  Maximal upper bandwidth of returned matrix= 1
  Testing BHAP1
      XRE(I)      I  BHPIVT(I)   KROW(I)
  0.1000000E+01    1    1           1
  0.2063444E+00    2    2           2
  0.5453415E+00    3    6           3
 -0.1580819E+00    4   20           4
 -0.3105722E-01    5    6           5
 -0.1088136E+01    6   11           6
  0.1570807E+01    7   20           7
 -0.3868240E+00    8   16           8
 -0.1327789E+01    9   16           9
  0.4032291E+01   10   11          10
 -0.3984943E+00   11   18          11
  0.9841883E+00   12   13          12
  0.1247343E+01   13   20          13
  0.1461975E+01   14   16          14
  0.2214046E+01   15   17          15
  0.1028519E+01   16   20          16
  0.2079648E+01   17   19          17
  0.1603216E+01   18   20          18
  0.1858040E+01   19   19           0
 -0.1290508E+01   20   20           0
  The Max Norm is =    4.0322913765407806
  XRE(2)=    0.2063444389949818
  XRE(SIZE/2)=    4.0322913765407806
                  
  Testing BHAP2
      XRE(I)      I  BHPIVT(I)   KROW(I)
  0.1000000E+01    1    1           1
  0.2178715E+01    2    2           2
  0.1012945E+01    3    6           3
  0.3751216E+00    4   20           4
  0.3013311E+00    5    6           5
 -0.5633626E-01    6   11           6
 -0.1822702E-01    7   20           7
 -0.4307611E-02    8   16           8
 -0.9910564E-03    9   16           9
 -0.2142212E-03   10   11          10
 -0.4926650E-04   11   18          11
 -0.6956075E-05   12   13          12
  0.1726307E-05   13   20          13
 -0.1325083E-06   14   16          14
  0.2077042E-07   15   17          15
  0.1279633E-07   16   20          16
 -0.2835617E-07   17   19          17
  0.8275181E-08   18   20          18
 -0.7747061E-09   19   19           0
  0.5439936E-08   20   20           0
                  
  The Max Norm is     2.1787150446352221
                
                
  Testing BHAP3
      XRE(I)      I  BHPIVT(I)   KROW(I)
  0.1000000E+01    1    1           1
  0.5155619E-01    2    2           2
  0.9042593E+00    3    6           3
  0.3565937E+00    4   20           4
  0.8889923E-01    5    6           5
 -0.1072735E+01    6   11           6
  0.1512145E+01    7   20           7
 -0.2293525E+01    8   16           8
  0.1604982E+00    9   16           9
  0.9720993E+00   10   11          10
 -0.5842520E+00   11   18          11
  0.8639833E+00   12   13          12
  0.1259311E+00   13   20          13
 -0.1790023E+00   14   16          14
  0.1048614E+01   15   17          15
  0.2634614E+00   16   20          16
  0.1222311E+01   17   19          17
  0.1561692E+01   18   20          18
  0.7452806E-01   19   19           0
 -0.1289074E+01   20   20           0
 The Max Norm is    2.2935251704858834
  XRE(2)=    5.1556185575171165E-02
  XRE(SIZE/2)=    0.9720992684485887


Call to BHAPC

  Y vector
 Y(    1)= 0.1000000E+01
 Y(    2)=-0.5170456E+00
 Y(    3)=-0.5760890E+00
 Y(    4)=-0.3613120E+00
 Y(    5)=-0.8089988E+00
 Y(    6)=-0.1898542E+01
 Y(    7)=-0.6501946E+00
 Y(    8)=-0.2497253E+01
 Y(    9)=-0.1827317E+01
 Y(   10)= 0.2249096E+00
 Y(   11)=-0.5831571E+01
 Y(   12)=-0.3600122E+01
 Y(   13)= 0.3735908E+01
 Y(   14)= 0.2464788E+01
 Y(   15)= 0.5650530E+01
 Y(   16)= 0.2661804E+01
 Y(   17)= 0.2048346E+01
 Y(   18)= 0.2601913E+01
 Y(   19)=-0.6495497E+00
 Y(   20)=-0.1942904E+01
                  
  ESTIMATED CONDITION OF ACCUMULATED
  TRANSFORMATIONS =  34.0072177918201319
                  
  Testing BHUNPK
  Relevant part of BH array

     I    J    BH(I,J)
     1    1   0.0000000E+00
     1    2   0.1000000E+01
     1    3   0.5000000E+00
     2    1   0.1192326E+01
     2    2   0.1188108E+01
     2    3   0.1911253E+00
     3    1   0.5314654E+00
     3    2   0.2636027E+00
     3    3   0.4121962E-01
     4    1   0.3535205E-01
     4    2   0.2555916E-01
     4    3   0.9683867E-02
     5    1   0.1319819E-02
     5    2   0.2220766E-02
     5    3  -0.1971623E-03
     6    1  -0.4510177E-03
     6    2   0.1704563E-03
     6    3   0.2635024E-04
     7    1   0.1756061E-04
     7    2   0.1132605E-04
     7    3   0.1286576E-05
     8    1   0.1383043E-05
     8    2   0.6482070E-06
     8    3   0.7202418E-07
     9    1   0.7003363E-07
     9    2   0.3188191E-07
     9    3   0.3340549E-08
    10    1   0.3145448E-08
    10    2   0.1343861E-08
    10    3   0.1502516E-09
    11    1   0.1063815E-09
    11    2   0.4833281E-10
    11    3   0.3325461E-11
    12    1   0.5284099E-11
    12    2   0.1473605E-11
    12    3  -0.1958233E-12
    13    1  -0.7018309E-13
    13    2   0.3617281E-13
    13    3  -0.1573459E-14
    14    1  -0.3895955E-13
    14    2   0.2233795E-14
    14    3  -0.1364447E-15
    15    1  -0.2053139E-14
    15    2   0.1175780E-15
    15    3   0.8037530E-16
    16    1   0.1619328E-15
    16    2  -0.2799151E-16
    16    3  -0.8774360E-16
    17    1  -0.8684909E-16
    17    2   0.8395384E-16
    17    3  -0.8338280E-16
    18    1   0.3849247E-16
    18    2  -0.1610948E-15
    18    3  -0.1925781E-16
    19    1   0.4759077E-16
    19    2   0.1241711E-15
    19    3  -0.5662216E-16
    20    1   0.3423712E-17
    20    2  -0.1222361E-15
  Testing BHRPCK
  Relevant part of MAT0 array

     I    J    MAT0(I,J)
     1    1   0.1000000E+01
     1    2   0.5000000E+00
     2    1   0.1192326E+01
     2    2   0.1188108E+01
     2    3   0.1911253E+00
     3    2   0.5314654E+00
     3    3   0.2636027E+00
     3    4   0.4121962E-01
     4    3   0.3535205E-01
     4    4   0.2555916E-01
     4    5   0.9683867E-02
     5    4   0.1319819E-02
     5    5   0.2220766E-02
     5    6  -0.1971623E-03
     6    5  -0.4510177E-03
     6    6   0.1704563E-03
     6    7   0.2635024E-04
     7    6   0.1756061E-04
     7    7   0.1132605E-04
     7    8   0.1286576E-05
     8    7   0.1383043E-05
     8    8   0.6482070E-06
     8    9   0.7202418E-07
     9    8   0.7003363E-07
     9    9   0.3188191E-07
     9   10   0.3340549E-08
    10    9   0.3145448E-08
    10   10   0.1343861E-08
    10   11   0.1502516E-09
    11   10   0.1063815E-09
    11   11   0.4833281E-10
    11   12   0.3325461E-11
    12   11   0.5284099E-11
    12   12   0.1473605E-11
    12   13  -0.1958233E-12
    13   12  -0.7018309E-13
    13   13   0.3617281E-13
    13   14  -0.1573459E-14
    14   13  -0.3895955E-13
    14   14   0.2233795E-14
    14   15  -0.1364447E-15
    15   14  -0.2053139E-14
    15   15   0.1175780E-15
    15   16   0.8037530E-16
    16   15   0.1619328E-15
    16   16  -0.2799151E-16
    16   17  -0.8774360E-16
    17   16  -0.8684909E-16
    17   17   0.8395384E-16
    17   18  -0.8338280E-16
    18   17   0.3849247E-16
    18   18  -0.1610948E-15
    18   19  -0.1925781E-16
    19   18   0.4759077E-16
    19   19   0.1241711E-15
    19   20  -0.5662216E-16
    20   19   0.3423712E-17
    20   20  -0.1222361E-15
