820 | 12177k| 122.3 |   601M | 545 |3421 |3825 |   0 | 263k|  0 |  92k|  25k| 1.086693e+09 | 1.086940e+09 |   0.02%|  46.90%
2495.11/2503.06	c  2503s| 96900 |  3813 | 12205k| 122.5 |   601M | 545 |3421 |3770 |2154 | 263k|  1 |  92k|  25k| 1.086694e+09 | 1.086940e+09 |   0.02%|  47.15%
2498.29/2506.22	c  2506s| 97000 |  3803 | 12221k| 122.5 |   601M | 545 |3421 |3716 |2089 | 264k|  0 |  92k|  25k| 1.086694e+09 | 1.086940e+09 |   0.02%|  47.33%
2500.88/2508.82	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2500.88/2508.82	c  2509s| 97100 |  3809 | 12233k| 122.5 |   601M | 545 |3421 |3710 |2182 | 264k|  1 |  92k|  25k| 1.086694e+09 | 1.086940e+09 |   0.02%|  47.41%
2505.17/2513.18	c  2513s| 97200 |  3807 | 12251k| 122.6 |   601M | 545 |3421 |3686 |2159 | 265k|  2 |  92k|  25k| 1.086694e+09 | 1.086940e+09 |   0.02%|  47.51%
2508.06/2516.05	c  2516s| 97300 |  3809 | 12267k| 122.6 |   601M | 545 |3421 |3694 |2058 | 265k|  0 |  92k|  25k| 1.086695e+09 | 1.086940e+09 |   0.02%|  47.59%
2511.84/2519.89	c  2520s| 97400 |  3801 | 12285k| 122.7 |   601M | 545 |3421 |3656 |2036 | 266k|  0 |  92k|  25k| 1.086695e+09 | 1.086940e+09 |   0.02%|  47.81%
2515.23/2523.24	c  2523s| 97500 |  3804 | 12302k| 122.7 |   601M | 545 |3421 |3640 |2171 | 266k|  4 |  92k|  25k| 1.086695e+09 | 1.086940e+09 |   0.02%|  48.00%
2518.52/2526.51	c  2527s| 97600 |  3810 | 12319k| 122.8 |   601M | 545 |3421 |3650 |2200 | 267k|  2 |  92k|  25k| 1.086695e+09 | 1.086940e+09 |   0.02%|  48.07%
2523.80/2531.82	c  2532s| 97700 |  3799 | 12352k| 123.0 |   601M | 545 |3421 |3670 |2066 | 267k|  0 |  92k|  25k| 1.086695e+09 | 1.086940e+09 |   0.02%|  48.24%
2526.79/2534.80	c  2535s| 97800 |  3799 | 12368k| 123.0 |   601M | 545 |3421 |3687 |2205 | 267k|  6 |  92k|  25k| 1.086695e+09 | 1.086940e+09 |   0.02%|  48.37%
2531.17/2539.22	c  2539s| 97900 |  3783 | 12393k| 123.2 |   601M | 545 |3421 |3669 |2119 | 268k|  0 |  92k|  25k| 1.086695e+09 | 1.086940e+09 |   0.02%|  48.51%
2534.66/2542.71	c  2543s| 98000 |  3777 | 12412k| 123.2 |   601M | 545 |3421 |3655 |2153 | 269k|  0 |  93k|  25k| 1.086695e+09 | 1.086940e+09 |   0.02%|  48.68%
2538.35/2546.44	c  2546s| 98100 |  3773 | 12433k| 123.3 |   601M | 545 |3421 |3676 |2099 | 269k|  2 |  93k|  25k| 1.086696e+09 | 1.086940e+09 |   0.02%|  48.76%
2541.14/2549.28	c  2549s| 98200 |  3777 | 12448k| 123.4 |   601M | 545 |3421 |3655 |2170 | 269k|  8 |  93k|  25k| 1.086696e+09 | 1.086940e+09 |   0.02%|  48.85%
2543.23/2551.30	c  2551s| 98300 |  3785 | 12457k| 123.3 |   601M | 545 |3421 |3662 |2181 | 270k|  3 |  93k|  25k| 1.086696e+09 | 1.086940e+09 |   0.02%|  48.90%
2545.82/2553.99	c  2554s| 98400 |  3791 | 12472k| 123.3 |   601M | 545 |3421 |3661 |2148 | 270k|  3 |  93k|  25k| 1.086696e+09 | 1.086940e+09 |   0.02%|  48.97%
2549.60/2557.74	c  2558s| 98500 |  3790 | 12494k| 123.4 |   601M | 545 |3421 |3661 |2104 | 270k|  3 |  93k|  25k| 1.086696e+09 | 1.086940e+09 |   0.02%|  49.03%
2552.19/2560.34	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2552.19/2560.34	c  2560s| 98600 |  3796 | 12507k| 123.4 |   602M | 545 |3421 |3683 |2162 | 271k|  1 |  93k|  25k| 1.086696e+09 | 1.086940e+09 |   0.02%|  49.06%
2556.08/2564.26	c  2564s| 98700 |  3795 | 12527k| 123.5 |   602M | 545 |3421 |3729 |2142 | 271k|  2 |  93k|  25k| 1.086696e+09 | 1.086940e+09 |   0.02%|  49.10%
2558.88/2567.10	c  2567s| 98800 |  3781 | 12542k| 123.5 |   602M | 545 |3421 |3715 |2160 | 271k|  0 |  93k|  25k| 1.086696e+09 | 1.086940e+09 |   0.02%|  49.24%
2561.46/2569.61	c  2570s| 98900 |  3773 | 12555k| 123.6 |   602M | 545 |3421 |3709 |2296 | 272k|  0 |  93k|  25k| 1.086696e+09 | 1.086940e+09 |   0.02%|  49.31%
2563.96/2572.19	c  2572s| 99000 |  3773 | 12569k| 123.6 |   602M | 545 |3421 |3722 |2192 | 272k|  0 |  93k|  25k| 1.086697e+09 | 1.086940e+09 |   0.02%|  49.39%
2568.14/2576.37	c  2576s| 99100 |  3781 | 12595k| 123.7 |   602M | 545 |3421 |3698 |2084 | 272k|  3 |  93k|  25k| 1.086697e+09 | 1.086940e+09 |   0.02%|  49.47%
2571.32/2579.59	c  2580s| 99200 |  3791 | 12612k| 123.7 |   602M | 545 |3421 |3705 |2179 | 273k|  0 |  93k|  25k| 1.086697e+09 | 1.086940e+09 |   0.02%|  49.50%
2574.51/2582.73	c  2583s| 99300 |  3781 | 12630k| 123.8 |   602M | 545 |3421 |3694 |2184 | 273k|  2 |  93k|  25k| 1.086697e+09 | 1.086940e+09 |   0.02%|  49.62%
2578.30/2586.53	c  2587s| 99400 |  3769 | 12652k| 123.9 |   602M | 545 |3421 |3704 |2113 | 273k|  0 |  93k|  25k| 1.086697e+09 | 1.086940e+09 |   0.02%|  49.73%
2581.19/2589.42	c  2589s| 99500 |  3777 | 12668k| 123.9 |   602M | 545 |3421 |3721 |2105 | 274k|  2 |  93k|  25k| 1.086698e+09 | 1.086940e+09 |   0.02%|  49.76%
2584.28/2592.54	c  2593s| 99600 |  3781 | 12685k| 124.0 |   602M | 545 |3421 |3740 |2241 | 274k|  2 |  93k|  25k| 1.086698e+09 | 1.086940e+09 |   0.02%|  49.83%
2588.06/2596.36	c  2596s| 99700 |  3787 | 12699k| 124.0 |   602M | 545 |3421 |3730 |2228 | 275k|  1 |  93k|  25k| 1.086698e+09 | 1.086940e+09 |   0.02%|  49.88%
2590.77/2599.06	c  2599s| 99800 |  3799 | 12714k| 124.0 |   602M | 545 |3421 |3740 |   0 | 275k|  0 |  93k|  25k| 1.086698e+09 | 1.086940e+09 |   0.02%|  49.96%
2593.54/2601.82	c  2602s| 99900 |  3809 | 12728k| 124.0 |   602M | 545 |3421 |3694 |2085 | 275k|  2 |  93k|  25k| 1.086699e+09 | 1.086940e+09 |   0.02%|  50.24%
2596.13/2604.48	c  2604s|100000 |  3817 | 12742k| 124.1 |   602M | 545 |3421 |3683 |2151 | 276k|  2 |  93k|  25k| 1.086699e+09 | 1.086940e+09 |   0.02%|  50.27%
2599.62/2607.95	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2599.62/2607.95	c  2608s|100100 |  3817 | 12763k| 124.1 |   603M | 545 |3421 |3675 |2194 | 276k|  0 |  93k|  25k| 1.086699e+09 | 1.086940e+09 |   0.02%|  50.32%
2602.41/2610.74	c  2611s|100200 |  3805 | 12778k| 124.2 |   603M | 545 |3421 |3643 |2207 | 276k|  0 |  93k|  25k| 1.086700e+09 | 1.086940e+09 |   0.02%|  50.41%
2606.00/2614.30	c  2614s|100300 |  3783 | 12795k| 124.2 |   603M | 545 |3421 |3649 |2424 | 276k|  0 |  93k|  25k| 1.086700e+09 | 1.086940e+09 |   0.02%|  50.68%
2608.71/2617.06	c  2617s|100400 |  3789 | 12810k| 124.2 |   603M | 545 |3421 |3677 |2245 | 277k|  1 |  93k|  25k| 1.086700e+09 | 1.086940e+09 |   0.02%|  50.73%
2612.18/2620.54	c  2621s|100500 |  3781 | 12827k| 124.3 |   603M | 545 |3421 |3686 |2174 | 277k|  0 |  93k|  25k| 1.086700e+09 | 1.086940e+09 |   0.02%|  50.79%
2615.68/2624.01	c  2624s|100600 |  3775 | 12846k| 124.3 |   604M | 545 |3421 |3690 |2076 | 277k|  3 |  93k|  25k| 1.086700e+09 | 1.086940e+09 |   0.02%|  50.94%
2619.86/2628.21	c  2628s|100700 |  3787 | 12871k| 124.5 |   604M | 545 |3421 |3755 |2269 | 278k|  2 |  93k|  25k| 1.086700e+09 | 1.086940e+09 |   0.02%|  50.98%
2624.65/2633.06	c  2633s|100800 |  3791 | 12887k| 124.5 |   611M | 545 |3421 |3776 |2330 | 278k|  1 |  93k|  25k| 1.086700e+09 | 1.086940e+09 |   0.02%|  51.00%
2628.43/2636.87	c  2637s|100900 |  3795 | 12903k| 124.5 |   623M | 545 |3421 |3796 |2087 | 278k|  1 |  93k|  25k| 1.086700e+09 | 1.086940e+09 |   0.02%|  51.12%
2631.91/2640.39	c  2640s|101000 |  3803 | 12923k| 124.6 |   623M | 545 |3421 |3777 |2140 | 279k|  0 |  93k|  25k| 1.086701e+09 | 1.086940e+09 |   0.02%|  51.20%
2635.20/2643.68	c  2644s|101100 |  3807 | 12943k| 124.7 |   622M | 545 |3421 |3757 |2142 | 279k|  0 |  93k|  25k| 1.086701e+09 | 1.086940e+09 |   0.02%|  51.26%
2638.79/2647.22	c  2647s|101200 |  3813 | 12962k| 124.7 |   622M | 545 |3421 |3756 |2235 | 280k|  1 |  94k|  25k| 1.086701e+09 | 1.086940e+09 |   0.02%|  51.35%
2642.28/2650.71	c  2651s|101300 |  3807 | 12980k| 124.8 |   623M | 545 |3421 |3756 |2171 | 280k|  0 |  94k|  25k| 1.086701e+09 | 1.086940e+09 |   0.02%|  51.42%
2644.58/2653.05	c  2653s|101400 |  3821 | 12991k| 124.8 |   623M | 545 |3421 |3753 |2173 | 280k|  1 |  94k|  25k| 1.086702e+09 | 1.086940e+09 |   0.02%|  51.44%
2647.75/2656.24	c  2656s|101500 |  3823 | 13007k| 124.8 |   622M | 545 |3421 |3765 |2156 | 281k|  3 |  94k|  25k| 1.086702e+09 | 1.086940e+09 |   0.02%|  51.54%
2650.74/2659.25	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2650.74/2659.25	c  2659s|101600 |  3823 | 13026k| 124.9 |   622M | 545 |3421 |3770 |2242 | 281k|  0 |  94k|  25k| 1.086702e+09 | 1.086940e+09 |   0.02%|  51.57%
2655.33/2663.88	c  2664s|101700 |  3821 | 13047k| 125.0 |   622M | 545 |3421 |3804 |2654 | 281k|  0 |  94k|  25k| 1.086702e+09 | 1.086940e+09 |   0.02%|  51.68%
2658.42/2666.97	c  2667s|101800 |  3813 | 13062k| 125.0 |   622M | 545 |3421 |3822 |2225 | 282k|  2 |  94k|  25k| 1.086702e+09 | 1.086940e+09 |   0.02%|  51.86%
2663.10/2671.62	c  2672s|101900 |  3797 | 13088k| 125.1 |   623M | 545 |3421 |3830 |2375 | 282k|  2 |  94k|  25k| 1.086703e+09 | 1.086940e+09 |   0.02%|  52.08%
2667.29/2675.89	c  2676s|102000 |  3799 | 13106k| 125.2 |   621M | 545 |3421 |3850 |2403 | 283k|  0 |  94k|  25k| 1.086703e+09 | 1.086940e+09 |   0.02%|  52.13%
2670.87/2679.48	c  2679s|102100 |  3791 | 13126k| 125.2 |   621M | 545 |3421 |3829 |2213 | 283k|  0 |  94k|  25k| 1.086703e+09 | 1.086940e+09 |   0.02%|  52.32%
2674.57/2683.13	c  2683s|102200 |  3781 | 13147k| 125.3 |   621M | 545 |3421 |3811 |2322 | 283k|  2 |  94k|  25k| 1.086703e+09 | 1.086940e+09 |   0.02%|  52.42%
2676.65/2685.27	c  2685s|102300 |  3793 | 13160k| 125.3 |   621M | 545 |3421 |3789 |2142 | 284k|  2 |  94k|  25k| 1.086703e+09 | 1.086940e+09 |   0.02%|  52.46%
2679.94/2688.54	c  2689s|102400 |  3795 | 13179k| 125.4 |   621M | 545 |3421 |3816 |2156 | 284k|  0 |  94k|  25k| 1.086703e+09 | 1.086940e+09 |   0.02%|  52.57%
2683.64/2692.21	c  2692s|102500 |  3803 | 13200k| 125.5 |   622M | 545 |3421 |3840 |2131 | 284k|  2 |  94k|  25k| 1.086703e+09 | 1.086940e+09 |   0.02%|  52.60%
2687.33/2695.96	c  2696s|102600 |  3803 | 13222k| 125.6 |   622M | 545 |3421 |3823 |2159 | 285k|  2 |  94k|  25k| 1.086703e+09 | 1.086940e+09 |   0.02%|  52.62%
2690.31/2698.91	c  2699s|102700 |  3799 | 13237k| 125.6 |   622M | 545 |3421 |3842 |2251 | 285k|  1 |  94k|  25k| 1.086704e+09 | 1.086940e+09 |   0.02%|  52.71%
2692.71/2701.31	c  2701s|102800 |  3797 | 13251k| 125.6 |   622M | 545 |3421 |3796 |2111 | 286k|  0 |  94k|  25k| 1.086704e+09 | 1.086940e+09 |   0.02%|  52.83%
2695.99/2704.69	c  2705s|102900 |  3792 | 13270k| 125.7 |   622M | 545 |3421 |3793 |2228 | 286k|  0 |  94k|  25k| 1.086704e+09 | 1.086940e+09 |   0.02%|  53.01%
2698.50/2707.14	c  2707s|103000 |  3800 | 13281k| 125.7 |   622M | 545 |3421 |3789 |2153 | 286k|  1 |  94k|  25k| 1.086704e+09 | 1.086940e+09 |   0.02%|  53.05%
2702.87/2711.50	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2702.87/2711.50	c  2711s|103100 |  3795 | 13308k| 125.8 |   622M | 545 |3421 |3784 |2151 | 287k|  1 |  94k|  25k| 1.086704e+09 | 1.086940e+09 |   0.02%|  53.24%
2705.47/2714.17	c  2714s|103200 |  3795 | 13322k| 125.8 |   623M | 545 |3421 |3793 |2111 | 287k|  2 |  94k|  25k| 1.086705e+09 | 1.086940e+09 |   0.02%|  53.31%
2708.46/2717.17	c  2717s|103300 |  3790 | 13335k| 125.8 |   624M | 545 |3421 |3788 |2149 | 288k|  0 |  94k|  25k| 1.086705e+09 | 1.086940e+09 |   0.02%|  53.37%
2711.35/2720.04	c  2720s|103400 |  3792 | 13346k| 125.8 |   624M | 545 |3421 |3800 |2151 | 288k|  2 |  94k|  26k| 1.086705e+09 | 1.086940e+09 |   0.02%|  53.40%
2714.34/2723.11	c  2723s|103500 |  3804 | 13361k| 125.8 |   624M | 545 |3421 |3799 |2142 | 288k|  2 |  94k|  26k| 1.086705e+09 | 1.086940e+09 |   0.02%|  53.44%
2718.21/2726.98	c  2727s|103600 |  3797 | 13379k| 125.9 |   624M | 545 |3421 |3866 |2207 | 289k|  0 |  94k|  26k| 1.086706e+09 | 1.086940e+09 |   0.02%|  53.49%
2722.10/2730.89	c  2731s|103700 |  3809 | 13399k| 125.9 |   624M | 545 |3421 |3856 |2138 | 289k|  2 |  94k|  26k| 1.086706e+09 | 1.086940e+09 |   0.02%|  53.53%
2725.68/2734.46	c  2734s|103800 |  3821 | 13414k| 126.0 |   624M | 545 |3421 |3873 |2174 | 289k|  2 |  95k|  26k| 1.086706e+09 | 1.086940e+09 |   0.02%|  53.54%
2729.38/2738.13	c  2738s|103900 |  3825 | 13431k| 126.0 |   624M | 545 |3421 |3952 |2135 | 290k|  1 |  95k|  26k| 1.086706e+09 | 1.086940e+09 |   0.02%|  53.57%
2733.06/2741.86	c  2742s|104000 |  3837 | 13446k| 126.0 |   624M | 545 |3421 |3993 |2146 | 290k|  0 |  95k|  26k| 1.086706e+09 | 1.086940e+09 |   0.02%|  53.57%
2736.45/2745.20	c  2745s|104100 |  3825 | 13464k| 126.1 |   624M | 545 |3421 |3985 |2185 | 290k|  1 |  95k|  26k| 1.086706e+09 | 1.086940e+09 |   0.02%|  53.59%
2740.34/2749.13	c  2749s|104200 |  3815 | 13486k| 126.2 |   623M | 545 |3421 |3947 |2124 | 291k|  4 |  95k|  26k| 1.086706e+09 | 1.086940e+09 |   0.02%|  53.76%
2742.82/2751.63	c  2752s|104300 |  3819 | 13497k| 126.1 |   623M | 545 |3421 |3933 |2161 | 291k|  2 |  95k|  26k| 1.086706e+09 | 1.086940e+09 |   0.02%|  53.83%
2747.71/2756.50	c  2756s|104400 |  3817 | 13521k| 126.3 |   623M | 545 |3421 |3931 |2268 | 291k|  0 |  95k|  26k| 1.086706e+09 | 1.086940e+09 |   0.02%|  53.89%
2751.89/2760.72	c  2761s|104500 |  3824 | 13540k| 126.3 |   623M | 545 |3421 |3918 |2251 | 292k|  2 |  95k|  26k| 1.086706e+09 | 1.086940e+09 |   0.02%|  53.97%
2756.67/2765.51	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2756.67/2765.51	c  2766s|104600 |  3810 | 13565k| 126.4 |   623M | 545 |3421 |3903 |2155 | 292k|  0 |  95k|  26k| 1.086707e+09 | 1.086940e+09 |   0.02%|  54.15%
2760.97/2769.86	c  2770s|104700 |  3818 | 13586k| 126.5 |   623M | 545 |3421 |3870 |2199 | 292k|  1 |  95k|  26k| 1.086707e+09 | 1.086940e+09 |   0.02%|  54.27%
2767.05/2775.95	c  2776s|104800 |  3806 | 13607k| 126.6 |   624M | 545 |3421 |3860 |2151 | 293k|  0 |  95k|  26k| 1.086707e+09 | 1.086940e+09 |   0.02%|  54.40%
2774.32/2783.27	c  2783s|104900 |  3802 | 13642k| 126.8 |   626M | 545 |3421 |3853 |2189 | 294k|  3 |  95k|  26k| 1.086707e+09 | 1.086940e+09 |   0.02%|  54.65%
2779.01/2788.01	c  2788s|105000 |  3794 | 13664k| 126.9 |   627M | 545 |3421 |3851 |2341 | 294k|  2 |  95k|  26k| 1.086707e+09 | 1.086940e+09 |   0.02%|  54.78%
2783.79/2792.76	c  2793s|105100 |  3800 | 13686k| 127.0 |   629M | 545 |3421 |3884 |2076 | 295k|  2 |  95k|  26k| 1.086707e+09 | 1.086940e+09 |   0.02%|  54.82%
2787.09/2796.09	c  2796s|105200 |  3814 | 13701k| 127.0 |   629M | 545 |3421 |3901 |2178 | 295k|  2 |  95k|  26k| 1.086707e+09 | 1.086940e+09 |   0.02%|  54.88%
2789.47/2798.43	c  2798s|105300 |  3807 | 13712k| 127.0 |   630M | 545 |3421 |3909 |2052 | 295k|  3 |  95k|  26k| 1.086708e+09 | 1.086940e+09 |   0.02%|  54.99%
2791.86/2800.81	c  2801s|105400 |  3817 | 13722k| 126.9 |   630M | 545 |3421 |3904 |2102 | 296k|  1 |  95k|  26k| 1.086708e+09 | 1.086940e+09 |   0.02%|  55.01%
2793.17/2802.18	c  2802s|105500 |  3831 | 13727k| 126.9 |   630M | 545 |3421 |3906 |2116 | 296k|  2 |  95k|  26k| 1.086708e+09 | 1.086940e+09 |   0.02%|  55.03%
2796.84/2805.83	c  2806s|105600 |  3811 | 13746k| 126.9 |   631M | 545 |3421 |3874 |2096 | 296k|  0 |  95k|  26k| 1.086708e+09 | 1.086940e+09 |   0.02%|  55.12%
2800.33/2809.33	c  2809s|105700 |  3807 | 13764k| 127.0 |   631M | 545 |3421 |3847 |2065 | 296k|  0 |  95k|  26k| 1.086708e+09 | 1.086940e+09 |   0.02%|  55.19%
2801.72/2810.73	c  2811s|105800 |  3807 | 13771k| 126.9 |   631M | 545 |3421 |3842 |2074 | 296k|  0 |  95k|  26k| 1.086709e+09 | 1.086940e+09 |   0.02%|  55.27%
2805.41/2814.43	c  2814s|105900 |  3789 | 13792k| 127.0 |   631M | 545 |3421 |3815 |2103 | 297k|  1 |  95k|  26k| 1.086709e+09 | 1.086940e+09 |   0.02%|  55.45%
2809.30/2818.33	c  2818s|106000 |  3789 | 13814k| 127.1 |   631M | 545 |3421 |3821 |2243 | 297k|  1 |  95k|  26k| 1.086709e+09 | 1.086940e+09 |   0.02%|  55.51%
2815.09/2824.14	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2815.09/2824.14	c  2824s|106100 |  3793 | 13844k| 127.3 |   631M | 545 |3421 |3873 |2239 | 298k|  2 |  96k|  26k| 1.086709e+09 | 1.086940e+09 |   0.02%|  55.63%
2819.66/2828.70	c  2829s|106200 |  3797 | 13868k| 127.4 |   631M | 545 |3421 |3874 |2045 | 298k|  2 |  96k|  26k| 1.086710e+09 | 1.086940e+09 |   0.02%|  55.73%
2823.65/2832.75	c  2833s|106300 |  3795 | 13888k| 127.4 |   631M | 545 |3421 |3862 |2112 | 299k|  1 |  96k|  27k| 1.086710e+09 | 1.086940e+09 |   0.02%|  55.87%
2827.94/2837.05	c  2837s|106400 |  3793 | 13909k| 127.5 |   631M | 545 |3421 |3899 |2268 | 299k|  0 |  96k|  27k| 1.086710e+09 | 1.086940e+09 |   0.02%|  55.94%
2832.03/2841.19	c  2841s|106500 |  3797 | 13929k| 127.6 |   632M | 545 |3421 |3861 |2136 | 300k|  0 |  96k|  27k| 1.086711e+09 | 1.086940e+09 |   0.02%|  56.06%
2839.90/2849.11	c  2849s|106600 |  3794 | 13972k| 127.8 |   632M | 545 |3421 |3906 |2099 | 300k|  2 |  96k|  27k| 1.086711e+09 | 1.086940e+09 |   0.02%|  56.19%
2844.98/2854.13	c  2854s|106700 |  3792 | 14000k| 128.0 |   632M | 545 |3421 |3909 |2148 | 300k|  3 |  96k|  27k| 1.086711e+09 | 1.086940e+09 |   0.02%|  56.32%
2848.56/2857.73	c  2858s|106800 |  3794 | 14017k| 128.0 |   632M | 545 |3421 |3899 |2099 | 301k|  1 |  96k|  27k| 1.086711e+09 | 1.086940e+09 |   0.02%|  56.47%
2852.95/2862.15	c  2862s|106900 |  3778 | 14036k| 128.1 |   632M | 545 |3421 |3858 |2075 | 301k|  3 |  96k|  27k| 1.086711e+09 | 1.086940e+09 |   0.02%|  56.65%
2857.43/2866.64	c  2867s|107000 |  3753 | 14055k| 128.1 |   632M | 545 |3421 |3769 |2683 | 302k|  2 |  96k|  27k| 1.086712e+09 | 1.086940e+09 |   0.02%|  56.94%
2863.91/2873.15	c  2873s|107100 |  3743 | 14085k| 128.3 |   634M | 545 |3421 |3800 |2227 | 302k|  2 |  96k|  27k| 1.086712e+09 | 1.086940e+09 |   0.02%|  57.15%
2868.39/2877.68	c  2878s|107200 |  3736 | 14107k| 128.4 |   634M | 545 |3421 |3785 |2258 | 302k|  5 |  96k|  27k| 1.086712e+09 | 1.086940e+09 |   0.02%|  57.29%
2872.88/2882.15	c  2882s|107300 |  3716 | 14132k| 128.5 |   634M | 545 |3421 |3764 |2127 | 303k|  0 |  96k|  27k| 1.086712e+09 | 1.086940e+09 |   0.02%|  57.55%
2877.46/2886.71	c  2887s|107400 |  3720 | 14154k| 128.6 |   634M | 545 |3421 |3792 |2186 | 303k|  1 |  96k|  27k| 1.086712e+09 | 1.086940e+09 |   0.02%|  57.64%
2882.75/2892.06	c  2892s|107500 |  3720 | 14181k| 128.7 |   634M | 545 |3421 |3803 |2249 | 304k|  0 |  96k|  27k| 1.086713e+09 | 1.086940e+09 |   0.02%|  57.72%
2888.73/2898.10	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2888.73/2898.10	c  2898s|107600 |  3708 | 14213k| 128.9 |   634M | 545 |3421 |3823 |2116 | 304k|  0 |  96k|  27k| 1.086713e+09 | 1.086940e+09 |   0.02%|  57.90%
2893.51/2902.84	c  2903s|107700 |  3702 | 14241k| 129.0 |   635M | 545 |3421 |3801 |2191 | 305k|  0 |  96k|  27k| 1.086713e+09 | 1.086940e+09 |   0.02%|  58.12%
2897.49/2906.88	c  2907s|107800 |  3696 | 14262k| 129.1 |   635M | 545 |3421 |3793 |2152 | 305k|  0 |  96k|  27k| 1.086713e+09 | 1.086940e+09 |   0.02%|  58.26%
2901.69/2911.03	c  2911s|107900 |  3698 | 14285k| 129.2 |   635M | 545 |3421 |3798 |2218 | 306k|  0 |  96k|  27k| 1.086713e+09 | 1.086940e+09 |   0.02%|  58.35%
2905.26/2914.61	c  2915s|108000 |  3688 | 14305k| 129.3 |   635M | 545 |3421 |3783 |2202 | 306k|  3 |  96k|  27k| 1.086713e+09 | 1.086940e+09 |   0.02%|  58.50%
2908.95/2918.35	c  2918s|108100 |  3678 | 14327k| 129.3 |   635M | 545 |3421 |3785 |2186 | 306k|  1 |  96k|  27k| 1.086713e+09 | 1.086940e+09 |   0.02%|  58.60%
2912.24/2921.61	c  2922s|108200 |  3682 | 14346k| 129.4 |   635M | 545 |3421 |3821 |2141 | 306k|  2 |  96k|  27k| 1.086713e+09 | 1.086940e+09 |   0.02%|  58.62%
2916.23/2925.66	c  2926s|108300 |  3672 | 14369k| 129.5 |   635M | 545 |3421 |3812 |2198 | 306k|  0 |  96k|  27k| 1.086713e+09 | 1.086940e+09 |   0.02%|  58.70%
2919.82/2929.29	c  2929s|108400 |  3672 | 14390k| 129.5 |   635M | 545 |3421 |3807 |2194 | 307k|  2 |  96k|  27k| 1.086714e+09 | 1.086940e+09 |   0.02%|  58.81%
2922.41/2931.86	c  2932s|108500 |  3660 | 14403k| 129.5 |   635M | 545 |3421 |3788 |2091 | 307k|  0 |  96k|  27k| 1.086714e+09 | 1.086940e+09 |   0.02%|  59.01%
2925.40/2934.84	c  2935s|108600 |  3655 | 14417k| 129.6 |   635M | 545 |3421 |3765 |2140 | 307k|  0 |  96k|  27k| 1.086714e+09 | 1.086940e+09 |   0.02%|  59.12%
2929.89/2939.34	c  2939s|108700 |  3639 | 14442k| 129.7 |   636M | 545 |3421 |3769 |2185 | 308k|  0 |  97k|  27k| 1.086714e+09 | 1.086940e+09 |   0.02%|  59.29%
2932.69/2942.19	c  2942s|108800 |  3604 | 14459k| 129.7 |   636M | 545 |3421 |3756 |2225 | 308k|  2 |  97k|  27k| 1.086715e+09 | 1.086940e+09 |   0.02%|  59.73%
2935.77/2945.23	c  2945s|108900 |  3591 | 14475k| 129.7 |   636M | 545 |3421 |3758 |2160 | 308k|  0 |  97k|  27k| 1.086716e+09 | 1.086940e+09 |   0.02%|  59.90%
2940.25/2949.71	c  2950s|109000 |  3570 | 14498k| 129.8 |   636M | 545 |3421 |3761 |2223 | 309k|  2 |  97k|  27k| 1.086716e+09 | 1.086940e+09 |   0.02%|  60.18%
2943.56/2953.06	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2943.56/2953.06	c  2953s|109100 |  3576 | 14514k| 129.9 |   636M | 545 |3421 |3764 |2206 | 309k|  1 |  97k|  27k| 1.086716e+09 | 1.086940e+09 |   0.02%|  60.20%
2947.04/2956.54	c  2957s|109200 |  3569 | 14532k| 129.9 |   637M | 545 |3421 |3784 |2211 | 309k|  0 |  97k|  28k| 1.086717e+09 | 1.086940e+09 |   0.02%|  60.29%
2949.83/2959.33	c  2959s|109300 |  3567 | 14546k| 129.9 |   637M | 545 |3421 |3771 |2062 | 310k|  1 |  97k|  28k| 1.086717e+09 | 1.086940e+09 |   0.02%|  60.35%
2952.72/2962.25	c  2962s|109400 |  3553 | 14561k| 129.9 |   637M | 545 |3421 |3755 |2175 | 310k|  0 |  97k|  28k| 1.086717e+09 | 1.086940e+09 |   0.02%|  60.52%
2956.71/2966.23	c  2966s|109500 |  3540 | 14584k| 130.0 |   637M | 545 |3421 |3771 |2267 | 311k|  0 |  97k|  28k| 1.086717e+09 | 1.086940e+09 |   0.02%|  60.67%
2959.90/2969.47	c  2969s|109600 |  3530 | 14602k| 130.1 |   636M | 545 |3421 |3779 |2161 | 311k|  2 |  97k|  28k| 1.086718e+09 | 1.086940e+09 |   0.02%|  60.90%
2963.88/2973.46	c  2973s|109700 |  3505 | 14627k| 130.2 |   636M | 545 |3421 |3733 |2060 | 312k|  0 |  97k|  28k| 1.086718e+09 | 1.086940e+09 |   0.02%|  61.23%
2967.67/2977.20	c  2977s|109800 |  3498 | 14648k| 130.2 |   636M | 545 |3421 |3713 |2176 | 312k|  3 |  97k|  28k| 1.086718e+09 | 1.086940e+09 |   0.02%|  61.39%
2971.47/2981.09	c  2981s|109900 |  3496 | 14668k| 130.3 |   636M | 545 |3421 |3750 |2151 | 312k|  1 |  97k|  28k| 1.086719e+09 | 1.086940e+09 |   0.02%|  61.53%
2975.05/2984.65	c  2985s|110000 |  3476 | 14688k| 130.4 |   636M | 545 |3421 |3742 |2127 | 313k|  2 |  97k|  28k| 1.086719e+09 | 1.086940e+09 |   0.02%|  61.74%
2978.35/2987.97	c  2988s|110100 |  3463 | 14706k| 130.4 |   636M | 545 |3421 |3700 |2248 | 313k|  0 |  97k|  28k| 1.086719e+09 | 1.086940e+09 |   0.02%|  61.93%
2982.73/2992.32	c  2992s|110200 |  3470 | 14734k| 130.5 |   637M | 545 |3421 |3690 |2223 | 314k|  2 |  97k|  28k| 1.086719e+09 | 1.086940e+09 |   0.02%|  62.03%
2987.92/2997.53	c  2998s|110300 |  3451 | 14767k| 130.7 |   637M | 545 |3421 |3694 |2505 | 314k|  0 |  97k|  28k| 1.086720e+09 | 1.086940e+09 |   0.02%|  62.18%
2991.11/3000.75	c  3001s|110400 |  3446 | 14788k| 130.8 |   637M | 545 |3421 |3706 |2158 | 314k|  1 |  97k|  28k| 1.086720e+09 | 1.086940e+09 |   0.02%|  62.30%
2995.20/3004.84	c  3005s|110500 |  3432 | 14812k| 130.9 |   637M | 545 |3421 |3741 |2187 | 315k|  2 |  97k|  28k| 1.086720e+09 | 1.086940e+09 |   0.02%|  62.48%
2999.08/3008.78	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
2999.08/3008.78	c  3009s|110600 |  3430 | 14834k| 131.0 |   637M | 545 |3421 |3769 |2202 | 315k|  2 |  97k|  28k| 1.086721e+09 | 1.086940e+09 |   0.02%|  62.56%
3002.97/3012.63	c  3013s|110700 |  3431 | 14855k| 131.0 |   637M | 545 |3421 |3756 |   0 | 316k|  0 |  97k|  28k| 1.086721e+09 | 1.086940e+09 |   0.02%|  62.70%
3007.56/3017.21	c  3017s|110800 |  3415 | 14882k| 131.2 |   637M | 545 |3421 |3763 |2191 | 316k|  1 |  97k|  28k| 1.086721e+09 | 1.086940e+09 |   0.02%|  62.90%
3011.95/3021.66	c  3022s|110900 |  3411 | 14908k| 131.3 |   637M | 545 |3421 |3769 |2204 | 317k|  1 |  97k|  28k| 1.086721e+09 | 1.086940e+09 |   0.02%|  63.04%
3016.53/3026.28	c  3026s|111000 |  3398 | 14932k| 131.4 |   637M | 545 |3421 |3796 |2153 | 317k|  4 |  97k|  28k| 1.086722e+09 | 1.086940e+09 |   0.02%|  63.19%
3018.93/3028.66	c  3029s|111100 |  3394 | 14945k| 131.4 |   637M | 545 |3421 |3812 |2187 | 317k|  1 |  97k|  28k| 1.086722e+09 | 1.086940e+09 |   0.02%|  63.33%
3022.02/3031.79	c  3032s|111200 |  3389 | 14963k| 131.4 |   637M | 545 |3421 |3825 |2238 | 317k|  1 |  97k|  28k| 1.086722e+09 | 1.086940e+09 |   0.02%|  63.39%
3026.71/3036.42	c  3036s|111300 |  3374 | 14989k| 131.5 |   638M | 545 |3421 |3814 |2202 | 318k|  0 |  97k|  28k| 1.086723e+09 | 1.086940e+09 |   0.02%|  63.48%
3030.50/3040.27	c  3040s|111400 |  3353 | 15013k| 131.6 |   638M | 545 |3421 |3839 |2164 | 318k|  0 |  97k|  28k| 1.086723e+09 | 1.086940e+09 |   0.02%|  63.74%
3034.68/3044.45	c  3044s|111500 |  3351 | 15040k| 131.7 |   638M | 545 |3421 |3849 |2199 | 318k|  2 |  97k|  28k| 1.086723e+09 | 1.086940e+09 |   0.02%|  63.84%
3038.17/3047.91	c  3048s|111600 |  3344 | 15060k| 131.8 |   638M | 545 |3421 |3829 |2191 | 319k|  0 |  98k|  28k| 1.086723e+09 | 1.086940e+09 |   0.02%|  64.00%
3041.28/3051.03	c  3051s|111700 |  3334 | 15078k| 131.9 |   638M | 545 |3421 |3800 |2176 | 319k|  0 |  98k|  28k| 1.086724e+09 | 1.086940e+09 |   0.02%|  64.17%
3046.15/3055.93	c  3056s|111800 |  3321 | 15111k| 132.0 |   638M | 545 |3421 |3767 |2138 | 319k|  0 |  98k|  28k| 1.086724e+09 | 1.086940e+09 |   0.02%|  64.45%
3049.36/3059.12	c  3059s|111900 |  3313 | 15128k| 132.1 |   638M | 545 |3421 |3766 |2214 | 320k|  2 |  98k|  28k| 1.086725e+09 | 1.086940e+09 |   0.02%|  64.60%
3052.64/3062.48	c  3062s|112000 |  3309 | 15147k| 132.1 |   638M | 545 |3421 |3773 |2121 | 320k|  0 |  98k|  28k| 1.086725e+09 | 1.086940e+09 |   0.02%|  64.72%
3056.43/3066.23	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
3056.43/3066.23	c  3066s|112100 |  3307 | 15169k| 132.2 |   638M | 545 |3421 |3774 |2218 | 320k|  2 |  98k|  28k| 1.086725e+09 | 1.086940e+09 |   0.02%|  64.84%
3061.12/3070.96	c  3071s|112200 |  3285 | 15194k| 132.3 |   638M | 545 |3421 |3768 |2216 | 321k|  3 |  98k|  28k| 1.086726e+09 | 1.086940e+09 |   0.02%|  65.07%
3064.71/3074.50	c  3074s|112300 |  3278 | 15218k| 132.4 |   638M | 545 |3421 |3751 |2157 | 321k|  0 |  98k|  28k| 1.086727e+09 | 1.086940e+09 |   0.02%|  65.20%
3070.30/3080.16	c  3080s|112400 |  3244 | 15250k| 132.5 |   638M | 545 |3421 |3749 |2164 | 322k|  0 |  98k|  28k| 1.086727e+09 | 1.086940e+09 |   0.02%|  65.47%
3076.07/3085.91	c  3086s|112500 |  3222 | 15281k| 132.7 |   639M | 545 |3421 |3763 |2130 | 322k|  0 |  98k|  28k| 1.086728e+09 | 1.086940e+09 |   0.02%|  65.78%
3079.56/3089.44	c  3089s|112600 |  3221 | 15302k| 132.8 |   639M | 545 |3421 |3772 |2288 | 322k|  4 |  98k|  28k| 1.086729e+09 | 1.086940e+09 |   0.02%|  65.91%
3084.35/3094.26	c  3094s|112700 |  3212 | 15330k| 132.9 |   639M | 545 |3421 |3794 |2068 | 322k|  2 |  98k|  28k| 1.086729e+09 | 1.086940e+09 |   0.02%|  66.14%
3087.04/3096.95	c  3097s|112800 |  3196 | 15345k| 132.9 |   639M | 545 |3421 |3768 |2167 | 323k|  2 |  98k|  28k| 1.086729e+09 | 1.086940e+09 |   0.02%|  66.29%
3091.14/3101.04	c  3101s|112900 |  3198 | 15367k| 133.0 |   639M | 545 |3421 |3769 |2238 | 323k|  4 |  98k|  28k| 1.086729e+09 | 1.086940e+09 |   0.02%|  66.38%
3095.02/3104.94	c  3105s|113000 |  3188 | 15392k| 133.1 |   639M | 545 |3421 |3790 |2165 | 323k|  2 |  98k|  28k| 1.086729e+09 | 1.086940e+09 |   0.02%|  66.51%
3099.80/3109.77	c  3110s|113100 |  3176 | 15421k| 133.2 |   639M | 545 |3421 |3780 |2122 | 324k|  3 |  98k|  28k| 1.086729e+09 | 1.086940e+09 |   0.02%|  66.63%
3105.99/3115.90	c  3116s|113200 |  3162 | 15458k| 133.4 |   639M | 545 |3421 |3774 |2164 | 325k|  0 |  98k|  28k| 1.086730e+09 | 1.086940e+09 |   0.02%|  66.79%
3111.47/3121.41	c  3121s|113300 |  3153 | 15488k| 133.6 |   639M | 545 |3421 |3789 |2076 | 325k|  0 |  98k|  28k| 1.086730e+09 | 1.086940e+09 |   0.02%|  67.27%
3117.17/3127.19	c  3127s|113400 |  3151 | 15516k| 133.7 |   639M | 545 |3421 |3806 |2179 | 325k|  0 |  98k|  28k| 1.086730e+09 | 1.086940e+09 |   0.02%|  67.36%
3123.94/3133.99	c  3134s|113500 |  3131 | 15551k| 133.9 |   639M | 545 |3421 |3810 |2231 | 326k|  0 |  98k|  28k| 1.086731e+09 | 1.086940e+09 |   0.02%|  67.91%
3130.72/3140.75	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
3130.72/3140.75	c  3141s|113600 |  3098 | 15588k| 134.1 |   639M | 545 |3421 |3830 |2266 | 326k|  2 |  98k|  28k| 1.086731e+09 | 1.086940e+09 |   0.02%|  68.27%
3135.70/3145.76	c  3146s|113700 |  3070 | 15614k| 134.2 |   639M | 545 |3421 |3840 |2133 | 326k|  0 |  98k|  28k| 1.086732e+09 | 1.086940e+09 |   0.02%|  68.55%
3140.59/3150.69	c  3151s|113800 |  3052 | 15641k| 134.3 |   639M | 545 |3421 |3848 |2220 | 327k|  0 |  98k|  28k| 1.086732e+09 | 1.086940e+09 |   0.02%|  68.69%
3143.58/3153.61	c  3154s|113900 |  3046 | 15655k| 134.3 |   639M | 545 |3421 |3832 |2175 | 327k|  0 |  98k|  28k| 1.086732e+09 | 1.086940e+09 |   0.02%|  68.82%
3149.26/3159.35	c  3159s|114000 |  3014 | 15689k| 134.5 |   640M | 545 |3421 |3821 |2219 | 327k|  0 |  98k|  28k| 1.086732e+09 | 1.086940e+09 |   0.02%|  69.12%
3153.65/3163.76	c  3164s|114100 |  3014 | 15710k| 134.6 |   640M | 545 |3421 |3835 |2156 | 327k|  1 |  98k|  28k| 1.086732e+09 | 1.086940e+09 |   0.02%|  69.22%
3158.04/3168.16	c  3168s|114200 |  2995 | 15730k| 134.6 |   640M | 545 |3421 |3843 |2135 | 328k|  0 |  98k|  28k| 1.086732e+09 | 1.086940e+09 |   0.02%|  69.43%
3161.82/3171.91	c  3172s|114300 |  2984 | 15748k| 134.7 |   640M | 545 |3421 |3824 |2212 | 328k|  2 |  99k|  28k| 1.086733e+09 | 1.086940e+09 |   0.02%|  69.61%
3166.71/3176.83	c  3177s|114400 |  2978 | 15773k| 134.8 |   640M | 545 |3421 |3844 |2283 | 328k|  1 |  99k|  28k| 1.086733e+09 | 1.086940e+09 |   0.02%|  69.72%
3171.30/3181.47	c  3181s|114500 |  2960 | 15796k| 134.8 |   640M | 545 |3421 |3830 |2031 | 328k|  0 |  99k|  29k| 1.086733e+09 | 1.086940e+09 |   0.02%|  69.95%
3175.28/3185.44	c  3185s|114600 |  2944 | 15815k| 134.9 |   640M | 545 |3421 |3824 |2071 | 329k|  1 |  99k|  29k| 1.086734e+09 | 1.086940e+09 |   0.02%|  70.17%
3179.88/3190.10	c  3190s|114700 |  2908 | 15837k| 135.0 |   640M | 545 |3421 |3882 |2295 | 329k|  2 |  99k|  29k| 1.086734e+09 | 1.086940e+09 |   0.02%|  70.45%
3184.35/3194.53	c  3195s|114800 |  2873 | 15859k| 135.0 |   640M | 545 |3421 |3872 |2260 | 329k|  4 |  99k|  29k| 1.086734e+09 | 1.086940e+09 |   0.02%|  71.00%
3190.03/3200.21	c  3200s|114900 |  2855 | 15889k| 135.2 |   640M | 545 |3421 |3931 |2052 | 329k|  1 |  99k|  29k| 1.086735e+09 | 1.086940e+09 |   0.02%|  71.20%
3194.22/3204.40	c  3204s|115000 |  2851 | 15910k| 135.2 |   640M | 545 |3421 |3929 |2142 | 330k|  3 |  99k|  29k| 1.086735e+09 | 1.086940e+09 |   0.02%|  71.31%
3198.91/3209.16	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
3198.91/3209.16	c  3209s|115100 |  2830 | 15936k| 135.4 |   641M | 545 |3421 |3920 |2104 | 330k|  0 |  99k|  29k| 1.086735e+09 | 1.086940e+09 |   0.02%|  71.61%
3203.58/3213.88	c  3214s|115200 |  2806 | 15962k| 135.5 |   641M | 545 |3421 |3884 |2891 | 330k|  0 |  99k|  29k| 1.086735e+09 | 1.086940e+09 |   0.02%|  71.84%
3208.77/3219.10	c  3219s|115300 |  2789 | 15989k| 135.6 |   641M | 545 |3421 |3900 |2163 | 331k|  0 |  99k|  29k| 1.086737e+09 | 1.086940e+09 |   0.02%|  72.11%
3215.85/3226.12	c  3226s|115400 |  2748 | 16027k| 135.8 |   642M | 545 |3421 |3881 |2172 | 331k|  0 |  99k|  29k| 1.086737e+09 | 1.086940e+09 |   0.02%|  72.60%
3220.42/3230.77	c  3231s|115500 |  2740 | 16053k| 135.9 |   642M | 545 |3421 |3887 |2242 | 331k|  1 |  99k|  29k| 1.086737e+09 | 1.086940e+09 |   0.02%|  72.71%
3225.90/3236.26	c  3236s|115600 |  2727 | 16081k| 136.0 |   642M | 545 |3421 |3900 |2218 | 331k|  1 |  99k|  29k| 1.086738e+09 | 1.086940e+09 |   0.02%|  72.84%
3231.70/3242.05	c  3242s|115700 |  2696 | 16110k| 136.1 |   642M | 545 |3421 |3940 |2182 | 331k|  4 |  99k|  29k| 1.086738e+09 | 1.086940e+09 |   0.02%|  73.14%
3234.58/3244.95	c  3245s|115800 |  2698 | 16125k| 136.2 |   642M | 545 |3421 |3939 |2137 | 332k|  3 |  99k|  29k| 1.086738e+09 | 1.086940e+09 |   0.02%|  73.17%
3246.41/3256.85	c  3257s|115900 |  2652 | 16188k| 136.6 |   642M | 545 |3421 |3920 |2695 | 332k|  0 |  99k|  29k| 1.086739e+09 | 1.086940e+09 |   0.02%|  73.49%
3251.40/3261.82	c  3262s|116000 |  2625 | 16213k| 136.7 |   642M | 545 |3421 |3881 |2048 | 332k|  1 |  99k|  29k| 1.086739e+09 | 1.086940e+09 |   0.02%|  73.82%
3254.60/3265.06	c  3265s|116100 |  2607 | 16229k| 136.7 |   642M | 545 |3421 |3867 |2160 | 332k|  0 |  99k|  29k| 1.086740e+09 | 1.086940e+09 |   0.02%|  74.03%
3259.27/3269.72	c  3270s|116200 |  2597 | 16256k| 136.8 |   642M | 545 |3421 |3876 |2144 | 333k|  1 | 100k|  29k| 1.086740e+09 | 1.086940e+09 |   0.02%|  74.22%
3263.95/3274.45	c  3274s|116300 |  2584 | 16277k| 136.9 |   643M | 545 |3421 |3915 |2153 | 333k|  1 | 100k|  29k| 1.086741e+09 | 1.086940e+09 |   0.02%|  74.40%
3270.13/3280.69	c  3281s|116400 |  2559 | 16310k| 137.0 |   643M | 545 |3421 |3903 |2150 | 333k|  1 | 100k|  30k| 1.086741e+09 | 1.086940e+09 |   0.02%|  74.68%
3275.52/3286.04	c  3286s|116500 |  2523 | 16340k| 137.2 |   643M | 545 |3421 |3900 |2110 | 334k|  1 | 100k|  30k| 1.086742e+09 | 1.086940e+09 |   0.02%|  75.07%
3281.29/3291.80	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
3281.29/3291.80	c  3292s|116600 |  2492 | 16373k| 137.3 |   643M | 545 |3421 |3927 |2228 | 334k|  0 | 100k|  30k| 1.086742e+09 | 1.086940e+09 |   0.02%|  75.40%
3285.68/3296.26	c  3296s|116700 |  2458 | 16397k| 137.4 |   643M | 545 |3421 |3889 |2069 | 334k|  0 | 100k|  30k| 1.086745e+09 | 1.086940e+09 |   0.02%|  75.80%
3289.48/3300.03	c  3300s|116800 |  2440 | 16419k| 137.5 |   643M | 545 |3421 |3856 |2105 | 334k|  0 | 100k|  30k| 1.086746e+09 | 1.086940e+09 |   0.02%|  76.06%
3293.35/3303.92	c  3304s|116900 |  2412 | 16440k| 137.5 |   643M | 545 |3421 |3813 |2061 | 334k|  0 | 100k|  30k| 1.086747e+09 | 1.086940e+09 |   0.02%|  76.36%
3298.64/3309.20	c  3309s|117000 |  2388 | 16470k| 137.7 |   643M | 545 |3421 |3838 |2139 | 335k|  1 | 100k|  30k| 1.086747e+09 | 1.086940e+09 |   0.02%|  76.70%
3302.32/3312.96	c  3313s|117100 |  2370 | 16488k| 137.7 |   643M | 545 |3421 |3863 |2126 | 335k|  1 | 100k|  30k| 1.086747e+09 | 1.086940e+09 |   0.02%|  76.86%
3307.41/3318.09	c  3318s|117200 |  2336 | 16516k| 137.8 |   643M | 545 |3421 |3844 |2096 | 335k|  0 | 100k|  30k| 1.086749e+09 | 1.086940e+09 |   0.02%|  77.23%
3312.19/3322.84	c  3323s|117300 |  2301 | 16541k| 137.9 |   643M | 545 |3421 |3826 |2211 | 335k|  0 | 100k|  30k| 1.086749e+09 | 1.086940e+09 |   0.02%|  77.60%
3315.57/3326.29	c  3326s|117400 |  2268 | 16560k| 138.0 |   643M | 545 |3421 |3804 |   0 | 335k|  0 | 100k|  30k| 1.086750e+09 | 1.086940e+09 |   0.02%|  77.91%
3319.16/3329.88	c  3330s|117500 |  2224 | 16579k| 138.0 |   643M | 545 |3421 |3818 |2166 | 335k|  2 | 100k|  30k| 1.086750e+09 | 1.086940e+09 |   0.02%|  78.36%
3321.85/3332.50	c  3332s|117600 |  2201 | 16593k| 138.0 |   643M | 545 |3421 |3824 |2510 | 336k|  0 | 100k|  30k| 1.086751e+09 | 1.086940e+09 |   0.02%|  78.61%
3326.13/3336.82	c  3337s|117700 |  2171 | 16616k| 138.1 |   643M | 545 |3421 |3820 |2113 | 336k|  4 | 100k|  30k| 1.086752e+09 | 1.086940e+09 |   0.02%|  78.98%
3329.22/3339.94	c  3340s|117800 |  2159 | 16631k| 138.1 |   643M | 545 |3421 |3801 |2148 | 336k|  3 | 100k|  30k| 1.086753e+09 | 1.086940e+09 |   0.02%|  79.15%
3334.31/3345.10	c  3345s|117900 |  2117 | 16657k| 138.2 |   643M | 545 |3421 |3866 |2169 | 336k|  0 | 100k|  30k| 1.086753e+09 | 1.086940e+09 |   0.02%|  79.50%
3340.09/3350.87	c  3351s|118000 |  2070 | 16691k| 138.4 |   644M | 545 |3421 |3884 |2434 | 337k|  0 | 100k|  30k| 1.086754e+09 | 1.086940e+09 |   0.02%|  80.02%
3343.68/3354.42	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
3343.68/3354.42	c  3354s|118100 |  2054 | 16710k| 138.4 |   644M | 545 |3421 |3892 |2189 | 337k|  2 | 100k|  30k| 1.086755e+09 | 1.086940e+09 |   0.02%|  80.25%
3348.66/3359.42	c  3359s|118200 |  2038 | 16739k| 138.6 |   644M | 545 |3421 |3889 |2165 | 337k|  0 | 101k|  30k| 1.086755e+09 | 1.086940e+09 |   0.02%|  80.41%
3355.35/3366.16	c  3366s|118300 |  2027 | 16778k| 138.8 |   644M | 545 |3421 |3889 |2125 | 337k|  0 | 101k|  30k| 1.086756e+09 | 1.086940e+09 |   0.02%|  80.57%
3358.72/3369.54	c  3370s|118400 |  2008 | 16797k| 138.8 |   644M | 545 |3421 |3860 |2479 | 338k|  0 | 101k|  30k| 1.086756e+09 | 1.086940e+09 |   0.02%|  80.78%
3363.50/3374.36	c  3374s|118500 |  1963 | 16825k| 138.9 |   644M | 545 |3421 |3833 |2160 | 338k|  0 | 101k|  30k| 1.086757e+09 | 1.086940e+09 |   0.02%|  81.21%
3366.69/3377.51	c  3378s|118600 |  1951 | 16842k| 138.9 |   644M | 545 |3421 |3869 |   0 | 338k|  0 | 101k|  30k| 1.086758e+09 | 1.086940e+09 |   0.02%|  81.32%
3371.48/3382.31	c  3382s|118700 |  1894 | 16871k| 139.1 |   644M | 545 |3421 |3872 |2163 | 338k|  0 | 101k|  30k| 1.086759e+09 | 1.086940e+09 |   0.02%|  81.79%
3376.56/3387.49	c  3387s|118800 |  1862 | 16902k| 139.2 |   644M | 545 |3421 |3864 |2199 | 339k|  0 | 101k|  30k| 1.086759e+09 | 1.086940e+09 |   0.02%|  82.33%
3381.85/3392.77	c  3393s|118900 |  1837 | 16926k| 139.3 |   644M | 545 |3421 |3868 |3572 | 339k|  0 | 101k|  30k| 1.086761e+09 | 1.086940e+09 |   0.02%|  82.55%
3385.73/3396.67	c  3397s|119000 |  1813 | 16946k| 139.3 |   644M | 545 |3421 |3878 |2146 | 339k|  5 | 101k|  30k| 1.086761e+09 | 1.086940e+09 |   0.02%|  82.83%
3388.92/3399.86	c  3400s|119100 |  1788 | 16964k| 139.4 |   644M | 545 |3421 |3853 |2064 | 339k|  0 | 101k|  30k| 1.086761e+09 | 1.086940e+09 |   0.02%|  83.07%
3392.81/3403.79	c  3404s|119200 |  1753 | 16988k| 139.5 |   644M | 545 |3421 |3852 |2213 | 339k|  2 | 101k|  30k| 1.086762e+09 | 1.086940e+09 |   0.02%|  83.44%
3396.69/3407.64	c  3408s|119300 |  1732 | 17009k| 139.5 |   645M | 545 |3421 |3863 |2240 | 339k|  0 | 101k|  30k| 1.086763e+09 | 1.086940e+09 |   0.02%|  83.60%
3401.09/3412.04	c  3412s|119400 |  1680 | 17035k| 139.6 |   645M | 545 |3421 |3835 |2601 | 340k|  0 | 101k|  30k| 1.086764e+09 | 1.086940e+09 |   0.02%|  84.18%
3406.07/3417.04	c  3417s|119500 |  1648 | 17064k| 139.7 |   645M | 545 |3421 |3852 |2238 | 340k|  2 | 101k|  30k| 1.086765e+09 | 1.086940e+09 |   0.02%|  84.59%
3409.65/3420.60	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
3409.65/3420.60	c  3421s|119600 |  1624 | 17083k| 139.8 |   645M | 545 |3421 |3864 |2707 | 340k|  0 | 101k|  30k| 1.086765e+09 | 1.086940e+09 |   0.02%|  84.76%
3412.84/3423.84	c  3424s|119700 |  1606 | 17102k| 139.8 |   645M | 545 |3421 |3865 |2019 | 340k|  0 | 101k|  30k| 1.086767e+09 | 1.086940e+09 |   0.02%|  85.05%
3417.22/3428.27	c  3428s|119800 |  1563 | 17128k| 139.9 |   645M | 545 |3421 |3830 |2299 | 340k|  0 | 101k|  30k| 1.086768e+09 | 1.086940e+09 |   0.02%|  85.46%
3421.02/3432.08	c  3432s|119900 |  1533 | 17152k| 140.0 |   645M | 545 |3421 |3828 |2457 | 340k|  0 | 101k|  30k| 1.086769e+09 | 1.086940e+09 |   0.02%|  85.73%
3424.89/3435.94	c  3436s|120000 |  1515 | 17175k| 140.1 |   645M | 545 |3421 |3848 |2139 | 340k|  1 | 101k|  30k| 1.086770e+09 | 1.086940e+09 |   0.02%|  85.96%
3429.57/3440.63	c  3441s|120100 |  1452 | 17203k| 140.2 |   645M | 545 |3421 |3850 |2510 | 341k|  0 | 101k|  30k| 1.086771e+09 | 1.086940e+09 |   0.02%|  86.48%
3433.86/3444.91	c  3445s|120200 |  1402 | 17227k| 140.3 |   645M | 545 |3421 |3863 |2134 | 341k|  0 | 101k|  30k| 1.086773e+09 | 1.086940e+09 |   0.02%|  86.95%
3438.14/3449.22	c  3449s|120300 |  1342 | 17253k| 140.4 |   645M | 545 |3421 |3855 |2384 | 341k|  0 | 102k|  30k| 1.086774e+09 | 1.086940e+09 |   0.02%|  87.55%
3442.33/3453.44	c  3453s|120400 |  1297 | 17277k| 140.5 |   645M | 545 |3421 |3915 |2688 | 341k|  0 | 102k|  30k| 1.086776e+09 | 1.086940e+09 |   0.02%|  87.96%
3447.61/3458.77	c  3459s|120500 |  1206 | 17307k| 140.6 |   645M | 545 |3421 |3892 |3280 | 341k|  0 | 102k|  30k| 1.086779e+09 | 1.086940e+09 |   0.01%|  88.76%
3457.38/3468.52	c  3469s|120600 |  1114 | 17357k| 140.9 |   645M | 545 |3421 |3918 |2585 | 341k|  0 | 102k|  30k| 1.086781e+09 | 1.086940e+09 |   0.01%|  89.51%
3462.07/3473.29	c  3473s|120700 |  1084 | 17385k| 141.0 |   645M | 545 |3421 |3895 |2192 | 341k|  2 | 102k|  30k| 1.086782e+09 | 1.086940e+09 |   0.01%|  89.91%
3467.25/3478.43	c  3478s|120800 |  1033 | 17415k| 141.1 |   645M | 545 |3421 |3880 |2728 | 341k|  0 | 102k|  30k| 1.086785e+09 | 1.086940e+09 |   0.01%|  90.33%
3473.73/3485.00	c  3485s|120900 |   992 | 17453k| 141.3 |   645M | 545 |3421 |3883 |2407 | 341k|  0 | 102k|  30k| 1.086786e+09 | 1.086940e+09 |   0.01%|  90.71%
3477.61/3488.81	c  3489s|121000 |   938 | 17475k| 141.4 |   645M | 545 |3421 |3854 |2837 | 341k|  0 | 102k|  30k| 1.086789e+09 | 1.086940e+09 |   0.01%|  91.22%
3481.40/3492.63	c  time | node  | left  |LP iter|LP it/n|mem/heur|mdpt |vars |cons |rows |cuts |sepa|confs|strbr|  dualbound   | primalbound  |  gap   | compl. 
3481.40/3492.63	c  3493s|121100 |   901 | 17497k| 141.4 |   645M | 545 |3421 |3849 |2441 | 342k|  0 | 102k|  30k| 1.086790e+09 | 1.086940e+09 |   0.01%|  91.79%
3485.48/3496.70	c  3497s|121200 |   860 | 17521k| 141.5 |   645M | 545 |3421 |3843 |2182 | 342k|  1 | 102k|  30k| 1.086793e+09 | 1.086940e+09 |   0.01%|  92.30%
3491.26/3502.55	c  3503s|121300 |   791 | 17554k| 141.7 |   645M | 545 |3421 |3871 |2836 | 342k|  0 | 102k|  30k| 1.086795e+09 | 1.086940e+09 |   0.01%|  92.86%
3495.45/3506.70	c  3507s|121400 |   744 | 17577k| 141.7 |   645M | 545 |3421 |3860 |2669 | 342k|  0 | 102k|  31k| 1.086800e+09 | 1.086940e+09 |   0.01%|  93.32%
3499.63/3510.94	c  3511s|121500 |   663 | 17599k| 141.8 |   646M | 545 |3421 |3809 |3218 | 342k|  0 | 102k|  31k| 1.086802e+09 | 1.086940e+09 |   0.01%|  93.99%
3503.12/3514.46	c  3514s|121600 |   634 | 17619k| 141.9 |   646M | 545 |3421 |3786 |2379 | 342k|  0 | 102k|  31k| 1.086804e+09 | 1.086940e+09 |   0.01%|  94.29%
3535.22/3546.66	c  3547s|121700 |   529 | 17674k| 142.2 |   646M | 545 |3421 |3811 |5418 | 342k|  0 | 103k|  31k| 1.086808e+09 | 1.086940e+09 |   0.01%|  95.15%
3542.89/3554.39	c  3554s|121800 |   424 | 17693k| 142.2 |   647M | 545 |3421 |3821 |6844 | 342k|  0 | 103k|  31k| 1.086815e+09 | 1.086940e+09 |   0.01%|  96.15%
3549.77/3561.26	c  3561s|121900 |   353 | 17725k| 142.4 |   647M | 545 |3421 |3815 |2139 | 342k|  0 | 103k|  31k| 1.086823e+09 | 1.086940e+09 |   0.01%|  96.79%
3552.26/3563.74	c  3564s|122000 |   348 | 17737k| 142.4 |   647M | 545 |3421 |3829 |2118 | 343k|  1 | 103k|  31k| 1.086824e+09 | 1.086940e+09 |   0.01%|  96.88%
3557.84/3569.34	c  3569s|122100 |   248 | 17767k| 142.5 |   647M | 545 |3421 |3779 |3334 | 343k|  0 | 103k|  31k| 1.086830e+09 | 1.086940e+09 |   0.01%|  97.70%
3565.63/3577.19	c  3577s|122200 |   135 | 17812k| 142.7 |   647M | 545 |3421 |3718 |3253 | 343k|  0 | 103k|  31k| 1.086842e+09 | 1.086940e+09 |   0.01%|  98.92%
3574.28/3585.88	c  3586s|122300 |     1 | 17844k| 142.9 |   638M | 545 |3421 |3482 |   0 | 343k|  0 | 103k|  31k| 1.086873e+09 | 1.086940e+09 |   0.01%|  99.99%
3574.28/3585.88	c 
3574.28/3585.88	c SCIP Status        : problem is solved [optimal solution found]
3574.28/3585.88	c Solving Time (sec) : 3585.88
3574.28/3585.88	c Solving Nodes      : 122300 (total of 124107 nodes in 2 runs)
3574.28/3585.88	c Primal Bound       : +1.08694016000000e+09 (78 solutions)
3574.28/3585.88	c Dual Bound         : +1.08694016000000e+09
3574.28/3585.88	c Gap                : 0.00 %
3574.28/3585.89	s OPTIMUM FOUND
3574.28/3585.89	v -x8872 -x8873 -x8874 -x8875 -x8876 -x8877 -x8878 -x8879 -x8880 -x8881 x8882 -x8883 -x8884 x8885 x8886 -x8887 x8888 -x8889 -x8890
3574.28/3585.89	v x8891 -x8892 -x8893 x8894 x8895 -x8896 -x8897 -x8898 -x8899 -x8900 -x8901 x8902 -x580 -x581 -x582 -x583 -x584 -x585 -x586 -x587
3574.28/3585.89	v -x588 -x589 -x590 x591 -x592 x593 x594 -x595 x596 -x597 -x598 x599 -x600 -x601 x602 x603 -x604 -x605 -x606 -x607 -x608 -x609 -x610
3574.28/3585.89	v -x611 -x612 -x613 -x614 -x615 -x616 -x617 -x618 -x619 -x5380 -x5381 -x5382 -x5383 -x5384 -x5385 -x5386 -x5387 -x5388 -x5389 x5390
3574.28/3585.89	v -x5391 -x5392 -x5393 -x5394 x5395 -x5396 -x5397 -x5398 -x5399 -x5400 -x5401 -x5402 -x5403 -x5404 -x5405 -x5406 -x5407 -x5408 -x5409
3574.28/3585.89	v -x5410 -x5411 -x5412 -x5413 -x5414 -x5415 -x5416 -x5417 x5418 -x5419 x5420 -x5421 x5422 -x5423 -x5424 -x5425 x5426 -x5427 x5428
3574.28/3585.89	v -x5429 -x5430 -x5431 -x5432 -x5433 -x1 -x2 -x3 -x4 -x5 -x6 -x7 -x8 -x9 -x10 -x11 x12 -x13 x14 -x15 x16 -x17 x18 -x19 -x20 -x21 x22
3574.28/3585.89	v -x23 -x24 -x25 -x26 -x27 -x620 -x621 -x622 -x623 -x624 -x625 -x626 -x627 -x628 -x629 -x630 -x631 -x632 -x633 -x634 -x635 -x636 -x637
3574.28/3585.89	v -x638 -x639 -x640 -x641 -x642 -x643 -x644 -x645 -x646 -x647 -x648 -x649 -x650 -x651 -x652 -x653 -x654 -x655 -x656 -x657 -x658 -x659
3574.28/3585.89	v -x1240 -x1241 -x1242 -x1243 -x1244 -x1245 -x1246 -x1247 -x1248 -x1249 -x1250 -x1251 -x1252 -x1253 -x1254 -x1255 -x1256 -x1257 -x1258
3574.28/3585.89	v -x1259 -x1460 -x1461 -x1462 -x1463 -x1464 -x1465 -x1466 -x1467 -x1468 -x1469 -x1470 -x1471 -x1472 -x1473 -x1474 -x1475 -x1476 -x1477
3574.28/3585.89	v -x1478 -x1479 -x1680 -x1681 -x1682 -x1683 -x1684 -x1685 -x1686 -x1687 -x1688 -x1689 -x1690 -x1691 -x1692 -x1693 -x1694 -x1695 -x1696
3574.28/3585.89	v -x1697 -x1698 -x1699 -x1900 -x1901 -x1902 -x1903 -x1904 -x1905 -x1906 -x1907 -x1908 -x1909 -x1910 -x1911 -x1912 -x1913 -x1914 -x1915
3574.28/3585.89	v -x1916 -x1917 -x1918 -x1919 -x2120 -x2121 -x2122 -x2123 -x2124 -x2125 -x2126 -x2127 -x2128 -x2129 -x2130 -x2131 -x2132 -x2133 -x2134
3574.28/3585.89	v -x2135 -x2136 -x2137 -x2138 -x2139 -x2340 -x2341 -x2342 -x2343 -x2344 -x2345 -x2346 -x2347 -x2348 -x2349 -x2350 -x2351 -x2352 -x2353
3574.28/3585.89	v -x2354 -x2355 -x2356 -x2357 -x2358 -x2359 -x2560 -x2561 -x2562 -x2563 -x2564 -x2565 -x2566 -x2567 -x2568 -x2569 -x2570 -x2571 -x2572
3574.28/3585.89	v -x2573 -x2574 -x2575 -x2576 -x2577 -x2578 -x2579 -x2780 -x2781 -x2782 -x2783 -x2784 -x2785 -x2786 -x2787 -x2788 -x2789 -x2790 -x2791
3574.28/3585.89	v -x2792 -x2793 -x2794 -x2795 -x2796 -x2797 -x2798 -x2799 -x660 -x661 -x662 -x663 -x664 -x665 -x666 -x667 -x668 -x669 -x670 -x671
3574.28/3585.89	v -x672 -x673 -x674 -x675 -x676 -x677 -x678 -x679 -x880 -x881 -x882 -x883 -x884 -x885 -x886 -x887 -x888 -x889 -x890 -x891 -x892 -x893
3574.28/3585.89	v -x894 -x895 -x896 -x897 -x898 -x899 -x1080 -x1081 -x1082 -x1083 -x1084 -x1085 -x1086 -x1087 -x1088 -x1089 -x1090 -x1091 -x1092 -x1093
3574.28/3585.89	v -x1094 -x1095 -x1096 -x1097 -x1098 -x1099 -x1100 -x1101 -x1102 -x1103 -x1104 -x1105 -x1106 -x1107 -x1108 -x1109 -x1110 -x1111 -x1112
3574.28/3585.89	v -x1113 -x1114 -x1115 -x1116 -x1117 -x1118 -x1119 -x1120 -x1121 -x1122 -x1123 -x1124 -x1125 -x1126 -x1127 -x1128 -x1129 -x1130 -x1131
3574.28/3585.89	v -x1132 -x1133 -x1134 -x1135 -x1136 -x1137 -x1138 -x1139 -x1140 -x1141 -x1142 -x1143 -x1144 -x1145 -x1146 -x1147 -x1148 -x1149 -x1150
3574.28/3585.89	v -x1151 -x1152 -x1153 -x1154 -x1155 -x1156 -x1157 -x1158 -x1159 -x1160 -x1161 -x1162 -x1163 -x1164 -x1165 -x1166 -x1167 -x1168 -x1169
3574.28/3585.89	v -x1170 -x1171 -x1172 -x1173 -x1174 -x1175 -x1176 -x1177 -x1178 -x1179 -x1180 -x1181 -x1182 -x1183 -x1184 -x1185 -x1186 -x1187 -x1188
3574.28/3585.89	v -x1189 x1190 -x1191 x1192 -x1193 -x1194 -x1195 -x1196 -x1197 -x1198 -x1199 -x1200 -x1201 -x1202 -x1203 -x1204 -x1205 -x1206 -x1207
3574.28/3585.89	v -x1208 -x1209 -x1210 -x1211 -x1212 -x1213 -x1214 -x1215 -x1216 -x1217 -x1218 -x1219 -x1220 -x1221 -x1222 -x1223 -x1224 -x1225 -x1226
3574.28/3585.89	v -x1227 -x1228 -x1229 -x1230 -x1231 -x1232 -x1233 -x1234 -x1235 -x1236 -x1237 -x1238 -x1239 -x1260 -x1261 -x1262 -x1263 -x1264 -x1265
3574.28/3585.89	v -x1266 -x1267 -x1268 -x1269 -x1270 -x1271 -x1272 -x1273 -x1274 -x1275 -x1276 -x1277 -x1278 -x1279 -x1280 -x1281 -x1282 -x1283 -x1284
3574.28/3585.89	v -x1285 -x1286 -x1287 -x1288 -x1289 -x1290 -x1291 -x1292 -x1293 -x1294 -x1295 -x1296 -x1297 -x1298 -x1299 -x1300 -x1301 -x1302 -x1303
3574.28/3585.89	v -x1304 -x1305 -x1306 -x1307 -x1308 -x1309 -x1310 -x1311 -x1312 -x1313 -x1314 -x1315 -x1316 -x1317 -x1318 -x1319 -x1320 -x1321 -x1322
3574.28/3585.89	v -x1323 -x1324 -x1325 -x1326 -x1327 -x1328 -x1329 -x1330 -x1331 -x1332 -x1333 -x1334 -x1335 -x1336 -x1337 -x1338 -x1339 -x1340 -x1341
3574.28/3585.89	v -x1342 -x1343 -x1344 -x1345 -x1346 -x1347 -x1348 -x1349 -x1350 -x1351 -x1352 -x1353 -x1354 -x1355 -x1356 -x1357 -x1358 -x1359 -x1360
3574.28/3585.89	v -x1361 -x1362 -x1363 -x1364 -x1365 -x1366 -x1367 -x1368 -x1369 -x1370 -x1371 -x1372 -x1373 -x1374 -x1375 -x1376 -x1377 -x1378 -x1379
3574.28/3585.89	v -x1380 -x1381 -x1382 -x1383 -x1384 -x1385 -x1386 -x1387 -x1388 -x1389 -x1390 -x1391 -x1392 -x1393 -x1394 -x1395 -x1396 -x1397 -x1398
3574.28/3585.89	v -x1399 -x1400 -x1401 -x1402 -x1403 -x1404 -x1405 -x1406 -x1407 -x1408 -x1409 -x1410 -x1411 -x1412 -x1413 -x1414 -x1415 -x1416 -x1417
3574.28/3585.89	v -x1418 -x1419 -x1420 -x1421 -x1422 -x1423 -x1424 -x1425 -x1426 -x1427 -x1428 -x1429 -x1430 -x1431 -x1432 -x1433 -x1434 -x1435 -x1436
3574.28/3585.89	v -x1437 -x1438 -x1439 -x1440 -x1441 -x1442 -x1443 -x1444 -x1445 -x1446 -x1447 -x1448 -x1449 -x1450 -x1451 -x1452 -x1453 -x1454 -x1455
3574.28/3585.89	v -x1456 -x1457 -x1458 -x1459 -x1480 -x1481 -x1482 -x1483 -x1484 -x1485 -x1486 -x1487 -x1488 -x1489 -x1490 -x1491 -x1492 -x1493 -x1494
3574.28/3585.89	v -x1495 -x1496 -x1497 -x1498 -x1499 -x1500 -x1501 -x1502 -x1503 -x1504 -x1505 -x1506 -x1507 -x1508 -x1509 -x1510 -x1511 -x1512 -x1513
3574.28/3585.89	v -x1514 -x1515 -x1516 -x1517 -x1518 -x1519 -x1520 -x1521 -x1522 -x1523 -x1524 -x1525 -x1526 -x1527 -x1528 -x1529 -x1530 -x1531 -x1532
3574.28/3585.89	v -x1533 -x1534 -x1535 -x1536 -x1537 -x1538 -x1539 -x1540 -x1541 -x1542 -x1543 -x1544 -x1545 -x1546 -x1547 -x1548 -x1549 -x1550 -x1551
3574.28/3585.89	v -x1552 -x1553 -x1554 -x1555 -x1556 -x1557 -x1558 -x1559 -x1560 -x1561 -x1562 -x1563 -x1564 -x1565 -x1566 -x1567 -x1568 -x1569 -x1570
3574.28/3585.89	v -x1571 -x1572 -x1573 -x1574 -x1575 -x1576 -x1577 -x1578 -x1579 -x1580 -x1581 -x1582 -x1583 -x1584 -x1585 -x1586 -x1587 -x1588 -x1589
3574.28/3585.89	v -x1590 -x1591 -x1592 -x1593 -x1594 -x1595 -x1596 -x1597 -x1598 -x1599 -x1600 -x1601 -x1602 -x1603 -x1604 -x1605 -x1606 -x1607 -x1608
3574.28/3585.89	v -x1609 -x1610 -x1611 -x1612 -x1613 -x1614 -x1615 -x1616 -x1617 -x1618 -x1619 -x1620 -x1621 -x1622 -x1623 -x1624 -x1625 -x1626 -x1627
3574.28/3585.89	v -x1628 -x1629 -x1630 -x1631 -x1632 -x1633 -x1634 -x1635 -x1636 -x1637 -x1638 -x1639 -x1640 -x1641 -x1642 -x1643 -x1644 -x1645 -x1646
3574.28/3585.89	v -x1647 -x1648 -x1649 -x1650 -x1651 -x1652 -x1653 -x1654 -x1655 -x1656 -x1657 -x1658 -x1659 -x1660 -x1661 -x1662 -x1663 -x1664 -x1665
3574.28/3585.89	v -x1666 -x1667 -x1668 -x1669 -x1670 -x1671 -x1672 -x1673 -x1674 -x1675 -x1676 -x1677 -x1678 -x1679 -x1700 -x1701 -x1702 -x1703 -x1704
3574.28/3585.89	v -x1705 -x1706 -x1707 -x1708 -x1709 -x1710 -x1711 -x1712 -x1713 -x1714 -x1715 -x1716 -x1717 -x1718 -x1719 -x1720 -x1721 -x1722 -x1723
3574.28/3585.89	v -x1724 -x1725 -x1726 -x1727 -x1728 -x1729 -x1730 -x1731 -x1732 -x1733 -x1734 -x1735 -x1736 -x1737 -x1738 -x1739 -x1740 -x1741 -x1742
3574.28/3585.89	v -x1743 -x1744 -x1745 -x1746 -x1747 -x1748 -x1749 -x1750 -x1751 -x1752 -x1753 -x1754 -x1755 -x1756 -x1757 -x1758 -x1759 -x1760 -x1761
3574.28/3585.89	v -x1762 -x1763 -x1764 -x1765 -x1766 -x1767 -x1768 -x1769 -x1770 -x1771 -x1772 -x1773 -x1774 -x1775 -x1776 -x1777 -x1778 -x1779 -x1780
3574.28/3585.89	v -x1781 -x1782 -x1783 -x1784 -x1785 -x1786 -x1787 -x1788 -x1789 -x1790 -x1791 -x1792 -x1793 -x1794 -x1795 -x1796 -x1797 -x1798 -x1799
3574.28/3585.89	v -x1800 -x1801 -x1802 -x1803 -x1804 -x1805 -x1806 -x1807 -x1808 -x1809 -x1810 -x1811 -x1812 -x1813 -x1814 -x1815 -x1816 -x1817 -x1818
3574.28/3585.89	v -x1819 -x1820 -x1821 -x1822 -x1823 -x1824 -x1825 -x1826 -x1827 -x1828 -x1829 -x1830 -x1831 -x1832 -x1833 -x1834 -x1835 -x1836 -x1837
3574.28/3585.89	v -x1838 -x1839 -x1840 -x1841 -x1842 -x1843 -x1844 -x1845 -x1846 -x1847 -x1848 -x1849 -x1850 -x1851 -x1852 -x1853 -x1854 -x1855 -x1856
3574.28/3585.89	v -x1857 -x1858 -x1859 -x1860 -x1861 -x1862 -x1863 -x1864 -x1865 -x1866 -x1867 -x1868 -x1869 -x1870 -x1871 -x1872 -x1873 -x1874 -x1875
3574.28/3585.89	v -x1876 -x1877 -x1878 -x1879 -x1880 -x1881 -x1882 -x1883 -x1884 -x1885 -x1886 -x1887 -x1888 -x1889 -x1890 -x1891 -x1892 -x1893 -x1894
3574.28/3585.89	v -x1895 -x1896 -x1897 -x1898 -x1899 -x1920 -x1921 -x1922 -x1923 -x1924 -x1925 -x1926 -x1927 -x1928 -x1929 -x1930 -x1931 -x1932 -x1933
3574.28/3585.89	v -x1934 -x1935 -x1936 -x1937 -x1938 -x1939 -x1940 -x1941 -x1942 -x1943 -x1944 -x1945 -x1946 -x1947 -x1948 -x1949 -x1950 -x1951 -x1952
3574.28/3585.89	v -x1953 -x1954 -x1955 -x1956 -x1957 -x1958 -x1959 -x1960 -x1961 -x1962 -x1963 -x1964 -x1965 -x1966 -x1967 -x1968 -x1969 -x1970 -x1971
3574.28/3585.89	v -x1972 -x1973 -x1974 -x1975 -x1976 -x1977 -x1978 -x1979 -x1980 -x1981 -x1982 -x1983 -x1984 -x1985 -x1986 -x1987 -x1988 -x1989 -x1990
3574.28/3585.89	v -x1991 -x1992 -x1993 -x1994 -x1995 -x1996 -x1997 -x1998 -x1999 -x2000 -x2001 -x2002 -x2003 -x2004 -x2005 -x2006 -x2007 -x2008 -x2009
3574.28/3585.89	v -x2010 -x2011 -x2012 -x2013 -x2014 -x2015 -x2016 -x2017 -x2018 -x2019 -x2020 -x2021 -x2022 -x2023 -x2024 -x2025 -x2026 -x2027 -x2028
3574.28/3585.89	v -x2029 -x2030 -x2031 -x2032 -x2033 -x2034 -x2035 -x2036 -x2037 -x2038 -x2039 -x2040 -x2041 -x2042 -x2043 -x2044 -x2045 -x2046 -x2047
3574.28/3585.89	v -x2048 -x2049 -x2050 -x2051 -x2052 -x2053 -x2054 -x2055 -x2056 -x2057 -x2058 -x2059 -x2060 -x2061 -x2062 -x2063 -x2064 -x2065 -x2066
3574.28/3585.89	v -x2067 -x2068 -x2069 -x2070 x2071 -x2072 x2073 -x2074 -x2075 -x2076 -x2077 -x2078 -x2079 -x2080 -x2081 -x2082 -x2083 -x2084 -x2085
3574.28/3585.89	v -x2086 -x2087 -x2088 -x2089 -x2090 -x2091 -x2092 -x2093 -x2094 -x2095 -x2096 -x2097 -x2098 -x2099 -x2100 -x2101 -x2102 -x2103 -x2104
3574.28/3585.89	v -x2105 -x2106 -x2107 -x2108 -x2109 -x2110 -x2111 -x2112 -x2113 -x2114 -x2115 -x2116 -x2117 -x2118 -x2119 -x2140 -x2141 -x2142 -x2143
3574.28/3585.89	v -x2144 -x2145 -x2146 -x2147 -x2148 -x2149 -x2150 -x2151 -x2152 -x2153 -x2154 -x2155 -x2156 -x2157 -x2158 -x2159 -x2160 -x2161 -x2162
3574.28/3585.89	v -x2163 -x2164 -x2165 -x2166 -x2167 -x2168 -x2169 -x2170 -x2171 -x2172 -x2173 -x2174 -x2175 -x2176 -x2177 -x2178 -x2179 -x2180 -x2181
3574.28/3585.89	v -x2182 -x2183 -x2184 -x2185 -x2186 -x2187 -x2188 -x2189 -x2190 -x2191 -x2192 -x2193 -x2194 -x2195 -x2196 -x2197 -x2198 -x2199 -x2200
3574.28/3585.89	v -x2201 -x2202 -x2203 -x2204 -x2205 -x2206 -x2207 -x2208 -x2209 -x2210 -x2211 -x2212 -x2213 -x2214 -x2215 -x2216 -x2217 -x2218 -x2219
3574.28/3585.89	v -x2220 -x2221 -x2222 -x2223 -x2224 -x2225 -x2226 -x2227 -x2228 -x2229 -x2230 -x2231 -x2232 -x2233 -x2234 -x2235 -x2236 -x2237 -x2238
3574.28/3585.89	v -x2239 -x2240 -x2241 -x2242 -x2243 -x2244 -x2245 -x2246 -x2247 -x2248 -x2249 -x2250 -x2251 -x2252 -x2253 -x2254 -x2255 -x2256 -x2257
3574.28/3585.89	v -x2258 -x2259 -x2260 -x2261 -x2262 -x2263 -x2264 -x2265 -x2266 -x2267 -x2268 -x2269 -x2270 -x2271 -x2272 -x2273 -x2274 -x2275 -x2276
3574.28/3585.89	v -x2277 -x2278 -x2279 -x2280 -x2281 -x2282 -x2283 -x2284 -x2285 -x2286 -x2287 -x2288 -x2289 -x2290 -x2291 -x2292 -x2293 -x2294 -x2295
3574.28/3585.89	v -x2296 -x2297 -x2298 -x2299 -x2300 -x2301 -x2302 -x2303 -x2304 -x2305 -x2306 -x2307 -x2308 -x2309 -x2310 -x2311 -x2312 -x2313 -x2314
3574.28/3585.89	v -x2315 -x2316 -x2317 -x2318 -x2319 -x2320 -x2321 -x2322 -x2323 -x2324 -x2325 -x2326 -x2327 -x2328 -x2329 -x2330 -x2331 -x2332 -x2333
3574.28/3585.89	v -x2334 -x2335 -x2336 -x2337 -x2338 -x2339 -x2360 -x2361 -x2362 -x2363 -x2364 -x2365 -x2366 -x2367 -x2368 -x2369 -x2370 -x2371 -x2372
3574.28/3585.89	v -x2373 -x2374 -x2375 -x2376 -x2377 -x2378 -x2379 -x2380 -x2381 -x2382 -x2383 -x2384 -x2385 -x2386 -x2387 -x2388 -x2389 -x2390 -x2391
3574.28/3585.89	v -x2392 -x2393 -x2394 -x2395 -x2396 -x2397 -x2398 -x2399 -x2400 -x2401 -x2402 -x2403 -x2404 -x2405 -x2406 -x2407 -x2408 -x2409 -x2410
3574.28/3585.89	v -x2411 -x2412 -x2413 -x2414 -x2415 -x2416 -x2417 -x2418 -x2419 -x2420 -x2421 -x2422 -x2423 -x2424 -x2425 -x2426 -x2427 -x2428 -x2429
3574.28/3585.89	v -x2430 -x2431 -x2432 -x2433 -x2434 -x2435 -x2436 -x2437 -x2438 -x2439 -x2440 -x2441 -x2442 -x2443 -x2444 -x2445 -x2446 -x2447 -x2448
3574.28/3585.89	v -x2449 -x2450 -x2451 -x2452 -x2453 -x2454 -x2455 -x2456 -x2457 -x2458 -x2459 -x2460 -x2461 -x2462 -x2463 -x2464 -x2465 -x2466 -x2467
3574.28/3585.89	v -x2468 -x2469 -x2470 -x2471 -x2472 -x2473 -x2474 -x2475 -x2476 -x2477 -x2478 -x2479 -x2480 -x2481 -x2482 -x2483 -x2484 -x2485 -x2486
3574.28/3585.89	v -x2487 -x2488 -x2489 -x2490 -x2491 -x2492 -x2493 -x2494 -x2495 -x2496 -x2497 -x2498 -x2499 -x2500 -x2501 -x2502 -x2503 -x2504 -x2505
3574.28/3585.89	v -x2506 -x2507 -x2508 -x2509 -x2510 -x2511 -x2512 -x2513 -x2514 -x2515 -x2516 -x2517 -x2518 -x2519 -x2520 -x2521 -x2522 -x2523 -x2524
3574.28/3585.89	v -x2525 -x2526 -x2527 -x2528 -x2529 -x2530 -x2531 -x2532 -x2533 -x2534 -x2535 -x2536 -x2537 -x2538 -x2539 -x2540 -x2541 -x2542 -x2543
3574.28/3585.89	v -x2544 -x2545 -x2546 -x2547 -x2548 -x2549 -x2550 -x2551 -x2552 -x2553 -x2554 -x2555 -x2556 -x2557 -x2558 -x2559 -x2580 -x2581 -x2582
3574.28/3585.89	v -x2583 -x2584 -x2585 -x2586 -x2587 -x2588 -x2589 -x2590 -x2591 -x2592 -x2593 -x2594 -x2595 -x2596 -x2597 -x2598 -x2599 -x2600 -x2601
3574.28/3585.89	v -x2602 -x2603 -x2604 -x2605 -x2606 -x2607 -x2608 -x2609 x2610 x2611 x2612 -x2613 -x2614 -x2615 -x2616 -x2617 -x2618 -x2619 -x2620
3574.28/3585.89	v -x2621 -x2622 -x2623 -x2624 -x2625 -x2626 -x2627 -x2628 -x2629 -x2630 -x2631 -x2632 -x2633 -x2634 -x2635 -x2636 -x2637 -x2638 -x2639
3574.28/3585.89	v -x2640 -x2641 -x2642 -x2643 -x2644 -x2645 -x2646 -x2647 -x2648 -x2649 -x2650 -x2651 -x2652 -x2653 -x2654 -x2655 -x2656 -x2657 -x2658
3574.28/3585.89	v -x2659 -x2660 -x2661 -x2662 -x2663 -x2664 -x2665 -x2666 -x2667 -x2668 -x2669 -x2670 -x2671 -x2672 -x2673 -x2674 -x2675 -x2676 -x2677
3574.28/3585.89	v -x2678 -x2679 -x2680 -x2681 -x2682 -x2683 -x2684 -x2685 -x2686 -x2687 -x2688 -x2689 -x2690 -x2691 -x2692 -x2693 -x2694 -x2695 -x2696
3574.28/3585.89	v -x2697 -x2698 -x2699 -x2700 -x2701 -x2702 -x2703 -x2704 -x2705 -x2706 -x2707 -x2708 -x2709 -x2710 -x2711 -x2712 -x2713 -x2714 -x2715
3574.28/3585.89	v -x2716 -x2717 -x2718 -x2719 -x2720 -x2721 -x2722 -x2723 -x2724 -x2725 -x2726 -x2727 -x2728 -x2729 -x2730 -x2731 -x2732 -x2733 -x2734
3574.28/3585.89	v -x2735 -x2736 -x2737 -x2738 -x2739 -x2740 -x2741 -x2742 -x2743 -x2744 -x2745 -x2746 -x2747 -x2748 -x2749 -x2750 -x2751 -x2752 -x2753
3574.28/3585.89	v -x2754 -x2755 -x2756 -x2757 -x2758 -x2759 -x2760 -x2761 -x2762 -x2763 -x2764 -x2765 -x2766 -x2767 -x2768 -x2769 -x2770 -x2771 -x2772
3574.28/3585.89	v -x2773 -x2774 -x2775 -x2776 -x2777 -x2778 -x2779 -x2800 -x2801 -x2802 -x2803 -x2804 -x2805 -x2806 -x2807 -x2808 -x2809 -x2810 -x2811
3574.28/3585.89	v -x2812 -x2813 -x2814 -x2815 -x2816 -x2817 -x2818 -x2819 -x2820 -x2821 -x2822 -x2823 -x2824 -x2825 -x2826 -x2827 -x2828 -x2829 -x2830
3574.28/3585.89	v -x2831 -x2832 -x2833 -x2834 -x2835 -x2836 -x2837 -x2838 -x2839 -x2840 -x2841 -x2842 -x2843 -x2844 -x2845 -x2846 -x2847 -x2848 -x2849
3574.28/3585.89	v -x2850 -x2851 -x2852 -x2853 -x2854 -x2855 -x2856 -x2857 -x2858 -x2859 -x2860 -x2861 -x2862 -x2863 -x2864 -x2865 -x2866 -x2867 -x2868
3574.28/3585.89	v -x2869 -x2870 -x2871 -x2872 -x2873 -x2874 -x2875 -x2876 -x2877 -x2878 -x2879 -x2880 -x2881 -x2882 -x2883 -x2884 -x2885 -x2886 -x2887
3574.28/3585.89	v -x2888 -x2889 -x2890 -x2891 -x2892 -x2893 -x2894 -x2895 -x2896 -x2897 -x2898 -x2899 -x2900 -x2901 -x2902 -x2903 -x2904 -x2905 -x2906
3574.28/3585.89	v -x2907 -x2908 -x2909 -x2910 -x2911 -x2912 -x2913 -x2914 -x2915 -x2916 -x2917 -x2918 -x2919 -x2920 -x2921 -x2922 -x2923 -x2924 -x2925
3574.28/3585.89	v -x2926 -x2927 -x2928 -x2929 -x2930 -x2931 -x2932 -x2933 -x2934 -x2935 -x2936 -x2937 -x2938 -x2939 -x2940 -x2941 -x2942 -x2943 -x2944
3574.28/3585.89	v -x2945 -x2946 -x2947 -x2948 -x2949 -x2950 -x2951 -x2952 -x2953 -x2954 -x2955 -x2956 -x2957 -x2958 -x2959 -x2960 -x2961 -x2962 -x2963
3574.28/3585.89	v -x2964 -x2965 -x2966 -x2967 -x2968 -x2969 -x2970 -x2971 -x2972 -x2973 -x2974 -x2975 -x2976 -x2977 -x2978 -x2979 -x2980 -x2981 -x2982
3574.28/3585.89	v -x2983 -x2984 -x2985 -x2986 -x2987 -x2988 -x2989 -x2990 -x2991 -x2992 -x2993 -x2994 -x2995 -x2996 -x2997 -x2998 -x2999 -x680 -x681
3574.28/3585.89	v -x682 -x683 -x684 -x685 -x686 -x687 -x688 -x689 -x690 -x691 -x692 -x693 -x694 -x695 -x696 -x697 -x698 -x699 -x700 -x701 -x702 -x703
3574.28/3585.89	v -x704 -x705 -x706 -x707 -x708 -x709 -x710 -x711 -x712 -x713 -x714 -x715 -x716 -x717 -x718 -x719 -x720 -x721 -x722 -x723 -x724 -x725
3574.28/3585.89	v -x726 -x727 -x728 -x729 -x730 -x731 -x732 -x733 -x734 -x735 -x736 -x737 -x738 -x739 -x740 -x741 -x742 -x743 -x744 -x745 -x746 -x747
3574.28/3585.89	v -x748 -x749 -x750 -x751 -x752 -x753 -x754 -x755 -x756 -x757 -x758 -x759 -x760 -x761 -x762 -x763 -x764 -x765 -x766 -x767 -x768 -x769
3574.28/3585.89	v -x770 -x771 -x772 -x773 -x774 -x775 -x776 -x777 -x778 -x779 -x780 -x781 -x782 -x783 -x784 -x785 -x786 -x787 -x788 -x789 -x790 -x791
3574.28/3585.89	v -x792 -x793 -x794 -x795 -x796 -x797 -x798 -x799 -x800 -x801 -x802 -x803 -x804 -x805 -x806 -x807 -x808 -x809 -x810 -x811 -x812 -x813
3574.28/3585.89	v -x814 -x815 -x816 -x817 -x818 -x819 -x820 -x821 -x822 -x823 -x824 -x825 -x826 -x827 -x828 -x829 -x830 -x831 -x832 -x833 -x834 -x835
3574.28/3585.89	v -x836 -x837 -x838 -x839 -x840 -x841 -x842 -x843 -x844 -x845 -x846 -x847 -x848 -x849 -x850 -x851 -x852 -x853 -x854 -x855 -x856 -x857
3574.28/3585.89	v -x858 -x859 -x860 -x861 -x862 -x863 -x864 -x865 -x866 -x867 -x868 -x869 -x870 -x871 -x872 -x873 -x874 -x875 -x876 -x877 -x878 -x879
3574.28/3585.89	v -x900 -x901 -x902 -x903 -x904 -x905 -x906 -x907 -x908 -x909 -x910 -x911 -x912 -x913 -x914 -x915 -x916 -x917 -x918 -x919 -x920 -x921
3574.28/3585.89	v -x922 -x923 -x924 -x925 -x926 -x927 -x928 -x929 -x930 -x931 -x932 -x933 -x934 -x935 -x936 -x937 -x938 -x939 -x940 -x941 -x942 -x943
3574.28/3585.89	v -x944 -x945 -x946 -x947 -x948 -x949 -x950 -x951 -x952 -x953 -x954 -x955 -x956 -x957 -x958 -x959 -x960 -x961 -x962 -x963 -x964 -x965
3574.28/3585.89	v -x966 -x967 -x968 -x969 x970 x971 -x972 x973 -x974 -x975 -x976 -x977 -x978 -x979 -x980 -x981 -x982 -x983 -x984 -x985 -x986 -x987
3574.28/3585.89	v -x988 -x989 -x990 -x991 -x992 -x993 -x994 -x995 -x996 -x997 -x998 -x999 -x1000 -x1001 -x1002 -x1003 -x1004 -x1005 -x1006 -x1007
3574.28/3585.89	v -x1008 -x1009 -x1010 -x1011 -x1012 -x1013 -x1014 -x1015 -x1016 -x1017 -x1018 -x1019 -x1020 -x1021 -x1022 -x1023 -x1024 -x1025 -x1026
3574.28/3585.89	v -x1027 -x1028 -x1029 -x1030 -x1031 -x1032 -x1033 -x1034 -x1035 -x1036 -x1037 -x1038 -x1039 -x1040 -x1041 -x1042 -x1043 -x1044 -x1045
3574.28/3585.89	v -x1046 -x1047 -x1048 -x1049 -x1050 -x1051 -x1052 -x1053 -x1054 -x1055 -x1056 -x1057 -x1058 -x1059 -x1060 -x1061 -x1062 -x1063 -x1064
3574.28/3585.89	v -x1065 -x1066 -x1067 -x1068 -x1069 -x1070 -x1071 -x1072 -x1073 -x1074 -x1075 -x1076 -x1077 -x1078 -x1079 -x3000 -x3001 -x3002 -x3003
3574.28/3585.89	v -x3004 -x3005 -x3006 -x3007 -x3008 -x3009 -x3010 -x3011 -x3012 -x3013 -x3014 -x3015 -x3016 -x3017 -x3018 -x3019 -x3020 -x3021 -x3022
3574.28/3585.89	v -x3023 -x3024 -x3025 -x3026 -x3027 -x3028 -x3029 -x3030 -x3031 -x3032 -x3033 -x3034 -x3035 -x3036 -x3037 -x3038 -x3039 -x3620 -x3621
3574.28/3585.89	v -x3622 -x3623 -x3624 -x3625 -x3626 -x3627 -x3628 -x3629 -x3630 -x3631 -x3632 -x3633 -x3634 -x3635 -x3636 -x3637 -x3638 -x3639 -x3840
3574.28/3585.89	v -x3841 -x3842 -x3843 -x3844 -x3845 -x3846 -x3847 -x3848 -x3849 -x3850 -x3851 -x3852 -x3853 -x3854 -x3855 -x3856 -x3857 -x3858 -x3859
3574.28/3585.89	v -x4060 -x4061 -x4062 -x4063 -x4064 -x4065 -x4066 -x4067 -x4068 -x4069 -x4070 -x4071 -x4072 -x4073 -x4074 -x4075 -x4076 -x4077 -x4078
3574.28/3585.89	v -x4079 -x4280 -x4281 -x4282 -x4283 -x4284 -x4285 -x4286 -x4287 -x4288 -x4289 -x4290 -x4291 -x4292 -x4293 -x4294 -x4295 -x4296 -x4297
3574.28/3585.89	v -x4298 -x4299 -x4500 -x4501 -x4502 -x4503 -x4504 -x4505 -x4506 -x4507 -x4508 -x4509 -x4510 -x4511 -x4512 -x4513 -x4514 -x4515 -x4516
3574.28/3585.89	v -x4517 -x4518 -x4519 -x4720 -x4721 -x4722 -x4723 -x4724 -x4725 -x4726 -x4727 -x4728 -x4729 -x4730 -x4731 -x4732 -x4733 -x4734 -x4735
3574.28/3585.89	v -x4736 -x4737 -x4738 -x4739 -x4940 -x4941 -x4942 -x4943 -x4944 -x4945 -x4946 -x4947 -x4948 -x4949 -x4950 -x4951 -x4952 -x4953 -x4954
3574.28/3585.89	v -x4955 -x4956 -x4957 -x4958 -x4959 -x5160 -x5161 -x5162 -x5163 -x5164 -x5165 -x5166 -x5167 -x5168 -x5169 -x5170 -x5171 -x5172 -x5173
3574.28/3585.89	v -x5174 -x5175 -x5176 -x5177 -x5178 -x5179 -x3040 -x3041 -x3042 -x3043 -x3044 -x3045 -x3046 -x3047 -x3048 -x3049 -x3050 -x3051 -x3052
3574.28/3585.89	v -x3053 -x3054 -x3055 -x3056 -x3057 -x3058 -x3059 -x3260 -x3261 -x3262 -x3263 -x3264 -x3265 -x3266 -x3267 -x3268 -x3269 -x3270 -x3271
3574.28/3585.89	v -x3272 -x3273 -x3274 -x3275 -x3276 -x3277 -x3278 -x3279 -x3460 -x3461 -x3462 -x3463 -x3464 -x3465 -x3466 -x3467 -x3468 -x3469 -x3470
3574.28/3585.89	v -x3471 -x3472 -x3473 -x3474 -x3475 -x3476 -x3477 -x3478 -x3479 -x3480 -x3481 -x3482 -x3483 -x3484 -x3485 -x3486 -x3487 -x3488 -x3489
3574.28/3585.89	v x3490 x3491 -x3492 -x3493 -x3494 -x3495 -x3496 -x3497 -x3498 -x3499 -x3500 -x3501 -x3502 -x3503 -x3504 -x3505 -x3506 -x3507 -x3508
3574.28/3585.89	v -x3509 -x3510 x3511 x3512 x3513 x3514 -x3515 -x3516 -x3517 -x3518 -x3519 -x3520 -x3521 -x3522 -x3523 -x3524 -x3525 -x3526 -x3527
3574.28/3585.89	v -x3528 -x3529 -x3530 -x3531 -x3532 -x3533 -x3534 -x3535 -x3536 -x3537 -x3538 -x3539 -x3540 -x3541 -x3542 -x3543 -x3544 -x3545 -x3546
3574.28/3585.89	v -x3547 -x3548 -x3549 -x3550 -x3551 -x3552 -x3553 -x3554 -x3555 -x3556 -x3557 -x3558 -x3559 -x3560 -x3561 -x3562 -x3563 -x3564 -x3565
3574.28/3585.89	v -x3566 -x3567 -x3568 -x3569 x3570 x3571 -x3572 -x3573 -x3574 -x3575 x3576 -x3577 -x3578 -x3579 -x3580 -x3581 -x3582 -x3583 -x3584
3574.28/3585.89	v -x3585 -x3586 -x3587 -x3588 -x3589 -x3590 -x3591 -x3592 -x3593 -x3594 -x3595 -x3596 -x3597 -x3598 -x3599 -x3600 -x3601 -x3602 -x3603
3574.28/3585.89	v -x3604 -x3605 -x3606 -x3607 -x3608 -x3609 -x3610 -x3611 -x3612 -x3613 -x3614 -x3615 -x3616 -x3617 -x3618 -x3619 -x3640 -x3641 -x3642
3574.28/3585.89	v -x3643 -x3644 -x3645 -x3646 -x3647 -x3648 -x3649 -x3650 -x3651 -x3652 -x3653 -x3654 -x3655 -x3656 -x3657 -x3658 -x3659 -x3660 -x3661
3574.28/3585.89	v -x3662 -x3663 -x3664 -x3665 -x3666 -x3667 -x3668 -x3669 -x3670 -x3671 -x3672 -x3673 -x3674 -x3675 -x3676 -x3677 -x3678 -x3679 -x3680
3574.28/3585.89	v -x3681 -x3682 -x3683 -x3684 -x3685 -x3686 -x3687 -x3688 -x3689 -x3690 -x3691 -x3692 -x3693 -x3694 -x3695 -x3696 -x3697 -x3698 -x3699
3574.28/3585.89	v -x3700 -x3701 -x3702 -x3703 -x3704 -x3705 -x3706 -x3707 -x3708 -x3709 -x3710 -x3711 -x3712 -x3713 -x3714 -x3715 -x3716 -x3717 -x3718
3574.28/3585.89	v -x3719 -x3720 -x3721 -x3722 -x3723 -x3724 -x3725 -x3726 -x3727 -x3728 -x3729 -x3730 -x3731 -x3732 -x3733 -x3734 -x3735 -x3736 -x3737
3574.28/3585.89	v -x3738 -x3739 -x3740 -x3741 -x3742 -x3743 -x3744 -x3745 -x3746 -x3747 -x3748 -x3749 -x3750 -x3751 -x3752 -x3753 -x3754 -x3755 -x3756
3574.28/3585.89	v -x3757 -x3758 -x3759 -x3760 -x3761 -x3762 -x3763 -x3764 -x3765 -x3766 -x3767 -x3768 -x3769 -x3770 -x3771 -x3772 -x3773 -x3774 -x3775
3574.28/3585.89	v -x3776 -x3777 -x3778 -x3779 -x3780 -x3781 -x3782 -x3783 -x3784 -x3785 -x3786 -x3787 -x3788 -x3789 -x3790 x3791 -x3792 x3793 -x3794
3574.28/3585.89	v -x3795 x3796 -x3797 -x3798 -x3799 -x3800 -x3801 -x3802 -x3803 -x3804 -x3805 -x3806 -x3807 -x3808 -x3809 -x3810 -x3811 -x3812 -x3813
3574.28/3585.89	v -x3814 -x3815 -x3816 -x3817 -x3818 -x3819 -x3820 -x3821 -x3822 -x3823 -x3824 -x3825 -x3826 -x3827 -x3828 -x3829 -x3830 -x3831 -x3832
3574.28/3585.89	v -x3833 -x3834 -x3835 -x3836 -x3837 -x3838 -x3839 -x3860 -x3861 -x3862 -x3863 -x3864 -x3865 -x3866 -x3867 -x3868 -x3869 -x3870 -x3871
3574.28/3585.89	v -x3872 -x3873 -x3874 -x3875 -x3876 -x3877 -x3878 -x3879 -x3880 -x3881 -x3882 -x3883 -x3884 -x3885 -x3886 -x3887 -x3888 -x3889 -x3890
3574.28/3585.89	v -x3891 -x3892 -x3893 -x3894 -x3895 -x3896 -x3897 -x3898 -x3899 -x3900 -x3901 -x3902 -x3903 -x3904 -x3905 -x3906 -x3907 -x3908 -x3909
3574.28/3585.89	v -x3910 -x3911 -x3912 -x3913 -x3914 -x3915 -x3916 -x3917 -x3918 -x3919 -x3920 -x3921 -x3922 -x3923 -x3924 -x3925 -x3926 -x3927 -x3928
3574.28/3585.89	v -x3929 -x3930 -x3931 -x3932 -x3933 -x3934 -x3935 -x3936 -x3937 -x3938 -x3939 -x3940 -x3941 -x3942 -x3943 -x3944 -x3945 -x3946 -x3947
3574.28/3585.89	v -x3948 -x3949 -x3950 -x3951 -x3952 x3953 x3954 -x3955 -x3956 x3957 -x3958 -x3959 -x3960 -x3961 -x3962 -x3963 -x3964 -x3965 -x3966
3574.28/3585.89	v -x3967 -x3968 -x3969 -x3970 -x3971 -x3972 -x3973 -x3974 -x3975 -x3976 -x3977 -x3978 -x3979 -x3980 -x3981 -x3982 -x3983 -x3984 -x3985
3574.28/3585.89	v -x3986 -x3987 -x3988 -x3989 -x3990 -x3991 -x3992 -x3993 -x3994 -x3995 -x3996 -x3997 -x3998 -x3999 -x4000 -x4001 -x4002 -x4003 -x4004
3574.28/3585.89	v -x4005 -x4006 -x4007 -x4008 -x4009 -x4010 -x4011 -x4012 -x4013 -x4014 -x4015 -x4016 -x4017 -x4018 -x4019 -x4020 -x4021 -x4022 -x4023
3574.28/3585.89	v -x4024 -x4025 -x4026 -x4027 -x4028 -x4029 x4030 x4031 x4032 -x4033 -x4034 -x4035 x4036 x4037 -x4038 -x4039 -x4040 -x4041 -x4042
3574.28/3585.89	v -x4043 -x4044 -x4045 -x4046 -x4047 -x4048 -x4049 -x4050 -x4051 -x4052 -x4053 -x4054 -x4055 -x4056 -x4057 -x4058 -x4059 -x4080 -x4081
3574.28/3585.89	v -x4082 -x4083 -x4084 -x4085 -x4086 -x4087 -x4088 -x4089 -x4090 -x4091 -x4092 -x4093 -x4094 -x4095 -x4096 -x4097 -x4098 -x4099 -x4100
3574.28/3585.89	v -x4101 -x4102 -x4103 -x4104 -x4105 -x4106 -x4107 -x4108 -x4109 -x4110 -x4111 -x4112 -x4113 -x4114 -x4115 -x4116 -x4117 -x4118 -x4119
3574.28/3585.89	v -x4120 -x4121 -x4122 -x4123 -x4124 -x4125 -x4126 -x4127 -x4128 -x4129 -x4130 -x4131 -x4132 -x4133 -x4134 -x4135 -x4136 -x4137 -x4138
3574.28/3585.89	v -x4139 -x4140 -x4141 -x4142 -x4143 -x4144 -x4145 -x4146 -x4147 -x4148 -x4149 -x4150 -x4151 -x4152 -x4153 -x4154 -x4155 -x4156 -x4157
3574.28/3585.89	v -x4158 -x4159 -x4160 -x4161 -x4162 -x4163 -x4164 -x4165 -x4166 -x4167 -x4168 -x4169 -x4170 -x4171 -x4172 x4173 x4174 -x4175 -x4176
3574.28/3585.89	v -x4177 x4178 -x4179 -x4180 -x4181 -x4182 -x4183 -x4184 -x4185 -x4186 -x4187 -x4188 -x4189 -x4190 -x4191 -x4192 -x4193 -x4194 -x4195
3574.28/3585.89	v -x4196 -x4197 -x4198 -x4199 -x4200 -x4201 -x4202 -x4203 -x4204 -x4205 -x4206 -x4207 -x4208 -x4209 -x4210 -x4211 -x4212 -x4213 -x4214
3574.28/3585.89	v -x4215 -x4216 -x4217 -x4218 -x4219 -x4220 -x4221 -x4222 -x4223 -x4224 -x4225 -x4226 -x4227 -x4228 -x4229 -x4230 -x4231 -x4232 -x4233
3574.28/3585.89	v -x4234 -x4235 -x4236 -x4237 -x4238 -x4239 -x4240 -x4241 -x4242 -x4243 -x4244 -x4245 -x4246 -x4247 -x4248 -x4249 x4250 x4251 -x4252
3574.28/3585.89	v x4253 x4254 x4255 -x4256 x4257 -x4258 -x4259 -x4260 -x4261 -x4262 -x4263 -x4264 -x4265 -x4266 -x4267 -x4268 -x4269 -x4270 -x4271
3574.28/3585.89	v -x4272 -x4273 -x4274 x4275 -x4276 -x4277 -x4278 -x4279 -x4300 -x4301 -x4302 -x4303 -x4304 -x4305 -x4306 -x4307 -x4308 -x4309 -x4310
3574.28/3585.89	v -x4311 -x4312 -x4313 -x4314 -x4315 -x4316 -x4317 -x4318 -x4319 -x4320 -x4321 -x4322 -x4323 -x4324 -x4325 -x4326 -x4327 -x4328 -x4329
3574.28/3585.89	v -x4330 -x4331 -x4332 -x4333 -x4334 -x4335 -x4336 -x4337 -x4338 -x4339 -x4340 -x4341 -x4342 -x4343 -x4344 -x4345 -x4346 -x4347 -x4348
3574.28/3585.89	v -x4349 -x4350 -x4351 -x4352 -x4353 -x4354 -x4355 -x4356 -x4357 -x4358 -x4359 -x4360 -x4361 -x4362 -x4363 -x4364 -x4365 -x4366 -x4367
3574.28/3585.89	v -x4368 -x4369 -x4370 -x4371 -x4372 -x4373 -x4374 -x4375 -x4376 -x4377 -x4378 -x4379 -x4380 -x4381 -x4382 -x4383 -x4384 -x4385 -x4386
3574.28/3585.89	v -x4387 -x4388 -x4389 -x4390 -x4391 -x4392 -x4393 -x4394 -x4395 -x4396 -x4397 -x4398 -x4399 -x4400 -x4401 -x4402 -x4403 -x4404 -x4405
3574.28/3585.89	v -x4406 -x4407 -x4408 -x4409 -x4410 -x4411 -x4412 -x4413 -x4414 -x4415 -x4416 -x4417 -x4418 -x4419 -x4420 -x4421 -x4422 -x4423 -x4424
3574.28/3585.89	v -x4425 -x4426 -x4427 -x4428 -x4429 -x4430 -x4431 -x4432 -x4433 x4434 -x4435 -x4436 x4437 -x4438 -x4439 -x4440 -x4441 -x4442 -x4443
3574.28/3585.89	v -x4444 -x4445 -x4446 -x4447 -x4448 -x4449 -x4450 -x4451 x4452 -x4453 x4454 -x4455 x4456 x4457 -x4458 -x4459 -x4460 -x4461 -x4462
3574.28/3585.89	v -x4463 -x4464 -x4465 -x4466 -x4467 -x4468 -x4469 -x4470 -x4471 -x4472 -x4473 -x4474 -x4475 -x4476 -x4477 -x4478 -x4479 -x4480 -x4481
3574.28/3585.89	v -x4482 -x4483 -x4484 -x4485 -x4486 -x4487 -x4488 -x4489 -x4490 -x4491 -x4492 -x4493 -x4494 -x4495 -x4496 -x4497 -x4498 -x4499 -x4520
3574.28/3585.89	v -x4521 -x4522 -x4523 -x4524 -x4525 -x4526 -x4527 -x4528 -x4529 -x4530 -x4531 -x4532 -x4533 -x4534 -x4535 -x4536 -x4537 -x4538 -x4539
3574.28/3585.89	v -x4540 -x4541 -x4542 -x4543 -x4544 -x4545 -x4546 -x4547 -x4548 -x4549 -x4550 -x4551 -x4552 -x4553 -x4554 -x4555 -x4556 -x4557 -x4558
3574.28/3585.89	v -x4559 -x4560 -x4561 -x4562 -x4563 -x4564 -x4565 -x4566 -x4567 -x4568 -x4569 -x4570 -x4571 -x4572 -x4573 -x4574 -x4575 -x4576 -x4577
3574.28/3585.89	v -x4578 -x4579 -x4580 -x4581 -x4582 -x4583 -x4584 -x4585 -x4586 -x4587 -x4588 -x4589 -x4590 -x4591 -x4592 -x4593 -x4594 -x4595 -x4596
3574.28/3585.89	v -x4597 -x4598 -x4599 -x4600 -x4601 -x4602 -x4603 -x4604 -x4605 -x4606 -x4607 -x4608 -x4609 -x4610 -x4611 -x4612 -x4613 -x4614 -x4615
3574.28/3585.89	v -x4616 -x4617 -x4618 -x4619 -x4620 -x4621 -x4622 -x4623 -x4624 -x4625 -x4626 -x4627 -x4628 -x4629 -x4630 -x4631 -x4632 -x4633 -x4634
3574.28/3585.89	v -x4635 -x4636 -x4637 -x4638 -x4639 -x4640 -x4641 -x4642 -x4643 -x4644 -x4645 -x4646 -x4647 -x4648 -x4649 -x4650 -x4651 -x4652 -x4653
3574.28/3585.89	v -x4654 -x4655 -x4656 -x4657 -x4658 -x4659 -x4660 -x4661 -x4662 -x4663 -x4664 -x4665 -x4666 -x4667 -x4668 -x4669 -x4670 -x4671 -x4672
3574.28/3585.89	v -x4673 -x4674 -x4675 -x4676 -x4677 -x4678 -x4679 -x4680 -x4681 -x4682 -x4683 -x4684 -x4685 -x4686 -x4687 -x4688 -x4689 -x4690 x4691
3574.28/3585.89	v -x4692 x4693 -x4694 -x4695 -x4696 x4697 -x4698 -x4699 -x4700 -x4701 -x4702 -x4703 -x4704 -x4705 -x4706 -x4707 -x4708 -x4709 -x4710
3574.28/3585.89	v -x4711 -x4712 -x4713 -x4714 -x4715 -x4716 -x4717 -x4718 -x4719 -x4740 -x4741 -x4742 -x4743 -x4744 -x4745 -x4746 -x4747 -x4748 -x4749
3574.28/3585.89	v -x4750 -x4751 -x4752 -x4753 -x4754 -x4755 -x4756 -x4757 -x4758 -x4759 -x4760 -x4761 -x4762 -x4763 -x4764 -x4765 -x4766 -x4767 -x4768
3574.28/3585.89	v -x4769 -x4770 -x4771 -x4772 -x4773 -x4774 -x4775 -x4776 -x4777 -x4778 -x4779 -x4780 -x4781 -x4782 -x4783 -x4784 -x4785 -x4786 -x4787
3574.28/3585.89	v -x4788 -x4789 -x4790 -x4791 -x4792 -x4793 -x4794 -x4795 -x4796 -x4797 -x4798 -x4799 -x4800 -x4801 -x4802 -x4803 -x4804 -x4805 -x4806
3574.28/3585.89	v -x4807 -x4808 -x4809 -x4810 -x4811 -x4812 -x4813 -x4814 -x4815 -x4816 -x4817 -x4818 -x4819 -x4820 -x4821 -x4822 -x4823 -x4824 -x4825
3574.28/3585.89	v -x4826 -x4827 -x4828 -x4829 -x4830 -x4831 -x4832 -x4833 -x4834 -x4835 -x4836 -x4837 -x4838 -x4839 -x4840 -x4841 -x4842 -x4843 -x4844
3574.28/3585.89	v -x4845 -x4846 -x4847 -x4848 -x4849 -x4850 -x4851 -x4852 -x4853 -x4854 -x4855 -x4856 -x4857 -x4858 -x4859 -x4860 -x4861 -x4862 -x4863
3574.28/3585.89	v -x4864 -x4865 -x4866 -x4867 -x4868 -x4869 -x4870 -x4871 -x4872 -x4873 -x4874 -x4875 -x4876 -x4877 -x4878 -x4879 -x4880 -x4881 -x4882
3574.28/3585.89	v -x4883 -x4884 -x4885 -x4886 -x4887 -x4888 -x4889 -x4890 x4891 -x4892 -x4893 -x4894 x4895 -x4896 x4897 -x4898 -x4899 -x4900 -x4901
3574.28/3585.89	v -x4902 -x4903 -x4904 -x4905 -x4906 -x4907 -x4908 -x4909 -x4910 -x4911 -x4912 -x4913 -x4914 -x4915 -x4916 -x4917 -x4918 -x4919 -x4920
3574.28/3585.89	v -x4921 -x4922 -x4923 -x4924 -x4925 -x4926 -x4927 -x4928 -x4929 -x4930 -x4931 -x4932 -x4933 -x4934 -x4935 -x4936 -x4937 -x4938 -x4939
3574.28/3585.89	v -x4960 -x4961 -x4962 -x4963 -x4964 -x4965 -x4966 -x4967 -x4968 -x4969 -x4970 -x4971 -x4972 -x4973 -x4974 -x4975 -x4976 -x4977 -x4978
3574.28/3585.89	v -x4979 -x4980 -x4981 -x4982 -x4983 -x4984 -x4985 -x4986 -x4987 -x4988 -x4989 -x4990 -x4991 -x4992 -x4993 -x4994 -x4995 -x4996 -x4997
3574.28/3585.89	v -x4998 -x4999 -x5000 -x5001 -x5002 -x5003 -x5004 -x5005 -x5006 -x5007 -x5008 -x5009 -x5010 -x5011 -x5012 -x5013 -x5014 -x5015 -x5016
3574.28/3585.89	v -x5017 -x5018 -x5019 -x5020 -x5021 -x5022 -x5023 -x5024 -x5025 -x5026 -x5027 -x5028 -x5029 -x5030 -x5031 -x5032 -x5033 -x5034 -x5035
3574.28/3585.89	v -x5036 -x5037 -x5038 -x5039 -x5040 -x5041 -x5042 -x5043 -x5044 -x5045 -x5046 -x5047 -x5048 -x5049 -x5050 -x5051 -x5052 -x5053 -x5054
3574.28/3585.89	v -x5055 -x5056 -x5057 -x5058 -x5059 -x5060 -x5061 -x5062 -x5063 -x5064 -x5065 -x5066 -x5067 -x5068 -x5069 -x5070 -x5071 -x5072 -x5073
3574.28/3585.89	v -x5074 -x5075 -x5076 -x5077 -x5078 -x5079 -x5080 -x5081 -x5082 -x5083 -x5084 -x5085 -x5086 -x5087 -x5088 -x5089 x5090 -x5091 x5092
3574.28/3585.89	v -x5093 -x5094 -x5095 x5096 x5097 -x5098 -x5099 -x5100 -x5101 -x5102 -x5103 -x5104 -x5105 -x5106 -x5107 -x5108 -x5109 -x5110 -x5111
3574.28/3585.89	v -x5112 -x5113 -x5114 -x5115 -x5116 -x5117 -x5118 -x5119 -x5120 -x5121 -x5122 -x5123 -x5124 -x5125 -x5126 -x5127 -x5128 -x5129 -x5130
3574.28/3585.89	v -x5131 -x5132 -x5133 -x5134 -x5135 -x5136 -x5137 -x5138 -x5139 -x5140 -x5141 -x5142 -x5143 -x5144 -x5145 -x5146 -x5147 -x5148 -x5149
3574.28/3585.89	v -x5150 -x5151 -x5152 -x5153 -x5154 -x5155 -x5156 -x5157 -x5158 -x5159 -x5180 -x5181 -x5182 -x5183 -x5184 -x5185 -x5186 -x5187 -x5188
3574.28/3585.89	v -x5189 x5190 x5191 x5192 x5193 -x5194 -x5195 -x5196 -x5197 -x5198 -x5199 -x5200 -x5201 -x5202 -x5203 -x5204 -x5205 -x5206 -x5207
3574.28/3585.89	v -x5208 -x5209 -x5210 -x5211 -x5212 -x5213 -x5214 -x5215 -x5216 -x5217 -x5218 -x5219 -x5220 -x5221 -x5222 -x5223 -x5224 -x5225 -x5226
3574.28/3585.89	v -x5227 -x5228 -x5229 -x5230 -x5231 -x5232 -x5233 -x5234 -x5235 -x5236 -x5237 -x5238 -x5239 -x5240 -x5241 -x5242 -x5243 -x5244 -x5245
3574.28/3585.89	v -x5246 -x5247 -x5248 -x5249 -x5250 -x5251 -x5252 -x5253 -x5254 -x5255 -x5256 -x5257 -x5258 -x5259 -x5260 -x5261 -x5262 -x5263 -x5264
3574.28/3585.89	v -x5265 -x5266 -x5267 -x5268 -x5269 -x5270 -x5271 -x5272 -x5273 -x5274 -x5275 -x5276 -x5277 -x5278 -x5279 -x5280 -x5281 -x5282 -x5283
3574.28/3585.89	v -x5284 -x5285 -x5286 -x5287 -x5288 -x5289 x5290 -x5291 -x5292 -x5293 x5294 -x5295 x5296 -x5297 x5298 -x5299 -x5300 -x5301 -x5302
3574.28/3585.89	v -x5303 -x5304 -x5305 -x5306 -x5307 -x5308 -x5309 -x5310 -x5311 -x5312 -x5313 -x5314 -x5315 -x5316 -x5317 -x5318 -x5319 -x5320 -x5321
3574.28/3585.89	v -x5322 -x5323 -x5324 -x5325 -x5326 -x5327 -x5328 -x5329 -x5330 -x5331 -x5332 -x5333 -x5334 -x5335 -x5336 -x5337 -x5338 -x5339 -x5340
3574.28/3585.89	v -x5341 -x5342 -x5343 -x5344 -x5345 -x5346 -x5347 -x5348 -x5349 -x5350 -x5351 -x5352 -x5353 -x5354 -x5355 -x5356 -x5357 -x5358 -x5359
3574.28/3585.89	v -x5360 -x5361 -x5362 -x5363 -x5364 -x5365 -x5366 -x5367 -x5368 -x5369 -x5370 x5371 x5372 x5373 x5374 -x5375 -x5376 -x5377 -x5378
3574.28/3585.89	v -x5379 -x3060 -x3061 -x3062 -x3063 -x3064 -x3065 -x3066 -x3067 -x3068 -x3069 -x3070 -x3071 -x3072 -x3073 -x3074 -x3075 -x3076 -x3077
3574.28/3585.89	v -x3078 -x3079 -x3080 -x3081 -x3082 -x3083 -x3084 -x3085 -x3086 -x3087 -x3088 -x3089 -x3090 -x3091 -x3092 -x3093 -x3094 -x3095 -x3096
3574.28/3585.89	v -x3097 -x3098 -x3099 -x3100 -x3101 -x3102 -x3103 -x3104 -x3105 -x3106 -x3107 -x3108 -x3109 -x3110 -x3111 -x3112 -x3113 -x3114 -x3115
3574.28/3585.89	v -x3116 -x3117 -x3118 -x3119 -x3120 -x3121 -x3122 -x3123 -x3124 -x3125 -x3126 -x3127 -x3128 -x3129 -x3130 -x3131 -x3132 -x3133 -x3134
3574.28/3585.89	v -x3135 -x3136 -x3137 -x3138 -x3139 -x3140 -x3141 -x3142 -x3143 -x3144 -x3145 -x3146 -x3147 -x3148 -x3149 -x3150 x3151 x3152 x3153
3574.28/3585.89	v -x3154 x3155 x3156 x3157 -x3158 -x3159 -x3160 -x3161 -x3162 -x3163 -x3164 -x3165 -x3166 -x3167 -x3168 -x3169 -x3170 -x3171 -x3172
3574.28/3585.89	v -x3173 -x3174 -x3175 -x3176 -x3177 -x3178 -x3179 -x3180 -x3181 -x3182 -x3183 -x3184 -x3185 -x3186 -x3187 -x3188 -x3189 -x3190 -x3191
3574.28/3585.89	v -x3192 -x3193 -x3194 -x3195 -x3196 -x3197 -x3198 -x3199 -x3200 -x3201 -x3202 -x3203 -x3204 -x3205 -x3206 -x3207 -x3208 -x3209 -x3210
3574.28/3585.89	v -x3211 -x3212 -x3213 -x3214 -x3215 -x3216 -x3217 -x3218 -x3219 -x3220 -x3221 -x3222 -x3223 -x3224 -x3225 -x3226 -x3227 -x3228 -x3229
3574.28/3585.89	v -x3230 x3231 -x3232 x3233 -x3234 -x3235 -x3236 -x3237 -x3238 -x3239 -x3240 -x3241 -x3242 -x3243 -x3244 -x3245 -x3246 -x3247 -x3248
3574.28/3585.89	v -x3249 -x3250 -x3251 -x3252 -x3253 -x3254 -x3255 -x3256 -x3257 -x3258 -x3259 -x3280 -x3281 -x3282 -x3283 -x3284 -x3285 -x3286 -x3287
3574.28/3585.89	v -x3288 -x3289 -x3290 -x3291 -x3292 -x3293 -x3294 -x3295 -x3296 -x3297 -x3298 -x3299 -x3300 -x3301 -x3302 -x3303 -x3304 -x3305 -x3306
3574.28/3585.89	v -x3307 -x3308 -x3309 -x3310 -x3311 -x3312 -x3313 -x3314 -x3315 -x3316 -x3317 -x3318 -x3319 -x3320 -x3321 -x3322 -x3323 -x3324 -x3325
3574.28/3585.89	v -x3326 -x3327 -x3328 -x3329 -x3330 -x3331 -x3332 -x3333 -x3334 -x3335 -x3336 -x3337 -x3338 -x3339 -x3340 -x3341 -x3342 -x3343 -x3344
3574.28/3585.89	v -x3345 -x3346 -x3347 -x3348 -x3349 x3350 x3351 x3352 x3353 x3354 -x3355 x3356 -x3357 -x3358 -x3359 -x3360 -x3361 -x3362 -x3363 -x3364
3574.28/3585.89	v -x3365 -x3366 -x3367 -x3368 -x3369 -x3370 -x3371 -x3372 -x3373 -x3374 -x3375 -x3376 -x3377 -x3378 -x3379 -x3380 -x3381 -x3382 -x3383
3574.28/3585.89	v -x3384 -x3385 -x3386 -x3387 -x3388 -x3389 -x3390 -x3391 -x3392 -x3393 -x3394 -x3395 -x3396 -x3397 -x3398 -x3399 -x3400 -x3401 -x3402
3574.28/3585.89	v -x3403 -x3404 -x3405 -x3406 -x3407 -x3408 -x3409 -x3410 -x3411 -x3412 -x3413 -x3414 -x3415 -x3416 -x3417 -x3418 -x3419 -x3420 -x3421
3574.28/3585.89	v -x3422 -x3423 -x3424 -x3425 -x3426 -x3427 -x3428 -x3429 -x3430 -x3431 -x3432 -x3433 -x3434 -x3435 -x3436 -x3437 -x3438 -x3439 -x3440
3574.28/3585.89	v -x3441 -x3442 -x3443 -x3444 -x3445 -x3446 -x3447 -x3448 -x3449 -x3450 -x3451 -x3452 -x3453 -x3454 -x3455 -x3456 -x3457 -x3458 -x3459
3574.28/3585.89	v -x28 -x29 -x5434 -x5435 -x30 -x31 -x5436 -x5437 -x252 -x253 -x5658 -x5659 -x366 -x367 -x5772 -x5773 -x388 -x389 -x5794 -x5795 -x410
3574.28/3585.89	v -x411 -x5816 -x5817 -x432 -x433 -x5838 -x5839 -x454 -x455 x5860 -x5861 -x476 -x477 x5882 -x5883 -x498 -x499 -x5904 -x5905 -x32 -x33
3574.28/3585.89	v -x5438 -x5439 -x54 -x55 -x5460 -x5461 -x76 -x77 -x5482 -x5483 -x98 -x99 -x5504 -x5505 -x120 -x121 -x5526 -x5527 -x142 -x143 -x5548
3574.28/3585.89	v -x5549 -x164 -x165 -x5570 -x5571 -x186 -x187 -x5592 -x5593 -x208 -x209 -x5614 -x5615 -x230 -x231 -x5636 -x5637 -x254 -x255 -x5660
3574.28/3585.89	v -x5661 x276 -x277 -x5682 -x5683 -x298 -x299 -x5704 -x5705 -x320 -x321 -x5726 -x5727 -x342 -x343 -x5748 -x5749 x356 -x357 -x5762
3574.28/3585.89	v -x5763 -x358 -x359 -x5764 -x5765 -x360 -x361 -x5766 -x5767 -x362 -x363 -x5768 -x5769 -x364 -x365 -x5770 -x5771 -x368 -x369 -x5774
3574.28/3585.89	v -x5775 -x370 -x371 -x5776 -x5777 -x372 -x373 -x5778 -x5779 -x374 -x375 -x5780 -x5781 -x376 -x377 -x5782 -x5783 -x378 -x379 -x5784
3574.28/3585.89	v -x5785 -x380 -x381 -x5786 -x5787 -x382 -x383 x5788 -x5789 x384 -x385 -x5790 -x5791 -x386 -x387 -x5792 -x5793 -x390 -x391 -x5796
3574.28/3585.89	v -x5797 -x392 -x393 -x5798 -x5799 -x394 -x395 -x5800 -x5801 -x396 -x397 -x5802 -x5803 -x398 -x399 -x5804 -x5805 -x400 -x401 -x5806
3574.28/3585.89	v -x5807 x402 -x403 -x5808 -x5809 -x404 -x405 -x5810 -x5811 -x406 -x407 -x5812 -x5813 -x408 -x409 -x5814 -x5815 -x412 -x413 -x5818
3574.28/3585.89	v -x5819 -x414 -x415 -x5820 -x5821 -x416 -x417 -x5822 -x5823 -x418 -x419 x5824 -x5825 -x420 -x421 -x5826 -x5827 -x422 -x423 -x5828
3574.28/3585.89	v -x5829 -x424 -x425 -x5830 -x5831 -x426 -x427 x5832 -x5833 -x428 -x429 -x5834 -x5835 -x430 -x431 -x5836 -x5837 -x434 -x435 -x5840
3574.28/3585.89	v -x5841 -x436 -x437 x5842 -x5843 -x438 -x439 -x5844 -x5845 -x440 -x441 -x5846 -x5847 -x442 -x443 -x5848 -x5849 -x444 -x445 -x5850
3574.28/3585.89	v -x5851 -x446 -x447 -x5852 -x5853 -x448 -x449 -x5854 -x5855 -x450 -x451 -x5856 -x5857 -x452 -x453 -x5858 -x5859 -x456 -x457 -x5862
3574.28/3585.89	v -x5863 -x458 -x459 -x5864 -x5865 -x460 -x461 -x5866 -x5867 -x462 -x463 x5868 -x5869 -x464 -x465 -x5870 -x5871 -x466 -x467 -x5872
3574.28/3585.89	v -x5873 -x468 -x469 -x5874 -x5875 -x470 -x471 -x5876 -x5877 -x472 -x473 -x5878 -x5879 -x474 -x475 -x5880 -x5881 -x478 -x479 -x5884
3574.28/3585.89	v -x5885 -x480 -x481 -x5886 -x5887 x482 -x483 -x5888 -x5889 -x484 -x485 -x5890 -x5891 -x486 -x487 -x5892 -x5893 -x488 -x489 -x5894
3574.28/3585.89	v -x5895 -x490 -x491 -x5896 -x5897 x492 -x493 -x5898 -x5899 x494 -x495 -x5900 -x5901 x496 -x497 -x5902 -x5903 -x500 -x501 -x5906 -x5907
3574.28/3585.89	v -x502 -x503 -x5908 -x5909 -x504 -x505 -x5910 -x5911 -x506 -x507 -x5912 -x5913 -x508 -x509 -x5914 -x5915 -x510 -x511 -x5916 -x5917
3574.28/3585.89	v x512 -x513 -x5918 -x5919 -x514 -x515 -x5920 -x5921 -x516 -x517 -x5922 -x5923 x518 -x519 -x5924 -x5925 -x34 -x35 -x5440 -x5441 -x36
3574.28/3585.89	v -x37 -x5442 -x5443 -x38 -x39 -x5444 -x5445 -x40 -x41 -x5446 -x5447 -x42 -x43 x5448 -x5449 -x44 -x45 -x5450 -x5451 -x46 -x47 -x5452
3574.28/3585.89	v -x5453 -x48 -x49 -x5454 -x5455 -x50 -x51 x5456 -x5457 -x52 -x53 -x5458 -x5459 -x56 -x57 -x5462 -x5463 -x58 -x59 -x5464 -x5465 -x60
3574.28/3585.89	v -x61 x5466 -x5467 -x62 -x63 -x5468 -x5469 -x64 -x65 -x5470 -x5471 -x66 -x67 -x5472 -x5473 -x68 -x69 x5474 -x5475 -x70 -x71 -x5476
3574.28/3585.89	v -x5477 -x72 -x73 -x5478 -x5479 -x74 -x75 -x5480 -x5481 -x78 -x79 -x5484 -x5485 x80 -x81 -x5486 -x5487 -x82 -x83 -x5488 -x5489 -x84
3574.28/3585.89	v -x85 -x5490 -x5491 -x86 -x87 -x5492 -x5493 -x88 -x89 x5494 -x5495 -x90 -x91 -x5496 -x5497 -x92 -x93 -x5498 -x5499 x94 -x95 -x5500
3574.28/3585.89	v -x5501 -x96 -x97 -x5502 -x5503 -x100 -x101 -x5506 -x5507 -x102 -x103 -x5508 -x5509 -x104 -x105 -x5510 -x5511 -x106 -x107 -x5512
3574.28/3585.89	v -x5513 -x108 -x109 -x5514 -x5515 -x110 -x111 -x5516 -x5517 -x112 -x113 -x5518 -x5519 -x114 -x115 x5520 -x5521 -x116 -x117 -x5522
3574.28/3585.89	v -x5523 -x118 -x119 -x5524 -x5525 -x122 -x123 -x5528 -x5529 -x124 -x125 -x5530 -x5531 -x126 -x127 -x5532 -x5533 -x128 -x129 -x5534
3574.28/3585.89	v -x5535 -x130 -x131 -x5536 -x5537 -x132 -x133 -x5538 -x5539 -x134 -x135 -x5540 -x5541 -x136 -x137 -x5542 -x5543 x138 -x139 -x5544
3574.28/3585.89	v -x5545 -x140 -x141 -x5546 -x5547 x144 -x145 -x5550 -x5551 -x146 -x147 -x5552 -x5553 -x148 -x149 -x5554 -x5555 -x150 -x151 -x5556
3574.28/3585.89	v -x5557 -x152 -x153 -x5558 -x5559 -x154 -x155 -x5560 -x5561 x156 -x157 -x5562 -x5563 -x158 -x159 -x5564 -x5565 -x160 -x161 -x5566
3574.28/3585.89	v -x5567 -x162 -x163 -x5568 -x5569 -x166 -x167 x5572 -x5573 -x168 -x169 -x5574 -x5575 -x170 -x171 -x5576 -x5577 -x172 -x173 -x5578
3574.28/3585.89	v -x5579 -x174 -x175 -x5580 -x5581 -x176 -x177 -x5582 -x5583 x178 -x179 -x5584 -x5585 -x180 -x181 -x5586 -x5587 x182 -x183 -x5588
3574.28/3585.89	v -x5589 -x184 -x185 -x5590 -x5591 -x188 -x189 -x5594 -x5595 -x190 -x191 -x5596 -x5597 -x192 -x193 -x5598 -x5599 -x194 -x195 x5600
3574.28/3585.89	v -x5601 -x196 -x197 -x5602 -x5603 -x198 -x199 -x5604 -x5605 x200 -x201 -x5606 -x5607 -x202 -x203 -x5608 -x5609 -x204 -x205 -x5610
3574.28/3585.89	v -x5611 x206 -x207 -x5612 -x5613 x210 -x211 -x5616 -x5617 -x212 -x213 -x5618 -x5619 -x214 -x215 -x5620 -x5621 -x216 -x217 -x5622
3574.28/3585.89	v -x5623 -x218 -x219 -x5624 -x5625 -x220 -x221 x5626 -x5627 -x222 -x223 x5628 -x5629 -x224 -x225 -x5630 -x5631 -x226 -x227 -x5632
3574.28/3585.89	v -x5633 x228 -x229 -x5634 -x5635 -x232 -x233 -x5638 -x5639 -x234 -x235 x5640 -x5641 -x236 -x237 -x5642 -x5643 -x238 -x239 -x5644
3574.28/3585.89	v -x5645 -x240 -x241 -x5646 -x5647 -x242 -x243 x5648 -x5649 -x244 -x245 -x5650 -x5651 x246 -x247 -x5652 -x5653 -x248 -x249 -x5654
3574.28/3585.89	v -x5655 -x250 -x251 -x5656 -x5657 -x256 -x257 x5662 -x5663 -x258 -x259 -x5664 -x5665 -x260 -x261 -x5666 -x5667 -x262 -x263 -x5668
3574.28/3585.89	v -x5669 -x264 -x265 x5670 -x5671 -x266 -x267 -x5672 -x5673 x268 -x269 -x5674 -x5675 -x270 -x271 -x5676 -x5677 -x272 -x273 -x5678
3574.28/3585.89	v -x5679 -x274 -x275 -x5680 -x5681 -x278 -x279 x5684 -x5685 -x280 -x281 -x5686 -x5687 -x282 -x283 x5688 -x5689 -x284 -x285 -x5690
3574.28/3585.89	v -x5691 -x286 -x287 -x5692 -x5693 -x288 -x289 x5694 -x5695 -x290 -x291 -x5696 -x5697 -x292 -x293 -x5698 -x5699 -x294 -x295 -x5700
3574.28/3585.89	v -x5701 x296 -x297 -x5702 -x5703 -x300 -x301 -x5706 -x5707 x302 -x303 -x5708 -x5709 -x304 -x305 -x5710 -x5711 -x306 -x307 -x5712
3574.28/3585.89	v -x5713 -x310 -x311 x5716 -x5717 -x312 -x313 -x5718 -x5719 x314 -x315 -x5720 -x5721 -x316 -x317 -x5722 -x5723 -x318 -x319 -x5724
3574.28/3585.89	v -x5725 -x322 -x323 x5728 -x5729 -x324 -x325 -x5730 -x5731 -x326 -x327 -x5732 -x5733 -x328 -x329 -x5734 -x5735 -x330 -x331 -x5736
3574.28/3585.89	v -x5737 -x332 -x333 -x5738 -x5739 -x334 -x335 -x5740 -x5741 -x336 -x337 x5742 -x5743 -x338 -x339 -x5744 -x5745 -x340 -x341 -x5746
3574.28/3585.89	v -x5747 -x344 -x345 -x5750 -x5751 -x346 -x347 -x5752 -x5753 -x348 -x349 -x5754 -x5755 -x350 -x351 -x5756 -x5757 -x352 -x353 -x5758
3574.28/3585.89	v -x5759 -x354 -x355 -x5760 -x5761 -x308 x309 x5714 -x5715 -x5926 -x5927 -x5928 -x5929 -x5930 -x5931 -x5932 -x5933 -x5934 -x5935 -x5936
3574.28/3585.89	v -x5937 x5938 -x5939 -x5940 -x7126 -x7127 -x7128 -x7129 -x7130 -x7131 -x7132 -x7133 -x7134 -x7135 -x7136 -x7137 x7138 -x7139 -x7140
3574.28/3585.89	v -x5941 -x5942 -x5943 -x5944 -x5945 -x5946 -x5947 -x5948 -x5949 -x5950 -x5951 -x5952 -x5953 -x5954 -x5955 -x6106 -x6107 -x6108 -x6109
3574.28/3585.89	v -x6110 -x6111 -x6112 -x6113 -x6114 -x6115 -x6116 -x6117 -x6118 -x6119 -x6120 -x6271 -x6272 -x6273 -x6274 -x6275 -x6276 -x6277 -x6278
3574.28/3585.89	v -x6279 -x6280 x6281 -x6282 -x6283 -x6284 -x6285 -x7141 -x7142 -x7143 -x7144 -x7145 -x7146 -x7147 -x7148 -x7149 -x7150 x7151 -x7152
3574.28/3585.89	v -x7153 -x7154 -x7155 -x6436 -x6437 -x6438 -x6439 -x6440 -x6441 -x6442 -x6443 -x6444 -x6445 x6446 x6447 -x6448 -x6449 -x6450 -x7156
3574.28/3585.89	v -x7157 -x7158 -x7159 -x7160 -x7161 -x7162 -x7163 -x7164 -x7165 x7166 x7167 -x7168 -x7169 -x7170 -x6601 -x6602 -x6603 -x6604 -x6605
3574.28/3585.89	v -x6606 -x6607 -x6608 -x6609 -x6610 -x6611 -x6612 -x6613 -x6614 -x6615 -x7171 -x7172 -x7173 -x7174 -x7175 -x7176 -x7177 -x7178 -x7179
3574.28/3585.89	v -x7180 x7181 -x7182 x7183 -x7184 -x7185 -x6766 -x6767 -x6768 -x6769 -x6770 -x6771 -x6772 -x6773 -x6774 -x6775 x6776 -x6777 -x6778
3574.28/3585.89	v -x6779 -x6780 -x6931 -x6932 -x6933 -x6934 -x6935 -x6936 -x6937 -x6938 -x6939 -x6940 x6941 x6942 -x6943 -x6944 -x6945 -x7096 -x7097
3574.28/3585.89	v -x7098 -x7099 -x7100 -x7101 -x7102 -x7103 -x7104 -x7105 x7106 x7107 -x7108 -x7109 -x7110 -x7111 -x7112 -x7113 -x7114 -x7115 -x7116
3574.28/3585.89	v -x7117 -x7118 -x7119 -x7120 -x7121 -x7122 -x7123 -x7124 -x7125 -x5956 -x5957 -x5958 -x5959 -x5960 -x5961 -x5962 -x5963 -x5964 -x5965
3574.28/3585.89	v x5966 -x5967 -x5968 -x5969 -x5970 -x5971 -x5972 -x5973 -x5974 -x5975 -x5976 -x5977 -x5978 -x5979 -x5980 x5981 x5982 -x5983 -x5984
3574.28/3585.89	v -x5985 -x5986 -x5987 -x5988 -x5989 -x5990 -x5991 -x5992 -x5993 -x5994 -x5995 -x5996 -x5997 -x5998 -x5999 -x6000 -x6001 -x6002 -x6003
3574.28/3585.89	v -x6004 -x6005 -x6006 -x6007 -x6008 -x6009 -x6010 x6011 -x6012 -x6013 -x6014 -x6015 -x6016 -x6017 -x6018 -x6019 -x6020 -x6021 -x6022
3574.28/3585.89	v -x6023 -x6024 -x6025 -x6026 -x6027 x6028 -x6029 -x6030 -x6031 -x6032 -x6033 -x6034 -x6035 -x6036 -x6037 -x6038 -x6039 -x6040 -x6041
3574.28/3585.89	v x6042 -x6043 -x6044 -x6045 -x6046 -x6047 -x6048 -x6049 -x6050 -x6051 -x6052 -x6053 -x6054 -x6055 -x6056 -x6057 -x6058 -x6059 -x6060
3574.28/3585.89	v -x6061 -x6062 -x6063 -x6064 -x6065 -x6066 -x6067 -x6068 -x6069 -x6070 x6071 -x6072 -x6073 -x6074 -x6075 -x6076 -x6077 -x6078 -x6079
3574.28/3585.89	v -x6080 -x6081 -x6082 -x6083 -x6084 -x6085 x6086 x6087 -x6088 -x6089 -x6090 -x6091 -x6092 -x6093 -x6094 -x6095 -x6096 -x6097 -x6098
3574.28/3585.89	v -x6099 -x6100 -x6101 -x6102 -x6103 -x6104 -x6105 -x6121 -x6122 -x6123 -x6124 -x6125 -x6126 -x6127 -x6128 -x6129 -x6130 x6131 -x6132
3574.28/3585.89	v -x6133 -x6134 -x6135 -x6136 -x6137 -x6138 -x6139 -x6140 -x6141 -x6142 -x6143 -x6144 -x6145 -x6146 -x6147 x6148 -x6149 -x6150 -x6151
3574.28/3585.89	v -x6152 -x6153 -x6154 -x6155 -x6156 -x6157 -x6158 -x6159 -x6160 x6161 -x6162 -x6163 -x6164 -x6165 -x6166 -x6167 -x6168 -x6169 -x6170
3574.28/3585.89	v -x6171 -x6172 -x6173 -x6174 -x6175 -x6176 -x6177 -x6178 -x6179 -x6180 -x6181 -x6182 -x6183 -x6184 -x6185 -x6186 -x6187 -x6188 -x6189
3574.28/3585.89	v -x6190 x6191 -x6192 -x6193 -x6194 -x6195 -x6196 -x6197 -x6198 -x6199 -x6200 -x6201 -x6202 -x6203 -x6204 -x6205 -x6206 -x6207 -x6208
3574.28/3585.89	v -x6209 -x6210 -x6211 -x6212 -x6213 -x6214 -x6215 -x6216 -x6217 -x6218 -x6219 -x6220 -x6221 -x6222 -x6223 -x6224 -x6225 -x6226 -x6227
3574.28/3585.89	v -x6228 -x6229 -x6230 -x6231 -x6232 -x6233 -x6234 -x6235 -x6236 -x6237 -x6238 -x6239 -x6240 -x6241 -x6242 -x6243 -x6244 -x6245 -x6246
3574.28/3585.89	v -x6247 -x6248 -x6249 -x6250 -x6251 -x6252 x6253 -x6254 -x6255 -x6256 -x6257 -x6258 -x6259 -x6260 -x6261 -x6262 -x6263 -x6264 -x6265
3574.28/3585.89	v -x6266 -x6267 x6268 -x6269 -x6270 -x6286 -x6287 -x6288 -x6289 -x6290 -x6291 -x6292 -x6293 -x6294 -x6295 x6296 -x6297 -x6298 -x6299
3574.28/3585.89	v -x6300 -x6301 -x6302 -x6303 -x6304 -x6305 -x6306 -x6307 -x6308 -x6309 -x6310 -x6311 -x6312 -x6313 -x6314 -x6315 -x6316 -x6317 -x6318
3574.28/3585.89	v -x6319 -x6320 -x6321 -x6322 -x6323 -x6324 -x6325 x6326 -x6327 -x6328 -x6329 -x6330 -x6331 -x6332 -x6333 -x6334 -x6335 -x6336 -x6337
3574.28/3585.89	v -x6338 -x6339 -x6340 x6341 -x6342 -x6343 -x6344 -x6345 -x6346 -x6347 -x6348 -x6349 -x6350 -x6351 -x6352 -x6353 -x6354 -x6355 -x6356
3574.28/3585.89	v -x6357 -x6358 -x6359 -x6360 -x6361 -x6362 -x6363 -x6364 -x6365 -x6366 -x6367 -x6368 -x6369 -x6370 x6371 -x6372 x6373 -x6374 -x6375
3574.28/3585.89	v -x6376 -x6377 -x6378 -x6379 -x6380 -x6381 -x6382 -x6383 -x6384 -x6385 -x6386 x6387 -x6388 -x6389 -x6390 -x6391 -x6392 -x6393 -x6394
3574.28/3585.89	v -x6395 -x6396 -x6397 -x6398 -x6399 -x6400 -x6401 -x6402 -x6403 -x6404 -x6405 -x6406 -x6407 -x6408 -x6409 -x6410 -x6411 -x6412 -x6413
3574.28/3585.89	v -x6414 -x6415 -x6416 -x6417 -x6418 -x6419 -x6420 -x6421 -x6422 -x6423 -x6424 -x6425 -x6426 -x6427 -x6428 -x6429 -x6430 -x6431 x6432
3574.28/3585.89	v -x6433 -x6434 -x6435 -x6451 -x6452 -x6453 -x6454 -x6455 -x6456 -x6457 -x6458 -x6459 -x6460 x6461 -x6462 -x6463 -x6464 -x6465 -x6466
3574.28/3585.89	v -x6467 -x6468 -x6469 -x6470 -x6471 -x6472 -x6473 -x6474 -x6475 -x6476 -x6477 -x6478 -x6479 -x6480 -x6481 -x6482 -x6483 -x6484 -x6485
3574.28/3585.89	v -x6486 -x6487 -x6488 -x6489 -x6490 x6491 -x6492 x6493 -x6494 -x6495 -x6496 -x6497 -x6498 -x6499 -x6500 -x6501 -x6502 -x6503 -x6504
3574.28/3585.89	v -x6505 -x6506 -x6507 -x6508 -x6509 -x6510 -x6511 -x6512 -x6513 -x6514 -x6515 -x6516 -x6517 -x6518 -x6519 -x6520 -x6521 -x6522 -x6523
3574.28/3585.89	v -x6524 -x6525 -x6526 -x6527 -x6528 -x6529 -x6530 -x6531 -x6532 -x6533 -x6534 -x6535 -x6536 -x6537 -x6538 -x6539 -x6540 -x6541 -x6542
3574.28/3585.89	v -x6543 -x6544 -x6545 -x6546 -x6547 -x6548 -x6549 -x6550 -x6551 x6552 -x6553 -x6554 -x6555 -x6556 -x6557 -x6558 -x6559 -x6560 -x6561
3574.28/3585.89	v -x6562 -x6563 -x6564 -x6565 -x6566 x6567 -x6568 -x6569 -x6570 -x6571 -x6572 -x6573 -x6574 -x6575 -x6576 -x6577 -x6578 -x6579 -x6580
3574.28/3585.89	v -x6581 -x6582 -x6583 -x6584 -x6585 -x6586 -x6587 -x6588 -x6589 -x6590 -x6591 -x6592 -x6593 -x6594 -x6595 x6596 -x6597 x6598 -x6599
3574.28/3585.89	v -x6600 -x6616 -x6617 -x6618 -x6619 -x6620 -x6621 -x6622 -x6623 -x6624 -x6625 -x6626 -x6627 -x6628 -x6629 -x6630 -x7186 -x7187 -x7188
3574.28/3585.89	v -x7189 -x7190 -x7191 -x7192 -x7193 -x7194 -x7195 x7196 -x7197 -x7198 -x7199 -x7200 -x6631 -x6632 -x6633 -x6634 -x6635 -x6636 -x6637
3574.28/3585.89	v -x6638 -x6639 -x6640 -x6641 -x6642 -x6643 -x6644 -x6645 -x6646 -x6647 -x6648 -x6649 -x6650 -x6651 -x6652 -x6653 -x6654 -x6655 -x6656
3574.28/3585.89	v -x6657 -x6658 -x6659 -x6660 -x6661 -x6662 -x6663 -x6664 -x6665 -x6666 -x6667 -x6668 -x6669 -x6670 -x6671 x6672 -x6673 -x6674 -x6675
3574.28/3585.89	v -x6676 -x6677 -x6678 -x6679 -x6680 -x6681 -x6682 -x6683 -x6684 -x6685 x6686 x6687 -x6688 -x6689 -x6690 -x6691 -x6692 -x6693 -x6694
3574.28/3585.89	v -x6695 -x6696 -x6697 -x6698 -x6699 -x6700 x6701 x6702 -x6703 -x6704 -x6705 -x6706 -x6707 -x6708 -x6709 -x6710 -x6711 -x6712 -x6713
3574.28/3585.89	v -x6714 -x6715 -x6716 -x6717 -x6718 -x6719 -x6720 -x6721 -x6722 -x6723 -x6724 -x6725 -x6726 -x6727 -x6728 -x6729 -x6730 -x6731 -x6732
3574.28/3585.89	v -x6733 -x6734 -x6735 -x6736 -x6737 -x6738 -x6739 -x6740 -x6741 -x6742 -x6743 -x6744 -x6745 -x6746 -x6747 -x6748 -x6749 -x6750 -x6751
3574.28/3585.89	v -x6752 -x6753 -x6754 -x6755 -x6756 -x6757 -x6758 -x6759 -x6760 x6761 x6762 -x6763 -x6764 -x6765 -x6781 -x6782 -x6783 -x6784 -x6785
3574.28/3585.89	v -x6786 -x6787 -x6788 -x6789 -x6790 -x6791 x6792 -x6793 -x6794 -x6795 -x6796 -x6797 -x6798 -x6799 -x6800 -x6801 -x6802 -x6803 -x6804
3574.28/3585.89	v -x6805 x6806 x6807 -x6808 -x6809 -x6810 -x6811 -x6812 -x6813 -x6814 -x6815 -x6816 -x6817 -x6818 -x6819 -x6820 x6821 -x6822 -x6823
3574.28/3585.89	v -x6824 -x6825 -x6826 -x6827 -x6828 -x6829 -x6830 -x6831 -x6832 -x6833 -x6834 -x6835 -x6836 -x6837 -x6838 -x6839 -x6840 -x6841 -x6842
3574.28/3585.89	v -x6843 -x6844 -x6845 -x6846 -x6847 -x6848 -x6849 -x6850 -x6851 -x6852 -x6853 -x6854 -x6855 -x6856 -x6857 -x6858 -x6859 -x6860 -x6861
3574.28/3585.89	v -x6862 -x6863 -x6864 -x6865 x6866 x6867 -x6868 -x6869 -x6870 -x6871 -x6872 -x6873 -x6874 -x6875 -x6876 -x6877 -x6878 -x6879 -x6880
3574.28/3585.89	v x6881 -x6882 -x6883 -x6884 -x6885 -x6886 -x6887 -x6888 -x6889 -x6890 -x6891 -x6892 -x6893 -x6894 -x6895 x6896 x6897 -x6898 -x6899
3574.28/3585.89	v -x6900 -x6901 -x6902 -x6903 -x6904 -x6905 -x6906 -x6907 -x6908 -x6909 -x6910 -x6911 x6912 -x6913 -x6914 -x6915 -x6916 -x6917 -x6918
3574.28/3585.89	v -x6919 -x6920 -x6921 -x6922 -x6923 -x6924 -x6925 -x6926 -x6927 -x6928 -x6929 -x6930 -x6946 -x6947 -x6948 -x6949 -x6950 -x6951 -x6952
3574.28/3585.89	v -x6953 -x6954 -x6955 -x6956 -x6957 -x6958 -x6959 -x6960 -x6961 -x6962 -x6963 -x6964 -x6965 -x6966 -x6967 -x6968 -x6969 -x6970 x6971
3574.28/3585.89	v x6972 -x6973 -x6974 -x6975 -x6976 -x6977 -x6978 -x6979 -x6980 -x6981 -x6982 -x6983 -x6984 -x6985 x6986 -x6987 -x6988 -x6989 -x6990
3574.28/3585.89	v -x6991 -x6992 -x6993 -x6994 -x6995 -x6996 -x6997 -x6998 -x6999 -x7000 -x7001 x7002 -x7003 -x7004 -x7005 -x7006 -x7007 -x7008 -x7009
3574.28/3585.89	v -x7010 -x7011 -x7012 -x7013 -x7014 -x7015 -x7016 x7017 -x7018 -x7019 -x7020 -x7021 -x7022 -x7023 -x7024 -x7025 -x7026 -x7027 -x7028
3574.28/3585.89	v -x7029 -x7030 x7031 -x7032 -x7033 -x7034 -x7035 -x7036 -x7037 -x7038 -x7039 -x7040 -x7041 -x7042 -x7043 -x7044 -x7045 -x7046 -x7047
3574.28/3585.89	v -x7048 -x7049 -x7050 -x7051 -x7052 -x7053 -x7054 -x7055 -x7056 -x7057 -x7058 -x7059 -x7060 -x7061 -x7062 -x7063 -x7064 -x7065 -x7066
3574.28/3585.89	v -x7067 -x7068 -x7069 -x7070 -x7071 -x7072 -x7073 -x7074 -x7075 -x7076 x7077 -x7078 -x7079 -x7080 -x7081 -x7082 -x7083 -x7084 -x7085
3574.28/3585.89	v -x7086 -x7087 -x7088 -x7089 -x7090 x7091 x7092 -x7093 -x7094 -x7095 -x7276 -x7277 -x7278 -x7279 -x7280 -x7281 -x7282 -x7283 -x7284
3574.28/3585.89	v -x7285 x7286 -x7287 x7288 -x7289 -x7290 -x8476 -x8477 -x8478 -x8479 -x8480 -x8481 -x8482 -x8483 -x8484 -x8485 -x8486 x8487 x8488
3574.28/3585.89	v -x8489 -x8490 -x7291 -x7292 -x7293 -x7294 -x7295 -x7296 -x7297 -x7298 -x7299 -x7300 x7301 x7302 -x7303 -x7304 -x7305 -x7456 -x7457
3574.28/3585.89	v -x7458 -x7459 -x7460 -x7461 -x7462 -x7463 -x7464 -x7465 -x7466 -x7467 -x7468 -x7469 -x7470 -x7621 -x7622 -x7623 -x7624 -x7625 -x7626
3574.28/3585.89	v -x7627 -x7628 -x7629 -x7630 -x7631 -x7632 -x7633 -x7634 -x7635 -x8491 -x8492 -x8493 -x8494 -x8495 -x8496 -x8497 -x8498 -x8499 -x8500
3574.28/3585.89	v -x8501 -x8502 -x8503 -x8504 -x8505 -x7786 -x7787 -x7788 -x7789 -x7790 -x7791 -x7792 -x7793 -x7794 -x7795 x7796 x7797 -x7798 -x7799
3574.28/3585.89	v -x7800 -x8506 -x8507 -x8508 -x8509 -x8510 -x8511 -x8512 -x8513 -x8514 -x8515 -x8516 -x8517 x8518 -x8519 -x8520 -x7951 -x7952 -x7953
3574.28/3585.89	v -x7954 -x7955 -x7956 -x7957 -x7958 -x7959 -x7960 -x7961 -x7962 -x7963 -x7964 -x7965 -x8521 -x8522 -x8523 -x8524 -x8525 -x8526 -x8527
3574.28/3585.89	v -x8528 -x8529 -x8530 -x8531 -x8532 -x8533 x8534 -x8535 -x8116 -x8117 -x8118 -x8119 -x8120 -x8121 -x8122 -x8123 -x8124 -x8125 -x8126
3574.28/3585.89	v -x8127 -x8128 -x8129 -x8130 -x8281 -x8282 -x8283 -x8284 -x8285 -x8286 -x8287 -x8288 -x8289 -x8290 -x8291 x8292 -x8293 -x8294 -x8295
3574.28/3585.89	v -x8446 -x8447 -x8448 -x8449 -x8450 -x8451 -x8452 -x8453 -x8454 -x8455 x8456 x8457 -x8458 -x8459 -x8460 -x8461 -x8462 -x8463 -x8464
3574.28/3585.89	v -x8465 -x8466 -x8467 -x8468 -x8469 -x8470 x8471 x8472 -x8473 -x8474 -x8475 -x7306 -x7307 -x7308 -x7309 -x7310 -x7311 -x7312 -x7313
3574.28/3585.89	v -x7314 -x7315 -x7316 -x7317 -x7318 -x7319 -x7320 -x7321 -x7322 -x7323 -x7324 -x7325 -x7326 -x7327 -x7328 -x7329 -x7330 -x7331 x7332
3574.28/3585.89	v -x7333 -x7334 -x7335 -x7336 -x7337 -x7338 -x7339 -x7340 -x7341 -x7342 -x7343 -x7344 -x7345 -x7346 -x7347 -x7348 -x7349 -x7350 -x7351
3574.28/3585.89	v -x7352 -x7353 -x7354 -x7355 -x7356 -x7357 -x7358 -x7359 -x7360 -x7361 -x7362 -x7363 -x7364 -x7365 -x7366 -x7367 -x7368 -x7369 -x7370
3574.28/3585.89	v -x7371 -x7372 -x7373 -x7374 -x7375 -x7376 x7377 -x7378 -x7379 -x7380 -x7381 -x7382 -x7383 -x7384 -x7385 -x7386 -x7387 -x7388 -x7389
3574.28/3585.89	v -x7390 x7391 -x7392 -x7393 -x7394 -x7395 -x7396 -x7397 -x7398 -x7399 -x7400 -x7401 -x7402 -x7403 -x7404 -x7405 -x7406 x7407 -x7408
3574.28/3585.89	v -x7409 -x7410 -x7411 -x7412 -x7413 -x7414 -x7415 -x7416 -x7417 -x7418 -x7419 -x7420 x7421 -x7422 -x7423 -x7424 -x7425 -x7426 -x7427
3574.28/3585.89	v -x7428 -x7429 -x7430 -x7431 -x7432 -x7433 -x7434 -x7435 -x7436 -x7437 -x7438 -x7439 -x7440 -x7441 -x7442 -x7443 -x7444 -x7445 -x7446
3574.28/3585.89	v -x7447 -x7448 -x7449 -x7450 -x7451 -x7452 -x7453 -x7454 -x7455 -x7471 -x7472 -x7473 -x7474 -x7475 -x7476 -x7477 -x7478 -x7479 -x7480
3574.28/3585.89	v -x7481 -x7482 -x7483 -x7484 -x7485 -x7486 -x7487 -x7488 -x7489 -x7490 -x7491 -x7492 -x7493 -x7494 -x7495 -x7496 x7497 -x7498 -x7499
3574.28/3585.89	v -x7500 -x7501 -x7502 -x7503 -x7504 -x7505 -x7506 -x7507 -x7508 -x7509 -x7510 x7511 -x7512 -x7513 -x7514 -x7515 -x7516 -x7517 -x7518
3574.28/3585.89	v -x7519 -x7520 -x7521 -x7522 -x7523 -x7524 -x7525 -x7526 x7527 -x7528 -x7529 -x7530 -x7531 -x7532 -x7533 -x7534 -x7535 -x7536 -x7537
3574.28/3585.89	v -x7538 -x7539 -x7540 x7541 -x7542 -x7543 -x7544 -x7545 -x7546 -x7547 -x7548 -x7549 -x7550 -x7551 -x7552 -x7553 -x7554 -x7555 -x7556
3574.28/3585.89	v -x7557 -x7558 -x7559 -x7560 -x7561 -x7562 -x7563 -x7564 -x7565 -x7566 -x7567 -x7568 -x7569 -x7570 x7571 -x7572 -x7573 -x7574 -x7575
3574.28/3585.89	v -x7576 -x7577 -x7578 -x7579 -x7580 -x7581 -x7582 -x7583 -x7584 -x7585 -x7586 -x7587 -x7588 -x7589 -x7590 -x7591 -x7592 -x7593 -x7594
3574.28/3585.89	v -x7595 -x7596 -x7597 -x7598 -x7599 -x7600 x7601 x7602 -x7603 -x7604 -x7605 -x7606 -x7607 -x7608 -x7609 -x7610 -x7611 -x7612 -x7613
3574.28/3585.89	v -x7614 -x7615 x7616 x7617 -x7618 -x7619 -x7620 -x7636 -x7637 -x7638 -x7639 -x7640 -x7641 -x7642 -x7643 -x7644 -x7645 -x7646 -x7647
3574.28/3585.89	v -x7648 -x7649 -x7650 -x7651 -x7652 -x7653 -x7654 -x7655 -x7656 -x7657 -x7658 -x7659 -x7660 x7661 -x7662 -x7663 -x7664 -x7665 -x7666
3574.28/3585.89	v -x7667 -x7668 -x7669 -x7670 -x7671 -x7672 -x7673 -x7674 -x7675 -x7676 x7677 -x7678 -x7679 -x7680 -x7681 -x7682 -x7683 -x7684 -x7685
3574.28/3585.89	v -x7686 -x7687 -x7688 -x7689 -x7690 x7691 -x7692 -x7693 -x7694 -x7695 -x7696 -x7697 -x7698 -x7699 -x7700 -x7701 -x7702 -x7703 -x7704
3574.28/3585.89	v -x7705 -x7706 -x7707 -x7708 -x7709 -x7710 -x7711 -x7712 -x7713 -x7714 -x7715 -x7716 -x7717 -x7718 -x7719 -x7720 x7721 x7722 -x7723
3574.28/3585.89	v -x7724 -x7725 -x7726 -x7727 -x7728 -x7729 -x7730 -x7731 -x7732 -x7733 -x7734 -x7735 -x7736 x7737 -x7738 -x7739 -x7740 -x7741 -x7742
3574.28/3585.89	v -x7743 -x7744 -x7745 -x7746 -x7747 -x7748 -x7749 -x7750 -x7751 -x7752 -x7753 -x7754 -x7755 -x7756 -x7757 -x7758 -x7759 -x7760 -x7761
3574.28/3585.89	v -x7762 -x7763 -x7764 -x7765 -x7766 -x7767 -x7768 -x7769 -x7770 -x7771 -x7772 -x7773 -x7774 -x7775 -x7776 -x7777 -x7778 -x7779 -x7780
3574.28/3585.89	v -x7781 x7782 -x7783 -x7784 -x7785 -x7801 -x7802 -x7803 -x7804 -x7805 -x7806 -x7807 -x7808 -x7809 -x7810 -x7811 x7812 -x7813 -x7814
3574.28/3585.89	v -x7815 -x7816 -x7817 -x7818 -x7819 -x7820 -x7821 -x7822 -x7823 -x7824 -x7825 -x7826 -x7827 -x7828 -x7829 -x7830 -x7831 -x7832 -x7833
3574.28/3585.89	v -x7834 -x7835 -x7836 -x7837 -x7838 -x7839 -x7840 -x7841 -x7842 x7843 -x7844 -x7845 -x7846 -x7847 -x7848 -x7849 -x7850 -x7851 -x7852
3574.28/3585.89	v -x7853 -x7854 -x7855 -x7856 -x7857 -x7858 -x7859 -x7860 -x7861 -x7862 -x7863 -x7864 -x7865 -x7866 -x7867 -x7868 -x7869 -x7870 -x7871
3574.28/3585.89	v -x7872 -x7873 -x7874 -x7875 -x7876 -x7877 -x7878 -x7879 -x7880 -x7881 -x7882 -x7883 -x7884 -x7885 -x7886 -x7887 -x7888 -x7889 -x7890
3574.28/3585.89	v -x7891 -x7892 -x7893 -x7894 -x7895 -x7896 -x7897 -x7898 -x7899 -x7900 x7901 x7902 -x7903 -x7904 -x7905 -x7906 -x7907 -x7908 -x7909
3574.28/3585.89	v -x7910 -x7911 -x7912 -x7913 -x7914 -x7915 -x7916 x7917 -x7918 -x7919 -x7920 -x7921 -x7922 -x7923 -x7924 -x7925 -x7926 -x7927 -x7928
3574.28/3585.89	v -x7929 -x7930 -x7931 -x7932 -x7933 -x7934 -x7935 -x7936 -x7937 -x7938 -x7939 -x7940 -x7941 -x7942 -x7943 -x7944 -x7945 x7946 -x7947
3574.28/3585.89	v x7948 -x7949 -x7950 -x7966 -x7967 -x7968 -x7969 -x7970 -x7971 -x7972 -x7973 -x7974 -x7975 -x7976 -x7977 -x7978 -x7979 -x7980 -x8536
3574.28/3585.89	v -x8537 -x8538 -x8539 -x8540 -x8541 -x8542 -x8543 -x8544 -x8545 -x8546 -x8547 -x8548 -x8549 -x8550 -x7981 -x7982 -x7983 -x7984 -x7985
3574.28/3585.89	v -x7986 -x7987 -x7988 -x7989 -x7990 -x7991 -x7992 -x7993 -x7994 -x7995 -x7996 -x7997 -x7998 -x7999 -x8000 -x8001 -x8002 -x8003 -x8004
3574.28/3585.89	v -x8005 -x8006 -x8007 -x8008 -x8009 -x8010 -x8011 -x8012 -x8013 -x8014 -x8015 -x8016 -x8017 -x8018 -x8019 -x8020 x8021 x8022 -x8023
3574.28/3585.89	v -x8024 -x8025 -x8026 -x8027 -x8028 -x8029 -x8030 -x8031 -x8032 -x8033 -x8034 -x8035 -x8036 -x8037 -x8038 x8039 -x8040 -x8041 -x8042
3574.28/3585.89	v -x8043 -x8044 -x8045 -x8046 -x8047 -x8048 -x8049 -x8050 -x8051 x8052 -x8053 -x8054 -x8055 -x8056 -x8057 -x8058 -x8059 -x8060 -x8061
3574.28/3585.89	v -x8062 -x8063 -x8064 -x8065 -x8066 -x8067 -x8068 -x8069 -x8070 -x8071 -x8072 -x8073 -x8074 -x8075 -x8076 -x8077 -x8078 -x8079 -x8080
3574.28/3585.89	v -x8081 -x8082 -x8083 -x8084 -x8085 -x8086 -x8087 -x8088 -x8089 -x8090 -x8091 -x8092 -x8093 -x8094 -x8095 -x8096 -x8097 -x8098 -x8099
3574.28/3585.89	v -x8100 -x8101 -x8102 -x8103 -x8104 -x8105 -x8106 -x8107 -x8108 -x8109 -x8110 x8111 x8112 -x8113 -x8114 -x8115 -x8131 -x8132 -x8133
3574.28/3585.89	v -x8134 -x8135 -x8136 -x8137 -x8138 -x8139 -x8140 x8141 x8142 x8143 -x8144 -x8145 -x8146 -x8147 -x8148 -x8149 -x8150 -x8151 -x8152
3574.28/3585.89	v -x8153 -x8154 -x8155 -x8156 x8157 -x8158 -x8159 -x8160 -x8161 -x8162 -x8163 -x8164 -x8165 -x8166 -x8167 -x8168 -x8169 -x8170 -x8171
3574.28/3585.89	v -x8172 -x8173 -x8174 -x8175 -x8176 -x8177 -x8178 -x8179 -x8180 -x8181 -x8182 -x8183 -x8184 -x8185 x8186 -x8187 -x8188 -x8189 -x8190
3574.28/3585.89	v -x8191 -x8192 -x8193 -x8194 -x8195 -x8196 -x8197 -x8198 -x8199 -x8200 -x8201 -x8202 -x8203 -x8204 -x8205 -x8206 -x8207 -x8208 -x8209
3574.28/3585.89	v -x8210 -x8211 -x8212 -x8213 -x8214 -x8215 x8216 x8217 -x8218 -x8219 -x8220 -x8221 -x8222 -x8223 -x8224 -x8225 -x8226 -x8227 -x8228
3574.28/3585.89	v -x8229 -x8230 x8231 -x8232 x8233 -x8234 -x8235 -x8236 -x8237 -x8238 -x8239 -x8240 -x8241 -x8242 -x8243 -x8244 -x8245 x8246 -x8247
3574.28/3585.89	v -x8248 -x8249 -x8250 -x8251 -x8252 -x8253 -x8254 -x8255 -x8256 -x8257 -x8258 -x8259 -x8260 -x8261 -x8262 -x8263 -x8264 -x8265 -x8266
3574.28/3585.89	v -x8267 -x8268 -x8269 -x8270 -x8271 -x8272 -x8273 -x8274 -x8275 -x8276 x8277 -x8278 -x8279 -x8280 -x8296 -x8297 -x8298 -x8299 -x8300
3574.28/3585.89	v -x8301 -x8302 -x8303 -x8304 -x8305 -x8306 -x8307 -x8308 -x8309 -x8310 -x8311 -x8312 -x8313 -x8314 -x8315 -x8316 -x8317 -x8318 -x8319
3574.28/3585.89	v -x8320 x8321 x8322 -x8323 -x8324 -x8325 -x8326 -x8327 -x8328 -x8329 -x8330 -x8331 -x8332 -x8333 -x8334 -x8335 -x8336 x8337 -x8338
3574.28/3585.89	v -x8339 -x8340 -x8341 -x8342 -x8343 -x8344 -x8345 -x8346 -x8347 -x8348 -x8349 -x8350 x8351 -x8352 -x8353 -x8354 -x8355 -x8356 -x8357
3574.28/3585.89	v -x8358 -x8359 -x8360 -x8361 -x8362 -x8363 -x8364 -x8365 x8366 -x8367 -x8368 -x8369 -x8370 -x8371 -x8372 -x8373 -x8374 -x8375 -x8376
3574.28/3585.89	v -x8377 -x8378 -x8379 -x8380 -x8381 x8382 -x8383 -x8384 -x8385 -x8386 -x8387 -x8388 -x8389 -x8390 -x8391 -x8392 -x8393 -x8394 -x8395
3574.28/3585.89	v -x8396 -x8397 -x8398 -x8399 -x8400 -x8401 -x8402 -x8403 -x8404 -x8405 -x8406 -x8407 -x8408 -x8409 -x8410 -x8411 -x8412 -x8413 -x8414
3574.28/3585.89	v -x8415 -x8416 -x8417 -x8418 -x8419 -x8420 -x8421 -x8422 -x8423 -x8424 -x8425 -x8426 -x8427 -x8428 -x8429 -x8430 -x8431 -x8432 -x8433
3574.28/3585.89	v -x8434 -x8435 -x8436 -x8437 -x8438 -x8439 -x8440 x8441 -x8442 -x8443 -x8444 -x8445 -x7201 -x7202 -x7203 -x7204 -x7205 -x7206 -x7207
3574.28/3585.89	v -x7208 -x7209 -x7210 x7211 x7212 -x7213 -x7214 -x7215 -x7216 -x7217 -x7218 -x7219 -x7220 -x7221 -x7222 -x7223 -x7224 -x7225 x7226
3574.28/3585.89	v -x7227 -x7228 -x7229 -x7230 -x7231 -x7232 -x7233 -x7234 -x7235 -x7236 -x7237 -x7238 -x7239 -x7240 x7241 -x7242 -x7243 -x7244 -x7245
3574.28/3585.89	v -x7246 -x7247 -x7248 -x7249 -x7250 -x7251 -x7252 -x7253 -x7254 -x7255 x7256 -x7257 -x7258 x7259 -x7260 -x7261 -x7262 -x7263 -x7264
3574.28/3585.89	v -x7265 -x7266 -x7267 -x7268 -x7269 -x7270 -x7271 -x7272 -x7273 -x7274 -x7275 -x8551 -x8552 -x8553 -x8554 -x8555 -x8556 -x8557 -x8558
3574.28/3585.89	v -x8559 -x8560 -x8561 -x8562 x8563 -x8564 -x8565 -x8566 -x8567 -x8568 -x8569 -x8570 -x8571 -x8572 -x8573 -x8574 -x8575 x8576 -x8577
3574.28/3585.89	v -x8578 -x8579 -x8580 -x8581 -x8582 -x8583 -x8584 -x8585 -x8586 -x8587 -x8588 -x8589 -x8590 -x8591 x8592 -x8593 -x8594 -x8595 -x8596
3574.28/3585.89	v -x8597 -x8598 -x8599 -x8600 -x8601 -x8602 -x8603 -x8604 -x8605 -x8606 x8607 -x8608 x8609 -x8610 -x8611 -x8612 -x8613 -x8614 -x8615
3574.28/3585.89	v -x8616 -x8617 -x8618 -x8619 -x8620 x8621 -x8622 -x8623 -x8624 -x8625 -x520 -x521 -x522 -x523 -x524 -x525 -x526 -x527 -x528 -x529
3574.28/3585.89	v -x530 x531 -x532 -x533 -x534 -x535 -x536 -x537 -x538 -x539 -x540 -x541 -x542 x543 -x544 -x545 -x546 -x547 -x548 -x549 -x550 -x551
3574.28/3585.89	v -x552 -x553 -x554 x555 -x556 -x557 -x558 -x559 -x560 -x561 -x562 -x563 -x564 -x565 -x566 x567 -x568 -x569 -x570 -x571 -x572 -x573
3574.28/3585.89	v -x574 -x575 -x576 -x577 -x578 x579 -x8738 -x8814 -x8815 -x8816 -x8818 -x8819 -x8820 x8821 -x8626 -x8627 -x8795 -x8806 -x8817 -x8828
3574.28/3585.89	v x8839 x8850 -x8861 -x8628 -x8639 -x8650 -x8661 -x8672 -x8683 -x8694 -x8705 -x8716 -x8727 -x8739 -x8822 x8750 -x8761 -x8772 -x8783
3574.28/3585.89	v x8790 -x8791 -x8792 -x8793 -x8794 -x8796 -x8797 -x8798 -x8799 -x8800 -x8801 -x8802 x8803 x8804 -x8805 -x8807 -x8808 -x8809 -x8810
3574.28/3585.89	v -x8811 -x8812 x8813 -x8823 -x8824 x8825 -x8826 -x8827 -x8829 x8830 -x8831 -x8832 -x8833 -x8834 -x8835 -x8836 -x8837 -x8838 -x8840
3574.28/3585.89	v -x8841 -x8842 x8843 -x8844 -x8845 -x8846 -x8847 -x8848 -x8849 -x8851 -x8852 x8853 -x8854 -x8855 -x8856 -x8857 x8858 x8859 x8860
3574.28/3585.89	v -x8862 -x8863 -x8864 -x8865 -x8866 -x8867 x8868 -x8869 -x8870 x8871 -x8629 -x8630 -x8631 -x8632 x8633 -x8634 -x8635 -x8636 x8637
3574.28/3585.89	v -x8638 -x8640 -x8641 x8642 -x8643 -x8644 -x8645 x8646 -x8647 -x8648 -x8649 -x8651 x8652 -x8653 -x8654 -x8655 x8656 -x8657 -x8658
3574.28/3585.89	v x8659 -x8660 -x8662 -x8663 -x8664 -x8665 -x8666 -x8667 -x8668 x8669 -x8670 -x8671 -x8673 -x8674 -x8675 -x8676 -x8677 -x8678 -x8679
3574.28/3585.89	v -x8680 x8681 -x8682 x8684 -x8685 -x8686 -x8687 -x8688 -x8689 x8690 -x8691 -x8692 -x8693 x8695 -x8696 -x8697 -x8698 -x8699 -x8700
3574.28/3585.89	v x8701 -x8702 x8703 -x8704 -x8706 -x8707 -x8708 x8709 -x8710 -x8711 x8712 -x8713 -x8714 x8715 x8717 -x8718 -x8719 -x8720 -x8721 x8722
3574.28/3585.89	v x8723 -x8724 -x8725 x8726 -x8728 x8729 -x8730 -x8731 -x8732 x8733 -x8734 x8735 -x8736 -x8737 x8740 -x8741 -x8742 -x8743 x8744 -x8745
3574.28/3585.89	v x8746 -x8747 -x8748 -x8749 x8751 -x8752 x8753 -x8754 -x8755 x8756 -x8757 -x8758 -x8759 x8760 -x8762 x8763 -x8764 -x8765 x8767 -x8768
3574.28/3585.89	v x8769 -x8770 -x8771 x8773 -x8774 -x8775 -x8776 -x8777 -x8778 -x8779 x8780 -x8781 -x8782 -x8784 -x8785 -x8786 -x8787 -x8788 -x8789
3574.28/3585.89	v x8766
3574.28/3585.89	c SCIP Status        : problem is solved [optimal solution found]
3574.28/3585.89	c Total Time         :    3585.88
3574.28/3585.89	c   solving          :    3585.88
3574.28/3585.89	c   presolving       :       1.33 (included in solving)
3574.28/3585.89	c   reading          :       0.07 (included in solving)
3574.28/3585.89	c   copying          :       2.90 (246 #copies) (minimal 0.01, maximal 0.02, average 0.01)
3574.28/3585.89	c Original Problem   :
3574.28/3585.89	c   Problem name     : HOME/instance-4485653-1751314124.opb
3574.28/3585.89	c   Variables        : 8902 (8902 binary, 0 integer, 0 continuous)
3574.28/3585.89	c   implied integral : 0 (0 binary, 0 integer, 0 continuous)
3574.28/3585.89	c   Constraints      : 2864 initial, 2864 maximal
3574.28/3585.89	c   Objective        : minimize, 31 non-zeros (abs.min = 1, abs.max = 1.07374e+09)
3574.28/3585.89	c Presolved Problem  :
3574.28/3585.89	c   Problem name     : t_HOME/instance-4485653-1751314124.opb
3574.28/3585.89	c   Variables        : 3421 (3421 binary, 0 integer, 0 continuous)
3574.28/3585.89	c   implied integral : 0 (0 binary, 0 integer, 0 continuous)
3574.28/3585.89	c   Constraints      : 3644 initial, 5713 maximal
3574.28/3585.89	c   Objective        : minimize, 26 non-zeros (abs.min = 1, abs.max = 3.35544e+07)
3574.28/3585.89	c   Nonzeros         : 82238 constraint, 10943 clique table
3574.28/3585.89	c Presolvers         :   ExecTime  SetupTime  Calls  FixedVars   AggrVars   ChgTypes  ChgBounds   AddHoles    DelCons    AddCons   ChgSides   ChgCoefs
3574.28/3585.89	c   boundshift       :       0.00       0.00      0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   convertinttobin  :       0.00       0.00      0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   domcol           :       0.05       0.00      2          2          0          0          0          0          0          0          0          0
3574.28/3585.89	c   dualagg          :       0.00       0.00      0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   dualcomp         :       0.00       0.00      0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   dualinfer        :       0.00       0.00      0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   dualsparsify     :       0.03       0.00      1          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   gateextraction   :       0.02       0.00     21          0          0          0          0          0        388        193          0          0
3574.28/3585.89	c   implics          :       0.00       0.00     32          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   implint          :       0.00       0.00      0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   inttobinary      :       0.00       0.00      0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   milp             :       0.09       0.00      1         11          0          0          0          0          0          0          0          0
3574.28/3585.89	c   qpkktref         :       0.00       0.00      0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   redvub           :       0.00       0.00      0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   sparsify         :       0.10       0.00      1          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   stuffing         :       0.00       0.00      0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   trivial          :       0.00       0.00     47        136          0          0          0          0          0          0          0          0
3574.28/3585.89	c   tworowbnd        :       0.00       0.00      0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   dualfix          :       0.01       0.00     47        155          0          0          0          0          0          0          0          0
3574.28/3585.89	c   genvbounds       :       0.00       0.00      0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   probing          :       0.39       0.00      1          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   pseudoobj        :       0.00       0.00      1          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   symmetry         :       0.03       0.00      1          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   vbounds          :       0.01       0.00      4          1          1          0          0          0          0          0          0          0
3574.28/3585.89	c   knapsack         :       0.10       0.00     82         43          0          0          0          0        380        762        556       2945
3574.28/3585.89	c   setppc           :       0.04       0.00     82          1         34          0          0          0        297          0         31         31
3574.28/3585.89	c   and              :       0.00       0.00     28          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   linear           :       0.28       0.02     62       3378       1708          0       3368          0       1380        524       3117      12778
3574.28/3585.89	c   logicor          :       0.14       0.01     73         13          0          0          0          0        384          0          0       1287
3574.28/3585.89	c   components       :       0.01       0.00      2          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   root node        :          -          -      -        434          -          -        434          -          -          -          -          -
3574.28/3585.89	c Constraints        :     Number  MaxNumber  #Separate #Propagate    #EnfoLP    #EnfoRelax  #EnfoPS    #Check   #ResProp    Cutoffs    DomReds       Cuts    Applied      Conss   Children
3574.28/3585.89	c   integral         :          0          0          0          0      84053          0          0      25311          0          0      19734          0          0      14885     150074
3574.28/3585.89	c   knapsack         :       1093+      1111        127     669838         52          0         11      25304    1089585       3670     519835       7486        199          0          0
3574.28/3585.89	c   setppc           :        891+      1213        127     666168         52          0         11        382     825092        626     593500         27          0          0          0
3574.28/3585.89	c   and              :          2          2      45942     217392         27          0          3        377       9405          1       1529        231        195          0          0
3574.28/3585.89	c   linear           :        296+       307        127     665541         52          0          4        380     645556       2407     551738       1369         67          0          0
3574.28/3585.89	c   logicor          :       1362+      3287        127     317483         52          0         11         26     317312       1505     271917        111         35          0          0
3574.28/3585.89	c   fixedvar         :          0          0          0          0         52          0         11         28          0          0          0          0          0          0          0
3574.28/3585.89	c   countsols        :          0          0          0          0         52          0         11         28          0          0          0          0          0          0          0
3574.28/3585.89	c   components       :          0          0          0          0          0          0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c Constraint Timings :  TotalTime  SetupTime   Separate  Propagate     EnfoLP     EnfoPS     EnfoRelax   Check    ResProp    SB-Prop
3574.28/3585.89	c   integral         :     448.26       0.00       0.00       0.00     448.25       0.00       0.00       0.01       0.00       0.00
3574.28/3585.89	c   knapsack         :      30.84       0.00       3.06      23.96       0.00       0.00       0.00       0.50       0.64       2.67
3574.28/3585.89	c   setppc           :       4.60       0.00       0.01       3.47       0.00       0.00       0.00       0.07       0.28       0.77
3574.28/3585.89	c   and              :       0.09       0.00       0.03       0.05       0.00       0.00       0.00       0.00       0.00       0.01
3574.28/3585.89	c   linear           :      30.04       0.02       0.53      26.34       0.00       0.00       0.00       0.03       2.26       0.85
3574.28/3585.89	c   logicor          :       5.11       0.01       0.02       4.19       0.00       0.00       0.00       0.00       0.58       0.31
3574.28/3585.89	c   fixedvar         :       0.05       0.00       0.00       0.00       0.03       0.00       0.00       0.02       0.00       0.00
3574.28/3585.89	c   countsols        :       0.00       0.00       0.00       0.00       0.00       0.00       0.00       0.00       0.00       0.00
3574.28/3585.89	c   components       :       0.00       0.00       0.00       0.00       0.00       0.00       0.00       0.00       0.00       0.00
3574.28/3585.89	c Propagators        : #Propagate   #ResProp    Cutoffs    DomReds
3574.28/3585.89	c   dualfix          :          2          0          0          0
3574.28/3585.89	c   genvbounds       :          0          0          0          0
3574.28/3585.89	c   nlobbt           :          0          0          0          0
3574.28/3585.89	c   obbt             :          0          0          0          0
3574.28/3585.89	c   probing          :          0          0          0          0
3574.28/3585.89	c   pseudoobj        :     659994       2604         15        563
3574.28/3585.89	c   redcost          :     338841          0          0    3562381
3574.28/3585.89	c   rootredcost      :         76          0          0         60
3574.28/3585.89	c   symmetry         :       5691          0          0          0
3574.28/3585.89	c   vbounds          :     397262          0          0          0
3574.28/3585.89	c Propagator Timings :  TotalTime  SetupTime   Presolve  Propagate    ResProp    SB-Prop
3574.28/3585.89	c   dualfix          :       0.01       0.00       0.01       0.00       0.00       0.00
3574.28/3585.89	c   genvbounds       :       0.00       0.00       0.00       0.00       0.00       0.00
3574.28/3585.89	c   nlobbt           :       0.00       0.00       0.00       0.00       0.00       0.00
3574.28/3585.89	c   obbt             :       0.00       0.00       0.00       0.00       0.00       0.00
3574.28/3585.89	c   probing          :       0.39       0.00       0.39       0.00       0.00       0.00
3574.28/3585.89	c   pseudoobj        :       0.44       0.00       0.00       0.43       0.01       0.01
3574.28/3585.89	c   redcost          :      35.00       0.00       0.00      34.99       0.00       0.01
3574.28/3585.89	c   rootredcost      :       0.12       0.00       0.00       0.11       0.00       0.01
3574.28/3585.89	c   symmetry         :       0.32       0.00       0.03       0.25       0.00       0.04
3574.28/3585.89	c   vbounds          :       3.24       0.00       0.01       3.19       0.00       0.04
3574.28/3585.89	c Symmetry           :
3574.28/3585.89	c   #affected vars   :         79 (79 bin, 0 int, 0 cont)
3574.28/3585.89	c   orbitopal red.   :          0 reductions applied,          0 cutoffs
3574.28/3585.89	c   orbital reduction:          0 reductions applied,          0 cutoffs
3574.28/3585.89	c   lexicographic red:          0 reductions applied,          0 cutoffs
3574.28/3585.89	c   shadow tree time :       0.25 s
3574.28/3585.89	c Conflict Analysis  :       Time      Calls    Success    DomReds  Conflicts   Literals    Reconvs ReconvLits   Dualrays   Nonzeros   LP Iters   (pool size: [10000,10000])
3574.28/3585.89	c   propagation      :       0.39       6005       4642          -      27937       77.0        470       27.7          -          -          -
3574.28/3585.89	c   infeasible LP    :      19.14      11644      11616          -     262699      243.2       1200       39.8       4203      273.7          0
3574.28/3585.89	c   bound exceed. LP :      26.61      14317       1985          -      22016       83.2         61       16.6         32        1.0     123336
3574.28/3585.89	c   strong branching :       0.00          0          0          -          0        0.0          0        0.0          -          -          0
3574.28/3585.89	c   pseudo solution  :       0.03         52         52          -        543      136.9          7      108.9          -          -          -
3574.28/3585.89	c   applied globally :       3.37          -          -         50      99356      123.1          -          -       4235          -          -
3574.28/3585.89	c   applied locally  :          -          -          -          0          1      544.0          -          -          0          -          -
3574.28/3585.89	c Separators         :   ExecTime  SetupTime      Calls  RootCalls    Cutoffs    DomReds  FoundCuts ViaPoolAdd  DirectAdd    Applied ViaPoolApp  DirectApp      Conss
3574.28/3585.89	c   cut pool         :      55.81          -      41559        250          -          -     276132    3873055          -          -          -          -          -    (maximal pool size:      11191)
3574.28/3585.89	c   aggregation      :      21.30       0.00       5686        127          0          0      46127     791247          4      79446      79446          0          0
3574.28/3585.89	c   > cmir           :          -          -          -          -          -          -          -     558000          0      53183      53183          0          -
3574.28/3585.89	c   > flowcover      :          -          -          -          -          -          -          -     217698          0      21639      21639          0          -
3574.28/3585.89	c   > knapsackcover  :          -          -          -          -          -          -          -      15549          4       4624       4624          0          -
3574.28/3585.89	c   cgmip            :       0.00       0.00          0          0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   clique           :       0.17       0.00        127        127          0          0        101        722          0        179        179          0          0
3574.28/3585.89	c   closecuts        :       0.00       0.00          0          0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   convexproj       :       0.00       0.00          0          0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   disjunctive      :       0.00       0.00          0          0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   eccuts           :       0.00       0.00          0          0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   gauge            :       0.00       0.00          0          0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   gomory           :      88.11       0.00       4300         20          0          0     214091    2486179          0     133649     133649          0          0
3574.28/3585.89	c   > gomorymi       :          -          -          -          -          -          -          -    1750808          0      79565      79565          0          -
3574.28/3585.89	c   > strongcg       :          -          -          -          -          -          -          -     735371          0      54084      54084          0          -
3574.28/3585.89	c   impliedbounds    :       1.46       0.00       5686        127          0         47       4760      24176          0      19371      19371          0          0
3574.28/3585.89	c   interminor       :       0.00       0.00          0          0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   intobj           :       0.00       0.00          0          0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   lagromory        :       0.00       0.00          0          0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   mcf              :       0.00       0.00          2          2          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   minor            :       0.00       0.00          0          0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   mixing           :       0.00       0.00          0          0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   multilinear      :       0.00       0.00       2876        127          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   oddcycle         :       0.00       0.00          0          0          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   rapidlearning    :      17.24       0.00        100          1          0       4994          0          0          0          0          0          0        102
3574.28/3585.89	c   rlt              :       0.00       0.00         20         20          0          0          0          0          0          0          0          0          0
3574.28/3585.89	c   zerohalf         :      28.41       0.00       4320         40          0          0      11057     570731          4     121158     121156          2          0
3574.28/3585.89	c Cutselectors       :   ExecTime  SetupTime      Calls  RootCalls   Selected     Forced   Filtered  RootSelec   RootForc   RootFilt 
3574.28/3585.89	c   hybrid           :       7.62       0.00      34897        127     354324          0    3527254       2679          0      75276
3574.28/3585.89	c   ensemble         :       0.00       0.00          0          0          0          0          0          0          0          0
3574.28/3585.89	c   dynamic          :       0.00       0.00          0          0          0          0          0          0          0          0
3574.28/3585.89	c Pricers            :   ExecTime  SetupTime      Calls       Vars
3574.28/3585.89	c   problem variables:       0.00          -          0          0
3574.28/3585.89	c Branching Rules    :   ExecTime  SetupTime   BranchLP  BranchExt   BranchPS    Cutoffs    DomReds       Cuts      Conss   Children
3574.28/3585.89	c   allfullstrong    :       0.00       0.00          0          0          0          0          0          0          0          0
3574.28/3585.89	c   cloud            :       0.00       0.00          0          0          0          0          0          0          0          0
3574.28/3585.89	c   distribution     :       0.00       0.00          0          0          0          0          0          0          0          0
3574.28/3585.89	c   fullstrong       :       0.00       0.00          0          0          0          0          0          0          0          0
3574.28/3585.89	c   gomory           :       0.00       0.00          0          0          0          0          0          0          0          0
3574.28/3585.89	c   inference        :       0.01       0.00          0          0         11          0          0          0          0         22
3574.28/3585.89	c   leastinf         :       0.00       0.00          0          0          0          0          0          0          0          0
3574.28/3585.89	c   lookahead        :       0.00       0.00          0          0          0          0          0          0          0          0
3574.28/3585.89	c   mostinf          :       0.00       0.00          0          0          0          0          0          0          0          0
3574.28/3585.89	c   multaggr         :       0.00       0.00          0          0          0          0          0          0          0          0
3574.28/3585.89	c   nodereopt        :       0.00       0.00          0          0          0          0          0          0          0          0
3574.28/3585.89	c   pscost           :       0.00       0.00          0          0          0          0          0          0          0          0
3574.28/3585.89	c   random           :       0.00       0.00          0          0          0          0          0          0          0          0
3574.28/3585.89	c   relpscost        :     448.17       0.00      84001          0          0          0      19734          0      17144     150074
3574.28/3585.89	c   vanillafullstrong:       0.00       0.00          0          0          0          0          0          0          0          0
3574.28/3585.89	c Primal Heuristics  :   ExecTime  SetupTime      Calls      Found       Best
3574.28/3585.89	c   LP solutions     :       0.25          -          -         52         52
3574.28/3585.89	c   relax solutions  :       0.00          -          -          0          0
3574.28/3585.89	c   pseudo solutions :       0.00          -          -          0          0
3574.28/3585.89	c   strong branching :       0.12          -          -          1          0
3574.28/3585.89	c   actconsdiving    :       0.00       0.00          0          0          0
3574.28/3585.89	c   adaptivediving   :       1.93       0.00         39          0          0
3574.28/3585.89	c   alns             :       1.15       0.00         13          0          0
3574.28/3585.89	c   bound            :       0.00       0.00          0          0          0
3574.28/3585.89	c   clique           :       0.03       0.00          1          0          0
3574.28/3585.89	c   coefdiving       :       0.00       0.00          0          0          0
3574.28/3585.89	c   completesol      :       0.00       0.00          0          0          0
3574.28/3585.89	c   conflictdiving   :       1.46       0.00         45          0          0
3574.28/3585.89	c   crossover        :       3.74       0.00         88          2          1
3574.28/3585.89	c   dins             :       0.00       0.00          0          0          0
3574.28/3585.89	c   distributiondivin:      11.98       0.00         45          0          0
3574.28/3585.89	c   dks              :       0.00       0.00          0          0          0
3574.28/3585.89	c   dps              :       0.00       0.00          0          0          0
3574.28/3585.89	c   dualval          :       0.00       0.00          0          0          0
3574.28/3585.89	c   farkasdiving     :       2.39       0.00          1          0          0
3574.28/3585.89	c   feaspump         :       5.41       0.00         22          0          0
3574.28/3585.89	c   fixandinfer      :       0.00       0.00          0          0          0
3574.28/3585.89	c   fracdiving       :       1.54       0.00         45          0          0
3574.28/3585.89	c   gins             :       0.05       0.00          0          0          0
3574.28/3585.89	c   guideddiving     :       0.96       0.00         20          0          0
3574.28/3585.89	c   indicator        :       0.00       0.00          0          0          0
3574.28/3585.89	c   indicatordiving  :       0.00       0.00          0          0          0
3574.28/3585.89	c   intdiving        :       0.00       0.00          0          0          0
3574.28/3585.89	c   intshifting      :       0.00       0.00          0          0          0
3574.28/3585.89	c   linesearchdiving :       1.26       0.00         45          0          0
3574.28/3585.89	c   localbranching   :       0.00       0.00          0          0          0
3574.28/3585.89	c   locks            :       0.01       0.00          1          0          0
3574.28/3585.89	c   lpface           :       0.03       0.00          0          0          0
3574.28/3585.89	c   mpec             :       0.00       0.00          0          0          0
3574.28/3585.89	c   multistart       :       0.00       0.00          0          0          0
3574.28/3585.89	c   mutation         :       0.00       0.00          0          0          0
3574.28/3585.89	c   nlpdiving        :       0.00       0.00          0          0          0
3574.28/3585.89	c   objpscostdiving  :       7.27       0.00         24          0          0
3574.28/3585.89	c   octane           :       0.00       0.00          0          0          0
3574.28/3585.89	c   ofins            :       0.00       0.00          0          0          0
3574.28/3585.89	c   oneopt           :       0.12       0.00         68          3          3
3574.28/3585.89	c   padm             :       0.00       0.00          0          0          0
3574.28/3585.89	c   proximity        :       0.00       0.00          0          0          0
3574.28/3585.89	c   pscostdiving     :       3.22       0.00         46          0          0
3574.28/3585.89	c   randrounding     :       4.77       0.00      25398          1          1
3574.28/3585.89	c   rens             :       0.03       0.00          1          0          0
3574.28/3585.89	c   reoptsols        :       0.00       0.00          0          0          0
3574.28/3585.89	c   repair           :       0.00       0.00          0          0          0
3574.28/3585.89	c   rins             :       2.03       0.00         45          4          4
3574.28/3585.89	c   rootsoldiving    :       6.74       0.00         13          0          0
3574.28/3585.89	c   rounding         :       0.76       0.00       5227          0          0
3574.28/3585.89	c   scheduler        :       0.00       0.00          0          0          0
3574.28/3585.89	c   shiftandpropagate:       0.05       0.00          2          0          0
3574.28/3585.89	c   shifting         :      33.57       0.00      19539          8          8
3574.28/3585.89	c   simplerounding   :       3.58       0.00     209307          7          7
3574.28/3585.89	c   subnlp           :       0.00       0.00          0          0          0
3574.28/3585.89	c   trivial          :       0.01       0.00          4          0          0
3574.28/3585.89	c   trivialnegation  :       0.00       0.00          0          0          0
3574.28/3585.89	c   trustregion      :       0.00       0.00          0          0          0
3574.28/3585.89	c   trysol           :       0.03       0.00          0          0          0
3574.28/3585.89	c   twoopt           :       0.00       0.00          0          0          0
3574.28/3585.89	c   undercover       :       0.00       0.00          1          0          0
3574.28/3585.89	c   vbounds          :       0.00       0.00          0          0          0
3574.28/3585.89	c   veclendiving     :       1.71       0.00         45          0          0
3574.28/3585.89	c   zeroobj          :       0.00       0.00          0          0          0
3574.28/3585.89	c   zirounding       :       0.14       0.00       1000          0          0
3574.28/3585.89	c   other solutions  :          -          -          -          0          -
3574.28/3585.89	c LNS (Scheduler)    :      Calls  SetupTime  SolveTime SolveNodes       Sols       Best       Exp3    Exp3-IX  EpsGreedy        UCB TgtFixRate  Opt  Inf Node Stal  Sol  Usr Othr Actv
3574.28/3585.89	c   rens             :          0       0.00       0.00          0          0          0    0.00000    0.12500   -1.00000    1.00000      0.900    0    0    0    0    0    0    0    1
3574.28/3585.89	c   rins             :          0       0.00       0.00          0          0          0    0.00000    0.12500   -1.00000    1.00000      0.900    0    0    0    0    0    0    0    1
3574.28/3585.89	c   mutation         :          0       0.00       0.00          0          0          0    0.00000    0.12500   -1.00000    1.00000      0.900    0    0    0    0    0    0    0    1
3574.28/3585.89	c   localbranching   :          0       0.00       0.00          0          0          0    0.00000    0.12500   -1.00000    1.00000      0.900    0    0    0    0    0    0    0    1
3574.28/3585.89	c   crossover        :          0       0.00       0.00          0          0          0    0.00000    0.12500   -1.00000    1.00000      0.900    0    0    0    0    0    0    0    1
3574.28/3585.89	c   proximity        :          0       0.00       0.00          0          0          0    0.00000    0.12500   -1.00000    1.00000      0.900    0    0    0    0    0    0    0    1
3574.28/3585.89	c   zeroobjective    :          0       0.00       0.00          0          0          0    0.00000    0.12500   -1.00000    1.00000      0.900    0    0    0    0    0    0    0    1
3574.28/3585.89	c   dins             :          0       0.00       0.00          0          0          0    0.00000    0.12500   -1.00000    1.00000      0.900    0    0    0    0    0    0    0    1
3574.28/3585.89	c   trustregion      :          0       0.00       0.00          0          0          0    0.00000    0.00000   -1.00000    1.00000      0.900    0    0    0    0    0    0    0    0
3574.28/3585.89	c LP                 :       Time      Calls Iterations  Iter/call   Iter/sec  Time-0-It Calls-0-It    ItLimit
3574.28/3585.89	c   primal LP        :      30.13      11283      42173     294.92    1399.76      21.97      11140
3574.28/3585.89	c   dual LP          :    2463.60     256357   17237720      93.26    6996.97      68.88      71527
3574.28/3585.89	c   lex dual LP      :       0.00          0          0       0.00          -
3574.28/3585.89	c   barrier LP       :       0.00          0          0       0.00          -       0.00          0
3574.28/3585.89	c   resolve instable :      97.04        195     744455    3817.72    7671.74
3574.28/3585.89	c   diving/probing LP:      60.18      12828     564495      44.00    9379.69
3574.28/3585.89	c   strong branching :     357.09      31094    2297139      73.88    6432.93          -          -       7154
3574.28/3585.89	c     (at root node) :          -         13       6623     509.46          -
3574.28/3585.89	c   conflict analysis:      16.88      12516     123336       9.85    7304.86
3574.28/3585.89	c Relaxators         :       Time      Calls    Cutoffs ImprBounds   ImprTime ReducedDom  Separated AddedConss
3574.28/3585.89	c   benders          :       0.00          0          0          0       0.00          0          0          0
3574.28/3585.89	c B&B Tree           :
3574.28/3585.89	c   number of runs   :          2
3574.28/3585.89	c   nodes            :     122300 (73315 internal, 48985 leaves)
3574.28/3585.89	c   feasible leaves  :         52
3574.28/3585.89	c   infeas. leaves   :      13342
3574.28/3585.89	c   objective leaves :      35591
3574.28/3585.89	c   nodes (total)    :     124107 (75048 internal, 49059 leaves)
3574.28/3585.89	c   nodes left       :          0
3574.28/3585.89	c   max depth        :        545
3574.28/3585.89	c   max depth (total):        545
3574.28/3585.89	c   backtracks       :      16772 (13.7%)
3574.28/3585.89	c   early backtracks :          0 (0.0%)
3574.28/3585.89	c   nodes exc. ref.  :          0 (0.0%)
3574.28/3585.89	c   delayed cutoffs  :        791
3574.28/3585.89	c   repropagations   :     105125 (105910 domain reductions, 355 cutoffs)
3574.28/3585.89	c   avg switch length:       6.44
3574.28/3585.89	c   switching time   :      60.34
3574.28/3585.89	c Root Node          :
3574.28/3585.89	c   First LP value   : +1.08510764587456e+09
3574.28/3585.89	c   First LP Iters   :       3605 (10680.63 Iter/sec)
3574.28/3585.89	c   First LP Time    :       0.34
3574.28/3585.89	c   Final Dual Bound : +1.08652632861073e+09
3574.28/3585.89	c   Final Root Iters :     113015
3574.28/3585.89	c   Root LP Estimate : +1.08882319423508e+09
3574.28/3585.89	c Solution           :
3574.28/3585.89	c   Solutions found  :         78 (76 improvements)
3574.28/3585.89	c   First Solution   : +1.15500646000000e+09   (in run 2, after 24846 nodes, 660.65 seconds, depth 151, found by <simplerounding>)
3574.28/3585.89	c   Gap First Sol.   :       6.30 %
3574.28/3585.89	c   Gap Last Sol.    :       0.02 %
3574.28/3585.89	c   Primal Bound     : +1.08694016000000e+09   (in run 2, after 122300 nodes, 3585.88 seconds, depth -1, found by <relaxation>)
3574.28/3585.89	c   Dual Bound       : +1.08694016000000e+09
3574.28/3585.89	c   Gap              :       0.00 %
3574.28/3585.89	c Integrals          :      Total       Avg%
3574.28/3585.89	c   primal-dual      :   66180.97      18.46
3574.28/3585.89	c   primal-ref       :          -          - (not evaluated)
3574.28/3585.89	c   dual-ref         :          -          - (not evaluated)
3574.38/3585.95	c Time complete (sec):   3574.442

Verifier Data

OK	1086940160

Watcher Data

runsolver version 3.4.2 (svn: 4680) Copyright (C) 2010-2013 Olivier ROUSSEL

This program is distributed in the hope that it will be useful,
but WITHOUT ANY WARRANTY; without even the implied warranty of
MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
GNU General Public License for more details.

NUMA information:
  number of nodes: 2
  memory of node 0: 63837 MiB (62610 MiB free)
  memory of node 1: 64465 MiB (63644 MiB free)
  node distances:
     10  21
     21  10

command line: BIN/runsolver --timestamp -w /tmp/evaluation-result-4485653-1751314124/watcher-4485653-1751314124 -o /tmp/evaluation-result-4485653-1751314124/solver-4485653-1751314124 -C 3600 -W 3700 -M 31000 --bin-var /tmp/runsolver-exch-nodeC002-1751313774-39783 --watchdog 3760 pbsolver -f HOME/instance-4485653-1751314124.opb -t 3600 -m 31000 

running on 2 cores: 5,7

CPU governors:
  performance: 5 7

Enforcing CPUTime limit (soft limit, will send SIGTERM then SIGKILL): 3600 seconds
Enforcing CPUTime limit (hard limit, will send SIGXCPU): 3630 seconds
Enforcing wall clock limit (soft limit, will send SIGTERM then SIGKILL): 3700 seconds
Enforcing VSIZE limit (soft limit, will send SIGTERM then SIGKILL): 31744000 KiB
Enforcing VSIZE limit (hard limit, stack expansion will fail with SIGSEGV, brk() and mmap() will return ENOMEM): 31795200 KiB
Linux 5.14.0-503.14.1.el9_5.x86_64
Starting watchdog thread
solver pid=40076, runsolver pid=40073
Current StackSize limit: 8192 KiB


[startup+0.10007 s]*
/proc/loadavg: 4.11 4.06 4.09 5/252 40077
/proc/meminfo: memFree=129265216/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=48104 memory=39168 CPUtime=0.1 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 7648 0 0 0 8 2 0 0 20 0 1 0 47091231 49258496 9792 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 12026 9792 2368 2575 0 8933 0
Current children cumulated CPU time: 0.1 s
Current children cumulated vsize: 48104 KiB
Current children cumulated memory: 39168 KiB

[startup+0.21313 s]*
/proc/loadavg: 4.11 4.06 4.09 5/252 40077
/proc/meminfo: memFree=129245056/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=59520 memory=49280 CPUtime=0.21 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 10121 0 0 0 18 3 0 0 20 0 1 0 47091231 60948480 12320 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 14880 12320 2432 2575 0 11787 0
Current children cumulated CPU time: 0.21 s
Current children cumulated vsize: 59520 KiB
Current children cumulated memory: 49280 KiB

[startup+0.313116 s]*
/proc/loadavg: 4.11 4.06 4.09 5/252 40077
/proc/meminfo: memFree=129245056/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=68184 memory=57628 CPUtime=0.31 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 13074 0 0 0 27 4 0 0 20 0 1 0 47091231 69820416 14407 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 17046 14407 2464 2575 0 13953 0
Current children cumulated CPU time: 0.31 s
Current children cumulated vsize: 68184 KiB
Current children cumulated memory: 57628 KiB

[startup+0.700283 s]
/proc/loadavg: 4.11 4.06 4.09 5/252 40077
/proc/meminfo: memFree=129236992/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=66892 memory=56720 CPUtime=0.68 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 13322 0 0 0 64 4 0 0 20 0 1 0 47091231 68497408 14180 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 16723 14180 2560 2575 0 13630 0
Current children cumulated CPU time: 0.68 s
Current children cumulated vsize: 66892 KiB
Current children cumulated memory: 56720 KiB

[startup+1.50029 s]
/proc/loadavg: 4.11 4.06 4.09 5/252 40077
/proc/meminfo: memFree=129229116/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=131496 memory=108420 CPUtime=1.48 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 25247 0 0 0 141 7 0 0 20 0 1 0 47091231 134651904 27105 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 32874 27105 2656 2575 0 29781 0
Current children cumulated CPU time: 1.48 s
Current children cumulated vsize: 131496 KiB
Current children cumulated memory: 108420 KiB

[startup+3.1127 s]
/proc/loadavg: 4.10 4.06 4.09 5/252 40077
/proc/meminfo: memFree=129152520/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=180608 memory=156676 CPUtime=3.09 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 37317 0 0 0 301 8 0 0 20 0 1 0 47091231 184942592 39169 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 45152 39169 2688 2575 0 42059 0
Current children cumulated CPU time: 3.09 s
Current children cumulated vsize: 180608 KiB
Current children cumulated memory: 156676 KiB

[startup+6.30029 s]
/proc/loadavg: 4.10 4.06 4.09 5/252 40077
/proc/meminfo: memFree=129088160/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=239740 memory=214404 CPUtime=6.27 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 51846 0 0 0 615 12 0 0 20 0 1 0 47091231 245493760 53601 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 59935 53601 2688 2575 0 56842 0
Current children cumulated CPU time: 6.27 s
Current children cumulated vsize: 239740 KiB
Current children cumulated memory: 214404 KiB

[startup+12.7003 s]
/proc/loadavg: 4.09 4.05 4.09 5/252 40077
/proc/meminfo: memFree=129072032/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=257752 memory=232452 CPUtime=12.64 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 56459 0 0 0 1252 12 0 0 20 0 1 0 47091231 263938048 58113 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 64438 58113 2688 2575 0 61345 0
Current children cumulated CPU time: 12.64 s
Current children cumulated vsize: 257752 KiB
Current children cumulated memory: 232452 KiB

[startup+25.5003 s]
/proc/loadavg: 4.07 4.05 4.09 5/252 40077
/proc/meminfo: memFree=129062068/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=258236 memory=234116 CPUtime=25.41 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 56632 0 0 0 2528 13 0 0 20 0 1 0 47091231 264433664 58529 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 64559 58529 2976 2575 0 61466 0
Current children cumulated CPU time: 25.41 s
Current children cumulated vsize: 258236 KiB
Current children cumulated memory: 234116 KiB

[startup+51.1126 s]
/proc/loadavg: 4.10 4.06 4.09 5/251 40078
/proc/meminfo: memFree=129062280/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=283024 memory=259344 CPUtime=50.95 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 74163 0 0 0 5079 16 0 0 20 0 1 0 47091231 289816576 64836 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 70756 64836 2976 2575 0 67663 0
Current children cumulated CPU time: 50.95 s
Current children cumulated vsize: 283024 KiB
Current children cumulated memory: 259344 KiB

[startup+102.3 s]
/proc/loadavg: 4.09 4.06 4.09 5/251 40079
/proc/meminfo: memFree=129022400/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=295048 memory=271800 CPUtime=101.99 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 112134 0 0 0 10175 24 0 0 20 0 1 0 47091231 302129152 67950 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 73762 67950 2976 2575 0 70669 0
Current children cumulated CPU time: 101.99 s
Current children cumulated vsize: 295048 KiB
Current children cumulated memory: 271800 KiB

[startup+162.3 s]
/proc/loadavg: 4.07 4.06 4.09 5/251 40081
/proc/meminfo: memFree=129029368/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=305672 memory=282636 CPUtime=161.8 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 143882 0 0 0 16151 29 0 0 20 0 1 0 47091231 313008128 70659 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 76418 70659 2976 2575 0 73325 0
Current children cumulated CPU time: 161.8 s
Current children cumulated vsize: 305672 KiB
Current children cumulated memory: 282636 KiB

[startup+222.3 s]
/proc/loadavg: 4.47 4.16 4.12 5/251 40086
/proc/meminfo: memFree=128981784/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=367236 memory=341392 CPUtime=221.58 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 167817 0 0 0 22124 34 0 0 20 0 1 0 47091231 376049664 85348 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 91809 85348 2976 2575 0 88716 0
Current children cumulated CPU time: 221.58 s
Current children cumulated vsize: 367236 KiB
Current children cumulated memory: 341392 KiB

[startup+282.3 s]
/proc/loadavg: 4.51 4.25 4.15 5/250 40092
/proc/meminfo: memFree=128914004/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=394052 memory=365456 CPUtime=281.35 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 174193 0 0 0 28099 36 0 0 20 0 1 0 47091231 403509248 91364 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 98513 91364 2976 2575 0 95420 0
Current children cumulated CPU time: 281.35 s
Current children cumulated vsize: 394052 KiB
Current children cumulated memory: 365456 KiB

[startup+342.3 s]
/proc/loadavg: 4.91 4.41 4.22 5/250 40094
/proc/meminfo: memFree=128898972/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=409968 memory=381200 CPUtime=341.12 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 178182 0 0 0 34074 38 0 0 20 0 1 0 47091231 419807232 95300 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 102492 95300 2976 2575 0 99399 0
Current children cumulated CPU time: 341.12 s
Current children cumulated vsize: 409968 KiB
Current children cumulated memory: 381200 KiB

[startup+402.3 s]
/proc/loadavg: 4.59 4.41 4.23 5/250 40096
/proc/meminfo: memFree=128869264/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=431400 memory=404112 CPUtime=400.9 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 183594 0 0 0 40050 40 0 0 20 0 1 0 47091231 441753600 101028 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 107850 101028 2976 2575 0 104757 0
Current children cumulated CPU time: 400.9 s
Current children cumulated vsize: 431400 KiB
Current children cumulated memory: 404112 KiB

[startup+462.3 s]
/proc/loadavg: 5.04 4.57 4.30 5/250 40098
/proc/meminfo: memFree=128837364/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=455132 memory=434872 CPUtime=460.69 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 190902 0 0 0 46027 42 0 0 20 0 1 0 47091231 466055168 108718 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 113783 108718 2976 2575 0 110690 0
Current children cumulated CPU time: 460.69 s

################
# More data... #
################

/proc/loadavg: 4.12 4.09 4.09 5/250 40216
/proc/meminfo: memFree=128461288/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=672352 memory=663796 CPUtime=3032.59 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 275001 0 0 0 303181 78 0 0 20 0 1 0 47091231 688488448 165949 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 168088 165949 2976 2575 0 164995 0
Current children cumulated CPU time: 3032.59 s
Current children cumulated vsize: 672352 KiB
Current children cumulated memory: 663796 KiB

[startup+3102.3 s]
/proc/loadavg: 4.10 4.09 4.09 5/250 40218
/proc/meminfo: memFree=128464132/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=672352 memory=663796 CPUtime=3092.43 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 275001 0 0 0 309164 79 0 0 20 0 1 0 47091231 688488448 165949 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 168088 165949 2976 2575 0 164995 0
Current children cumulated CPU time: 3092.43 s
Current children cumulated vsize: 672352 KiB
Current children cumulated memory: 663796 KiB

[startup+3162.3 s]
/proc/loadavg: 4.08 4.08 4.09 5/249 40231
/proc/meminfo: memFree=128473408/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=684928 memory=674932 CPUtime=3152.25 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 278104 0 0 0 315145 80 0 0 20 0 1 0 47091231 701366272 168733 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 171232 168733 2976 2575 0 168139 0
Current children cumulated CPU time: 3152.25 s
Current children cumulated vsize: 684928 KiB
Current children cumulated memory: 674932 KiB

[startup+3222.3 s]
/proc/loadavg: 4.07 4.08 4.09 5/251 40238
/proc/meminfo: memFree=128455552/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=686428 memory=677748 CPUtime=3212.05 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 278789 0 0 0 321124 81 0 0 20 0 1 0 47091231 702902272 169437 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 171607 169437 2976 2575 0 168514 0
Current children cumulated CPU time: 3212.05 s
Current children cumulated vsize: 686428 KiB
Current children cumulated memory: 677748 KiB

[startup+3282.3 s]
/proc/loadavg: 4.13 4.09 4.09 5/251 40424
/proc/meminfo: memFree=128869136/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=686428 memory=677748 CPUtime=3271.82 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 279076 0 0 0 327099 83 0 0 20 0 1 0 47091231 702902272 169437 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 171607 169437 2976 2575 0 168514 0
Current children cumulated CPU time: 3271.82 s
Current children cumulated vsize: 686428 KiB
Current children cumulated memory: 677748 KiB

[startup+3342.3 s]
/proc/loadavg: 4.09 4.09 4.09 5/251 40426
/proc/meminfo: memFree=128839208/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=688500 memory=679860 CPUtime=3331.61 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 279291 0 0 0 333077 84 0 0 20 0 1 0 47091231 705024000 169965 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 172125 169965 2976 2575 0 169032 0
Current children cumulated CPU time: 3331.61 s
Current children cumulated vsize: 688500 KiB
Current children cumulated memory: 679860 KiB

[startup+3402.3 s]
/proc/loadavg: 4.20 4.12 4.10 5/251 40428
/proc/meminfo: memFree=128758824/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=685324 memory=676864 CPUtime=3391.41 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 281853 0 0 0 339055 86 0 0 20 0 1 0 47091231 701771776 169216 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 171331 169216 2976 2575 0 168238 0
Current children cumulated CPU time: 3391.41 s
Current children cumulated vsize: 685324 KiB
Current children cumulated memory: 676864 KiB

[startup+3462.3 s]
/proc/loadavg: 4.07 4.09 4.09 5/251 40430
/proc/meminfo: memFree=128753328/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=700888 memory=692300 CPUtime=3451.21 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 284614 0 0 0 345033 88 0 0 20 0 1 0 47091231 717709312 173075 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 175222 173075 2976 2575 0 172129 0
Current children cumulated CPU time: 3451.21 s
Current children cumulated vsize: 700888 KiB
Current children cumulated memory: 692300 KiB

[startup+3522.3 s]
/proc/loadavg: 4.13 4.10 4.09 5/250 40432
/proc/meminfo: memFree=128639844/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=708444 memory=699856 CPUtime=3510.99 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 286258 0 0 0 351010 89 0 0 20 0 1 0 47091231 725446656 174964 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 177111 174964 2976 2575 0 174018 0
Current children cumulated CPU time: 3510.99 s
Current children cumulated vsize: 708444 KiB
Current children cumulated memory: 699856 KiB

[startup+3582.3 s]
/proc/loadavg: 4.10 4.10 4.09 5/250 40434
/proc/meminfo: memFree=128501464/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=763512 memory=754924 CPUtime=3570.8 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 291711 0 0 0 356985 95 0 0 20 0 1 0 47091231 781836288 188731 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 190878 188731 2976 2575 0 187785 0
Current children cumulated CPU time: 3570.8 s
Current children cumulated vsize: 763512 KiB
Current children cumulated memory: 754924 KiB

[startup+3585.96 s]
# the end of solver process 40076 was just reported to runsolver
# Child status: 0

# cumulated CPU time of all completed processes:  user=3573.49 s, system=0.955512 s

Solver just ended.
??? end of watcher thread
Dumping a history of the last processes samples

[startup+3584 s]*
/proc/loadavg: 4.10 4.10 4.09 5/250 40434
/proc/meminfo: memFree=128501464/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=763512 memory=754924 CPUtime=3572.5 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 291711 0 0 0 357155 95 0 0 20 0 1 0 47091231 781836288 188731 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 190878 188731 2976 2575 0 187785 0
Current children cumulated CPU time: 3572.5 s
Current children cumulated vsize: 763512 KiB
Current children cumulated memory: 754924 KiB

[startup+3584.8 s]
/proc/loadavg: 4.10 4.10 4.09 5/250 40434
/proc/meminfo: memFree=128501464/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=763512 memory=754924 CPUtime=3573.29 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 291711 0 0 0 357234 95 0 0 20 0 1 0 47091231 781836288 188731 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 190878 188731 2976 2575 0 187785 0
Current children cumulated CPU time: 3573.29 s
Current children cumulated vsize: 763512 KiB
Current children cumulated memory: 754924 KiB

[startup+3585.6 s]
/proc/loadavg: 4.10 4.10 4.09 5/250 40434
/proc/meminfo: memFree=128501464/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=763512 memory=754924 CPUtime=3574.08 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 291711 0 0 0 357313 95 0 0 20 0 1 0 47091231 781836288 188731 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 190878 188731 2976 2575 0 187785 0
Current children cumulated CPU time: 3574.08 s
Current children cumulated vsize: 763512 KiB
Current children cumulated memory: 754924 KiB

[startup+3585.8 s]
/proc/loadavg: 4.10 4.10 4.09 5/250 40434
/proc/meminfo: memFree=128501464/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=763512 memory=754924 CPUtime=3574.28 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 291711 0 0 0 357333 95 0 0 20 0 1 0 47091231 781836288 188731 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 2 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 190878 188731 2976 2575 0 187785 0
Current children cumulated CPU time: 3574.28 s
Current children cumulated vsize: 763512 KiB
Current children cumulated memory: 754924 KiB

[startup+3585.9 s]
/proc/loadavg: 4.10 4.10 4.09 5/250 40434
/proc/meminfo: memFree=128501464/131382120 swapFree=33010416/33010684
[pid=40076] ppid=40073 vsize=763512 memory=754924 CPUtime=3574.38 cores=5,7
/proc/40076/stat : 40076 (pbsolver) R 40073 40076 39770 0 -1 4194304 291711 0 0 0 357343 95 0 0 20 0 1 0 47091231 781836288 188731 18446744073709551615 4198400 14743177 140734951032832 0 0 0 0 0 0 0 0 0 17 5 0 0 0 0 0 16769280 16853168 41242624 140734951037322 140734951037418 140734951037418 140734951043020 0
/proc/40076/statm: 190878 188731 2976 2575 0 187785 0
Current children cumulated CPU time: 3574.38 s
Current children cumulated vsize: 763512 KiB
Current children cumulated memory: 754924 KiB

Child status: 0

Real time (s): 3585.96
CPU time (s): 3574.45
CPU user time (s): 3573.49
CPU system time (s): 0.955512
CPU usage (%): 99.679
Max. virtual memory (cumulated for all children) (KiB): 763512
Max. memory (cumulated for all children) (KiB): 754924

getrusage(RUSAGE_CHILDREN,...) data:
user time used= 3573.49
system time used= 0.955512
maximum resident set size= 798644
integral shared memory size= 0
integral unshared data size= 0
integral unshared stack size= 0
page reclaims= 291721
page faults= 0
swaps= 0
block input operations= 0
block output operations= 0
messages sent= 0
messages received= 0
signals received= 0
voluntary context switches= 117
involuntary context switches= 1984


# summary of solver processes directly reported to runsolver:
#   pid: 40076
#   total CPU time (s): 3574.45
#   total CPU user time (s): 3573.49
#   total CPU system time (s): 0.955512

??? join timestamper begins
??? join timestamper ends
??? end of timestamper thread
runsolver used 17.8406 second user time and 32.9895 second system time

The end

Launcher Data

Begin job on nodeC002 at 2025-06-30 22:08:44
IDJOB=4485653
IDBENCH=146805
IDSOLVER=3366
FILE ID=nodeC002/4485653-1751314124
RUNJOBID= nodeC002-1751313774-39783
SLURM_JOB_ID= 9594319
Free space on /tmp= 433012 MiB

SOLVER NAME= SCIP-10 2025-06-13
BENCH NAME= PB24/normalized-PB06/OPT-LIN/mps-v2-20-10/plato.asu.edu/pub/unibo/normalized-mps-v2-20-10-roll3000.opb
COMMAND LINE= pbsolver -f BENCHNAME -t TIMEOUT -m MEMLIMIT
RUNSOLVER COMMAND LINE= BIN/runsolver --timestamp -w /tmp/evaluation-result-4485653-1751314124/watcher-4485653-1751314124 -o /tmp/evaluation-result-4485653-1751314124/solver-4485653-1751314124 -C 3600 -W 3700 -M 31000 --bin-var /tmp/runsolver-exch-nodeC002-1751313774-39783 --watchdog 3760  pbsolver -f HOME/instance-4485653-1751314124.opb -t 3600 -m 31000

TIME LIMIT= 3600 seconds
MEMORY LIMIT= 31000 MiB
NBCORE= 2

MD5SUM BENCH= 9da0f014fb9cbd107dd1b5ea973ba0c7
RANDOM SEED=588580567

nodeC002 Linux 5.14.0-503.14.1.el9_5.x86_64 #1 SMP PREEMPT_DYNAMIC Fri Nov 15 12:04:32 UTC 2024

/sys/devices/system/cpu/cpu0/cpufreq/scaling_governor:
performance

/proc/cpuinfo:
processor	: 0
vendor_id	: GenuineIntel
cpu family	: 6
model		: 79
model name	: Intel(R) Xeon(R) CPU E5-2637 v4 @ 3.50GHz
stepping	: 1
microcode	: 0xb00001f
cpu MHz		: 3662.436
cache size	: 15360 KB
physical id	: 0
siblings	: 4
core id		: 0
cpu cores	: 4
apicid		: 0
initial apicid	: 0
fpu		: yes
fpu_exception	: yes
cpuid level	: 20
wp		: yes
flags		: fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx pdpe1gb rdtscp lm constant_tsc arch_perfmon pebs bts rep_good nopl xtopology nonstop_tsc cpuid aperfmperf pni pclmulqdq dtes64 monitor ds_cpl vmx smx est tm2 ssse3 sdbg fma cx16 xtpr pdcm pcid dca sse4_1 sse4_2 x2apic movbe popcnt aes xsave avx f16c rdrand lahf_lm abm 3dnowprefetch cpuid_fault epb cat_l3 cdp_l3 pti tpr_shadow flexpriority ept vpid ept_ad fsgsbase tsc_adjust bmi1 hle avx2 smep bmi2 erms invpcid rtm cqm rdt_a rdseed adx smap intel_pt xsaveopt cqm_llc cqm_occup_llc cqm_mbm_total cqm_mbm_local dtherm ida arat pln pts vnmi
vmx flags	: vnmi preemption_timer posted_intr invvpid ept_x_only ept_ad ept_1gb flexpriority apicv tsc_offset vtpr mtf vapic ept vpid unrestricted_guest vapic_reg vid ple shadow_vmcs pml ept_violation_ve
bugs		: cpu_meltdown spectre_v1 spectre_v2 spec_store_bypass l1tf mds swapgs taa itlb_multihit mmio_stale_data
bogomips	: 6983.81
clflush size	: 64
cache_alignment	: 64
address sizes	: 46 bits physical, 48 bits virtual
power management:

processor	: 1
vendor_id	: GenuineIntel
cpu family	: 6
model		: 79
model name	: Intel(R) Xeon(R) CPU E5-2637 v4 @ 3.50GHz
stepping	: 1
microcode	: 0xb00001f
cpu MHz		: 3691.470
cache size	: 15360 KB
physical id	: 1
siblings	: 4
core id		: 0
cpu cores	: 4
apicid		: 16
initial apicid	: 16
fpu		: yes
fpu_exception	: yes
cpuid level	: 20
wp		: yes
flags		: fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx pdpe1gb rdtscp lm constant_tsc arch_perfmon pebs bts rep_good nopl xtopology nonstop_tsc cpuid aperfmperf pni pclmulqdq dtes64 monitor ds_cpl vmx smx est tm2 ssse3 sdbg fma cx16 xtpr pdcm pcid dca sse4_1 sse4_2 x2apic movbe popcnt aes xsave avx f16c rdrand lahf_lm abm 3dnowprefetch cpuid_fault epb cat_l3 cdp_l3 pti tpr_shadow flexpriority ept vpid ept_ad fsgsbase tsc_adjust bmi1 hle avx2 smep bmi2 erms invpcid rtm cqm rdt_a rdseed adx smap intel_pt xsaveopt cqm_llc cqm_occup_llc cqm_mbm_total cqm_mbm_local dtherm ida arat pln pts vnmi
vmx flags	: vnmi preemption_timer posted_intr invvpid ept_x_only ept_ad ept_1gb flexpriority apicv tsc_offset vtpr mtf vapic ept vpid unrestricted_guest vapic_reg vid ple shadow_vmcs pml ept_violation_ve
bugs		: cpu_meltdown spectre_v1 spectre_v2 spec_store_bypass l1tf mds swapgs taa itlb_multihit mmio_stale_data
bogomips	: 6983.81
clflush size	: 64
cache_alignment	: 64
address sizes	: 46 bits physical, 48 bits virtual
power management:

processor	: 2
vendor_id	: GenuineIntel
cpu family	: 6
model		: 79
model name	: Intel(R) Xeon(R) CPU E5-2637 v4 @ 3.50GHz
stepping	: 1
microcode	: 0xb00001f
cpu MHz		: 1197.355
cache size	: 15360 KB
physical id	: 0
siblings	: 4
core id		: 1
cpu cores	: 4
apicid		: 2
initial apicid	: 2
fpu		: yes
fpu_exception	: yes
cpuid level	: 20
wp		: yes
flags		: fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx pdpe1gb rdtscp lm constant_tsc arch_perfmon pebs bts rep_good nopl xtopology nonstop_tsc cpuid aperfmperf pni pclmulqdq dtes64 monitor ds_cpl vmx smx est tm2 ssse3 sdbg fma cx16 xtpr pdcm pcid dca sse4_1 sse4_2 x2apic movbe popcnt aes xsave avx f16c rdrand lahf_lm abm 3dnowprefetch cpuid_fault epb cat_l3 cdp_l3 pti tpr_shadow flexpriority ept vpid ept_ad fsgsbase tsc_adjust bmi1 hle avx2 smep bmi2 erms invpcid rtm cqm rdt_a rdseed adx smap intel_pt xsaveopt cqm_llc cqm_occup_llc cqm_mbm_total cqm_mbm_local dtherm ida arat pln pts vnmi
vmx flags	: vnmi preemption_timer posted_intr invvpid ept_x_only ept_ad ept_1gb flexpriority apicv tsc_offset vtpr mtf vapic ept vpid unrestricted_guest vapic_reg vid ple shadow_vmcs pml ept_violation_ve
bugs		: cpu_meltdown spectre_v1 spectre_v2 spec_store_bypass l1tf mds swapgs taa itlb_multihit mmio_stale_data
bogomips	: 6983.81
clflush size	: 64
cache_alignment	: 64
address sizes	: 46 bits physical, 48 bits virtual
power management:

processor	: 3
vendor_id	: GenuineIntel
cpu family	: 6
model		: 79
model name	: Intel(R) Xeon(R) CPU E5-2637 v4 @ 3.50GHz
stepping	: 1
microcode	: 0xb00001f
cpu MHz		: 1197.488
cache size	: 15360 KB
physical id	: 1
siblings	: 4
core id		: 1
cpu cores	: 4
apicid		: 18
initial apicid	: 18
fpu		: yes
fpu_exception	: yes
cpuid level	: 20
wp		: yes
flags		: fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx pdpe1gb rdtscp lm constant_tsc arch_perfmon pebs bts rep_good nopl xtopology nonstop_tsc cpuid aperfmperf pni pclmulqdq dtes64 monitor ds_cpl vmx smx est tm2 ssse3 sdbg fma cx16 xtpr pdcm pcid dca sse4_1 sse4_2 x2apic movbe popcnt aes xsave avx f16c rdrand lahf_lm abm 3dnowprefetch cpuid_fault epb cat_l3 cdp_l3 pti tpr_shadow flexpriority ept vpid ept_ad fsgsbase tsc_adjust bmi1 hle avx2 smep bmi2 erms invpcid rtm cqm rdt_a rdseed adx smap intel_pt xsaveopt cqm_llc cqm_occup_llc cqm_mbm_total cqm_mbm_local dtherm ida arat pln pts vnmi
vmx flags	: vnmi preemption_timer posted_intr invvpid ept_x_only ept_ad ept_1gb flexpriority apicv tsc_offset vtpr mtf vapic ept vpid unrestricted_guest vapic_reg vid ple shadow_vmcs pml ept_violation_ve
bugs		: cpu_meltdown spectre_v1 spectre_v2 spec_store_bypass l1tf mds swapgs taa itlb_multihit mmio_stale_data
bogomips	: 6983.81
clflush size	: 64
cache_alignment	: 64
address sizes	: 46 bits physical, 48 bits virtual
power management:

processor	: 4
vendor_id	: GenuineIntel
cpu family	: 6
model		: 79
model name	: Intel(R) Xeon(R) CPU E5-2637 v4 @ 3.50GHz
stepping	: 1
microcode	: 0xb00001f
cpu MHz		: 3662.476
cache size	: 15360 KB
physical id	: 0
siblings	: 4
core id		: 2
cpu cores	: 4
apicid		: 4
initial apicid	: 4
fpu		: yes
fpu_exception	: yes
cpuid level	: 20
wp		: yes
flags		: fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx pdpe1gb rdtscp lm constant_tsc arch_perfmon pebs bts rep_good nopl xtopology nonstop_tsc cpuid aperfmperf pni pclmulqdq dtes64 monitor ds_cpl vmx smx est tm2 ssse3 sdbg fma cx16 xtpr pdcm pcid dca sse4_1 sse4_2 x2apic movbe popcnt aes xsave avx f16c rdrand lahf_lm abm 3dnowprefetch cpuid_fault epb cat_l3 cdp_l3 pti tpr_shadow flexpriority ept vpid ept_ad fsgsbase tsc_adjust bmi1 hle avx2 smep bmi2 erms invpcid rtm cqm rdt_a rdseed adx smap intel_pt xsaveopt cqm_llc cqm_occup_llc cqm_mbm_total cqm_mbm_local dtherm ida arat pln pts vnmi
vmx flags	: vnmi preemption_timer posted_intr invvpid ept_x_only ept_ad ept_1gb flexpriority apicv tsc_offset vtpr mtf vapic ept vpid unrestricted_guest vapic_reg vid ple shadow_vmcs pml ept_violation_ve
bugs		: cpu_meltdown spectre_v1 spectre_v2 spec_store_bypass l1tf mds swapgs taa itlb_multihit mmio_stale_data
bogomips	: 6983.81
clflush size	: 64
cache_alignment	: 64
address sizes	: 46 bits physical, 48 bits virtual
power management:

processor	: 5
vendor_id	: GenuineIntel
cpu family	: 6
model		: 79
model name	: Intel(R) Xeon(R) CPU E5-2637 v4 @ 3.50GHz
stepping	: 1
microcode	: 0xb00001f
cpu MHz		: 3700.000
cache size	: 15360 KB
physical id	: 1
siblings	: 4
core id		: 2
cpu cores	: 4
apicid		: 20
initial apicid	: 20
fpu		: yes
fpu_exception	: yes
cpuid level	: 20
wp		: yes
flags		: fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx pdpe1gb rdtscp lm constant_tsc arch_perfmon pebs bts rep_good nopl xtopology nonstop_tsc cpuid aperfmperf pni pclmulqdq dtes64 monitor ds_cpl vmx smx est tm2 ssse3 sdbg fma cx16 xtpr pdcm pcid dca sse4_1 sse4_2 x2apic movbe popcnt aes xsave avx f16c rdrand lahf_lm abm 3dnowprefetch cpuid_fault epb cat_l3 cdp_l3 pti tpr_shadow flexpriority ept vpid ept_ad fsgsbase tsc_adjust bmi1 hle avx2 smep bmi2 erms invpcid rtm cqm rdt_a rdseed adx smap intel_pt xsaveopt cqm_llc cqm_occup_llc cqm_mbm_total cqm_mbm_local dtherm ida arat pln pts vnmi
vmx flags	: vnmi preemption_timer posted_intr invvpid ept_x_only ept_ad ept_1gb flexpriority apicv tsc_offset vtpr mtf vapic ept vpid unrestricted_guest vapic_reg vid ple shadow_vmcs pml ept_violation_ve
bugs		: cpu_meltdown spectre_v1 spectre_v2 spec_store_bypass l1tf mds swapgs taa itlb_multihit mmio_stale_data
bogomips	: 6983.81
clflush size	: 64
cache_alignment	: 64
address sizes	: 46 bits physical, 48 bits virtual
power management:

processor	: 6
vendor_id	: GenuineIntel
cpu family	: 6
model		: 79
model name	: Intel(R) Xeon(R) CPU E5-2637 v4 @ 3.50GHz
stepping	: 1
microcode	: 0xb00001f
cpu MHz		: 1197.828
cache size	: 15360 KB
physical id	: 0
siblings	: 4
core id		: 3
cpu cores	: 4
apicid		: 6
initial apicid	: 6
fpu		: yes
fpu_exception	: yes
cpuid level	: 20
wp		: yes
flags		: fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx pdpe1gb rdtscp lm constant_tsc arch_perfmon pebs bts rep_good nopl xtopology nonstop_tsc cpuid aperfmperf pni pclmulqdq dtes64 monitor ds_cpl vmx smx est tm2 ssse3 sdbg fma cx16 xtpr pdcm pcid dca sse4_1 sse4_2 x2apic movbe popcnt aes xsave avx f16c rdrand lahf_lm abm 3dnowprefetch cpuid_fault epb cat_l3 cdp_l3 pti tpr_shadow flexpriority ept vpid ept_ad fsgsbase tsc_adjust bmi1 hle avx2 smep bmi2 erms invpcid rtm cqm rdt_a rdseed adx smap intel_pt xsaveopt cqm_llc cqm_occup_llc cqm_mbm_total cqm_mbm_local dtherm ida arat pln pts vnmi
vmx flags	: vnmi preemption_timer posted_intr invvpid ept_x_only ept_ad ept_1gb flexpriority apicv tsc_offset vtpr mtf vapic ept vpid unrestricted_guest vapic_reg vid ple shadow_vmcs pml ept_violation_ve
bugs		: cpu_meltdown spectre_v1 spectre_v2 spec_store_bypass l1tf mds swapgs taa itlb_multihit mmio_stale_data
bogomips	: 6983.81
clflush size	: 64
cache_alignment	: 64
address sizes	: 46 bits physical, 48 bits virtual
power management:

processor	: 7
vendor_id	: GenuineIntel
cpu family	: 6
model		: 79
model name	: Intel(R) Xeon(R) CPU E5-2637 v4 @ 3.50GHz
stepping	: 1
microcode	: 0xb00001f
cpu MHz		: 1197.227
cache size	: 15360 KB
physical id	: 1
siblings	: 4
core id		: 3
cpu cores	: 4
apicid		: 22
initial apicid	: 22
fpu		: yes
fpu_exception	: yes
cpuid level	: 20
wp		: yes
flags		: fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx pdpe1gb rdtscp lm constant_tsc arch_perfmon pebs bts rep_good nopl xtopology nonstop_tsc cpuid aperfmperf pni pclmulqdq dtes64 monitor ds_cpl vmx smx est tm2 ssse3 sdbg fma cx16 xtpr pdcm pcid dca sse4_1 sse4_2 x2apic movbe popcnt aes xsave avx f16c rdrand lahf_lm abm 3dnowprefetch cpuid_fault epb cat_l3 cdp_l3 pti tpr_shadow flexpriority ept vpid ept_ad fsgsbase tsc_adjust bmi1 hle avx2 smep bmi2 erms invpcid rtm cqm rdt_a rdseed adx smap intel_pt xsaveopt cqm_llc cqm_occup_llc cqm_mbm_total cqm_mbm_local dtherm ida arat pln pts vnmi
vmx flags	: vnmi preemption_timer posted_intr invvpid ept_x_only ept_ad ept_1gb flexpriority apicv tsc_offset vtpr mtf vapic ept vpid unrestricted_guest vapic_reg vid ple shadow_vmcs pml ept_violation_ve
bugs		: cpu_meltdown spectre_v1 spectre_v2 spec_store_bypass l1tf mds swapgs taa itlb_multihit mmio_stale_data
bogomips	: 6983.81
clflush size	: 64
cache_alignment	: 64
address sizes	: 46 bits physical, 48 bits virtual
power management:


/proc/meminfo:
MemTotal:       131382120 kB
MemFree:        129284872 kB
MemAvailable:   128928504 kB
Buffers:            2128 kB
Cached:           447772 kB
SwapCached:           28 kB
Active:          1366192 kB
Inactive:         156768 kB
Active(anon):    1084584 kB
Inactive(anon):     6408 kB
Active(file):     281608 kB
Inactive(file):   150360 kB
Unevictable:        3072 kB
Mlocked:               0 kB
SwapTotal:      33010684 kB
SwapFree:       33010416 kB
Zswap:                 0 kB
Zswapped:              0 kB
Dirty:             15888 kB
Writeback:             0 kB
AnonPages:       1075288 kB
Mapped:           134896 kB
Shmem:             17932 kB
KReclaimable:      91172 kB
Slab:             174088 kB
SReclaimable:      91172 kB
SUnreclaim:        82916 kB
KernelStack:        4096 kB
PageTables:         5220 kB
SecPageTables:         0 kB
NFS_Unstable:          0 kB
Bounce:                0 kB
WritebackTmp:          0 kB
CommitLimit:    98701744 kB
Committed_AS:    1528312 kB
VmallocTotal:   34359738367 kB
VmallocUsed:      149432 kB
VmallocChunk:          0 kB
Percpu:             3776 kB
HardwareCorrupted:     0 kB
AnonHugePages:    475136 kB
ShmemHugePages:        0 kB
ShmemPmdMapped:        0 kB
FileHugePages:         0 kB
FilePmdMapped:         0 kB
CmaTotal:              0 kB
CmaFree:               0 kB
Unaccepted:            0 kB
HugePages_Total:       0
HugePages_Free:        0
HugePages_Rsvd:        0
HugePages_Surp:        0
Hugepagesize:       2048 kB
Hugetlb:               0 kB
DirectMap4k:      181064 kB
DirectMap2M:     8110080 kB
DirectMap1G:    127926272 kB

Free space on /tmp at the end= 432996 MiB
End job on nodeC002 at 2025-06-30 23:08:30