lpx_read_cpxlp: 123 rows, 17 columns, 261 non-zeros
lpx_read_cpxlp: 147 lines were read
lpx_interior: original LP problem has 123 rows and 17 columns
lpx_interior: transformed LP problem has 140 rows and 157 columns
lpx_interior: A has 418 non-zeros
lpx_interior: S has 2170 non-zeros (upper triangle)
lpx_interior: minimal degree ordering...
lpx_interior: computing Cholesky factorization...
lpx_interior: U has 5794 non-zeros
lpx_interior: guessing initial point...
Optimization begins...
  0: obj =  -1.731631825e+00; rpi =  7.9e+00; rdi =  4.9e-01; gap =  6.3e-01
  1: obj =  -5.196580854e-01; rpi =  1.0e+00; rdi =  4.9e-02; gap =  1.0e+00
  2: obj =  -5.227116817e-01; rpi =  2.1e-01; rdi =  2.5e-02; gap =  6.1e-01
  3: obj =  -6.436771531e-01; rpi =  1.0e-01; rdi =  1.2e-02; gap =  4.2e-01
  4: obj =  -7.601544184e-01; rpi =  2.5e-02; rdi =  4.4e-03; gap =  2.1e-01
  5: obj =  -8.501360191e-01; rpi =  8.6e-03; rdi =  1.5e-03; gap =  9.8e-02
  6: obj =  -9.355881835e-01; rpi =  2.1e-03; rdi =  1.6e-04; gap =  2.4e-02
  7: obj =  -9.627362019e-01; rpi =  2.6e-04; rdi =  1.7e-05; gap =  2.8e-03
  8: obj =  -9.660661130e-01; rpi =  2.6e-05; rdi =  1.7e-06; gap =  2.8e-04
  9: obj =  -9.664003600e-01; rpi =  2.6e-06; rdi =  1.7e-07; gap =  2.8e-05
 10: obj =  -9.664337860e-01; rpi =  2.6e-07; rdi =  1.7e-08; gap =  2.8e-06
 11: obj =  -9.664371286e-01; rpi =  2.6e-08; rdi =  1.7e-09; gap =  2.8e-07
 12: obj =  -9.664374629e-01; rpi =  2.6e-09; rdi =  1.7e-10; gap =  2.8e-08
 13: obj =  -9.664374963e-01; rpi =  2.6e-10; rdi =  1.7e-11; gap =  2.8e-09
OPTIMAL SOLUTION FOUND
prim_ipt_x1= 0.500000
prim_ipt_x2= 0.500000
prim_ipt_x3= 0.500000
prim_ipt_x4= 0.500000
prim_ipt_x5= 0.500000
prim_ipt_x6= 0.500000
prim_ipt_x7= 0.500000
prim_ipt_x8= 0.500000
prim_ipt_x9= 0.500000
prim_ipt_x10= 0.500000
prim_ipt_x11= 0.500000
prim_ipt_x12= 0.500000
prim_ipt_x13= 0.500000
prim_ipt_x14= 0.500000
prim_ipt_x15= 0.500000
prim_ipt_x16= 0.500000
prim_ipt_x17= 0.500000

The max. rel= 0.891965 with a bandwidth= 68.499999(prim) 0.000000(dual)
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