ARCHTEST.  Version 5.4.  980317.  By W. W. Collier, mpdiag@acm.org

                                               09:19:03.363 980422

  Parameters initialized from file:  sunserv.
 
  This data was generated by ARCHTEST on a 4-way SUN Sparc 630
running Solaris 2.4.  ARCHTEST was compiled using Version 2.7.0
of the GNU compiler.
  
  The test was conducted under the auspices of Neil Sobrado,
Systems Administrator (sobrad22@eelab.newpaltz.edu), and
Dr. Owen B. Hill, Chair, Department of Electrical Engineering,
SUNY New Paltz.


Default answers to the following questions are shown in brackets.

Specify how to generate the data to be analyzed.
1.  Perform a real multiprocessor test.
2.  Execute the mp test code serially and with only one thread.
3.  Generate test data with relaxed events.
4.  Generate test data without relaxed events.
5.  Process output from simulation.        Choice [1]: 1
Enter the number of threads (from 2 to 8) [4]:   4
Define logical length of arrays (max=500000) [200000]:   200000

The following tests can be run:

   100  200  300  400  500  600  700  800  900 1000 1100 1200
        210  310  410  510  610  710           1010 1110 1210
   120  220  320  420  520  620  720  820  920 1020 1120 1220
                                               1030          
Specify which tests to run [all]:  

Parameters for this run:
Type of run:           1. Perform a real multiprocessor test.
Output file name:      a0000000.out.
Number of threads:     4.
Length of the arrays:  200000.
Test(s) to run:        all.

Select other options? (y,n,?)[n]  
==sss========================================================================

  Test T100.  Seek a relaxation of A(CMP,UPO,URR,WW)
                            and of A(CMP,UPO,URR,CC3).

          T0            T1            
     L0: A = 0;   L0: U[0] = A;     
     L1: A = 1;   L1: U[1] = A;     
     L2: A = 2;   L2: U[2] = A;     
     L3: A = 3;   L3: U[3] = A;     
     L4: A = 4;   L4: U[4] = A;     
     L5: A = 5;   L5: U[5] = A;     
     L6: A = 6;   L6: U[6] = A;     
     L7: A = 7;   L7: U[7] = A; etc.

  Seek 1.0.  U[i] > U[i+1].  d = U[i+1] - U[i].
   To show:  Not A(CMP,UPO,URR,WW) and not A(CMP,UPO,URR,CC3). 

  Suffix for packed simulation output:  T1: 0.

Start execution of Test T100  at               09:19:26.103 980422
  End execution of Test T100  at               09:19:26.851 980422
  Duration                                            0.748 
Start  analysis of Test T100  at               09:19:26.854 980422

Thread start, stop, and dur times.
   0.006    0.006    0.000    0.000    0.000    0.000    0.000    0.000 
   0.746    0.333    0.000    0.000    0.000    0.000    0.000    0.000 
   0.740    0.327    0.000    0.000    0.000    0.000    0.000    0.000 

Every 9999th entry of the arrays, from 0 thru 199999.
      i       U       V       X       Y
      0       0       0       0       0
   9999    7293       0       0       0
  19998   14744       0       0       0
  29997   22366       0       0       0
  39996   30030       0       0       0
  49995   37800       0       0       0
  59994   45334       0       0       0
  69993   52860       0       0       0
  79992   60357       0       0       0
  89991   67819       0       0       0
  99990   75348       0       0       0
 109989   82887       0       0       0
 119988   90455       0       0       0
 129987   98000       0       0       0
 139986  105541       0       0       0
 149985  112956       0       0       0
 159984  120403       0       0       0
 169983  127809       0       0       0
 179982  135666       0       0       0
 189981  143204       0       0       0
 199980  150740       0       0       0

  dim =    80, max = 150755, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                               1
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  1                                                                             
                                                                                
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....


 Data for calculating the percentage of time threads
were simultaneously active:                                 
  Histogram of deltas in value of consecutive array entries.
  Histogram of the lengths of strings of consecutive array
entries, all with the same value.  

   i       deltas    strings 
   0        50827          0
   1       148622      99707
   2          538      49445
   3            1          5
   4            0          0
   5            0          0
   6            0          0
   7            0          0
   8            0          0
   9            0          0
  10            0          0
  11            0          0
  12            0          0
  13            0          0
  14            0          0
  15            0          0
  16            0          0
  17            0          0
  18            0          0
  19            0          0
over           10         14
  End  analysis of Test T100  at               09:19:28.785 980422
==sss========================================================================

  Test T120.  Seek a relaxation of A(CMP,UPO,URR,WW)
                            and of A(CMP,UPO,URR,CC3).

          T0            T1            
     L0: A = 0;   L0: U[0] = A;     
     L1: A = 1;   L1: U[1] = A;     
     L2: A = 2;   L2: U[2] = A;     
     L3: A = 3;   L3: U[3] = A;     
     L4: A = 4;   L4: U[4] = A;     
     L5: A = 5;   L5: U[5] = A;     
     L6: A = 6;   L6: U[6] = A;     
     L7: A = 7;   L7: U[7] = A; etc.

  Seek 1.0.  U[i] > U[i+1].  d = U[i+1] - U[i].
   To show:  Not A(CMP,UPO,URR,WW) and not A(CMP,UPO,URR,CC3). 

  Suffix for packed simulation output:  T1: 0.

Start execution of Test T120  at               09:19:29.643 980422
  End execution of Test T120  at               09:19:30.503 980422
  Duration                                            0.860 
Start  analysis of Test T120  at               09:19:30.959 980422

Thread start, stop, and dur times.
   0.006    0.006    0.000    0.000    0.000    0.000    0.000    0.000 
   0.858    0.321    0.000    0.000    0.000    0.000    0.000    0.000 
   0.852    0.315    0.000    0.000    0.000    0.000    0.000    0.000 

Every 9999th entry of the arrays, from 0 thru 199999.
      i       U       V       X       Y
      0       0       0       0       0
   9999    6280       0       0       0
  19998   12555       0       0       0
  29997   18773       0       0       0
  39996   24941       0       0       0
  49995   31166       0       0       0
  59994   38281       0       0       0
  69993   44712       0       0       0
  79992   50995       0       0       0
  89991   57281       0       0       0
  99990   63509       0       0       0
 109989   69703       0       0       0
 119988   75824       0       0       0
 129987   82281       0       0       0
 139986   88744       0       0       0
 149985   95018       0       0       0
 159984  101194       0       0       0
 169983  107419       0       0       0
 179982  113526       0       0       0
 189981  119908       0       0       0
 199980  126316       0       0       0

  dim =    80, max = 126328, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                               1
                                                                              1 
                                                                             1  
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 1                                                                              
                                                                                
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....


 Data for calculating the percentage of time threads
were simultaneously active:                                 
  Histogram of deltas in value of consecutive array entries.
  Histogram of the lengths of strings of consecutive array
entries, all with the same value.  

   i       deltas    strings 
   0        75858          0
   1       123976      50590
   2          149      73454
   3            0         75
   4            0          1
   5            0          0
   6            0          0
   7            0          1
   8            0          0
   9            0          0
  10            0          0
  11            0          0
  12            0          0
  13            0          0
  14            0          0
  15            0          0
  16            0          0
  17            0          0
  18            0          0
  19            0          0
over           15         19
  End  analysis of Test T120  at               09:19:32.903 980422
==sss========================================================================

  Test T200.  Seek a relaxation of A(CMP,UPO,RR,WW).

          T0            T1            
     L11: A = 1;   L11: U[1] = A;     
     L12: B = 1;   L12: V[1] = B;     
     L21: A = 2;   L21: U[2] = A;     
     L22: B = 2;   L22: V[2] = B;     
     L31: A = 3;   L31: U[3] = A;     
     L32: B = 3;   L32: V[3] = B;     
     L41: A = 4;   L41: U[4] = A;     
     L42: B = 4;   L42: V[4] = B; etc.

  Seek 2.0.  U[i] > U[i+1].  d = U[i+1] - U[i].
  Seek 2.0.  V[i] > V[i+1].  d = V[i+1] - V[i].
   To show:  Not A(CMP,UPO,URR,WW) and not A(CMP,UPO,URR,CC3). 
  Seek 2.1.  V[i] > U[i+1].  d = U[i+1] - V[i]
  Seek 2.2.  U[i] > V[i]+1.  d = V[i]+1 - U[i]
   To show:  Not A(CMP,UPO,RR,WW). 

  Suffix for packed simulation output:  T1: 0.

Start execution of Test T200  at               09:19:33.805 980422
 line3
  End execution of Test T200  at               09:19:35.157 980422
  Duration                                            1.352 
Start  analysis of Test T200  at               09:19:35.161 980422

Thread start, stop, and dur times.
   0.006    0.006    0.000    0.000    0.000    0.000    0.000    0.000 
   1.350    0.615    0.000    0.000    0.000    0.000    0.000    0.000 
   1.344    0.609    0.000    0.000    0.000    0.000    0.000    0.000 

Every 9999th entry of the arrays, from 0 thru 199999.
      i       U       V       X       Y
      0      28      31       0       0
   9999   10360   10360       0       0
  19998   21086   21086       0       0
  29997   31635   31635       0       0
  39996   42326   42326       0       0
  49995   52640   52641       0       0
  59994   62724   62724       0       0
  69993   72887   72887       0       0
  79992   83626   83626       0       0
  89991   93715   93715       0       0
  99990  104065  104065       0       0
 109989  114300  114300       0       0
 119988  124870  124870       0       0
 129987  135384  135384       0       0
 139986  145821  145821       0       0
 149985  155948  155948       0       0
 159984  166271  166271       0       0
 169983  176507  176507       0       0
 179982  187126  187126       0       0
 189981  197354  197354       0       0
 199980  207592  207592       0       0

  dim =    80, max = 207612, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                              33
                                                                                
                                                                             3  
                                                                           33   
                                                                                
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  33                                                                            
 3                                                                              
                                                                                
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....


 Data for calculating the percentage of time threads
were simultaneously active:                                 
  Histogram of deltas in value of consecutive array entries.
  Histogram of the lengths of strings of consecutive array
entries, all with the same value.  

   i       deltas    strings 
   0        26252          0
   1       345527     354306
   2        28032      19344
   3           94          9
   4            4          4
   5            2          3
   6            0          2
   7            0          0
   8            1          0
   9            0          0
  10            0          2
  11            0          0
  12            0          0
  13            0          0
  14            0          0
  15            0          0
  16            0          0
  17            0          0
  18            0          0
  19            0          0
over           84         74

  Relaxed (negative) versus strong (nonnegative) behavior seen in this test. 
      0 -80        0 -60        0 -40        0 -20    47002   0        0  20 
      0 -79        0 -59        0 -39        0 -19   702999   1        0  21 
      0 -78        0 -58        0 -38        0 -18    49742   2        0  22 
      0 -77        0 -57        0 -37        0 -17      112   3        0  23 
      0 -76        0 -56        0 -36        0 -16        7   4        0  24 
      0 -75        0 -55        0 -35        0 -15        3   5        0  25 
      0 -74        0 -54        0 -34        0 -14        0   6        0  26 
      0 -73        0 -53        0 -33        0 -13        0   7        0  27 
      0 -72        0 -52        0 -32        0 -12        1   8        0  28 
      0 -71        0 -51        0 -31        0 -11        0   9        0  29 
      0 -70        0 -50        0 -30        0 -10        0  10        0  30 
      0 -69        0 -49        0 -29        0  -9        0  11        0  31 
      0 -68        0 -48        0 -28        0  -8        0  12        0  32 
      0 -67        0 -47        0 -27        0  -7        0  13        0  33 
      0 -66        0 -46        0 -26        0  -6        0  14        0  34 
      0 -65        0 -45        0 -25        0  -5        0  15        0  35 
      0 -64        0 -44        0 -24        0  -4        0  16        0  36 
      0 -63        0 -43        0 -23        0  -3        0  17        0  37 
      0 -62        0 -42        0 -22        0  -2        0  18        0  38 
      0 -61        0 -41        0 -21        0  -1        0  19        0  39

            ------ Relaxed ------    |         ------ Strong ------       
760000 |                             |                                       
720000 |                             |                                       
680000 |                             |o                                      
640000 |                             |o                                      
600000 |                             |o                                      
560000 |                             |o                                      
520000 |                             |o                                      
480000 |                             |o                                      
440000 |                             |o                                      
400000 |                             |o                                      
360000 |                             |o                                      
320000 |                             |o                                      
280000 |                             |o                                      
240000 |                             |o                                      
200000 |                             |o                                      
160000 |                             |o                                      
120000 |                             |o                                      
 80000 |                             |o                                      
 40000 |                             ooo                                     
     0 |_________._________._________.ooooo__o_._________._________._________
     -30       -20       -10         0        10        20        30        40

  Test  =     A(CMP,UPO,URR,WW).
  Nmbr  =         200.        Total   =  799992.      Min thru -81 =       0.
  Type  =       WW|RR.        Minimum =       0.      -80 thru  -1 =       0.
  Behav =      Strong.        Maximum =     510.        0 thru  39 =  799866.
  histend                     K       =  200000.       40 thru Max =     126.

  End  analysis of Test T200  at               09:19:40.835 980422
==sss========================================================================

  Test T210.  Seek a relaxation of A(CMP,UPO,RR,WW).

          T0            T1            
     L11: A = 1;   L11: U[1] = A;     
     L12: B = 1;   L12: V[1] = B;     
     L21: A = 2;   L21: U[2] = A;     
     L22: B = 2;   L22: V[2] = B;     
     L31: A = 3;   L31: U[3] = A;     
     L32: B = 3;   L32: V[3] = B;     
     L41: A = 4;   L41: U[4] = A;     
     L42: B = 4;   L42: V[4] = B; etc.

  Seek 2.0.  U[i] > U[i+1].  d = U[i+1] - U[i].
  Seek 2.0.  V[i] > V[i+1].  d = V[i+1] - V[i].
   To show:  Not A(CMP,UPO,URR,WW) and not A(CMP,UPO,URR,CC3). 
  Seek 2.1.  V[i] > U[i+1].  d = U[i+1] - V[i]
  Seek 2.2.  U[i] > V[i]+1.  d = V[i]+1 - U[i]
   To show:  Not A(CMP,UPO,RR,WW). 

  Suffix for packed simulation output:  T1: 0.

Start execution of Test T210  at               09:19:41.704 980422
  End execution of Test T210  at               09:19:43.181 980422
  Duration                                            1.477 
Start  analysis of Test T210  at               09:19:43.456 980422

Thread start, stop, and dur times.
   0.016    0.016    0.000    0.000    0.000    0.000    0.000    0.000 
   1.476    0.562    0.000    0.000    0.000    0.000    0.000    0.000 
   1.460    0.546    0.000    0.000    0.000    0.000    0.000    0.000 

Every 9999th entry of the arrays, from 0 thru 199999.
      i       U       V       X       Y
      0       0       0       0       0
   9999    8787    8787       0       0
  19998   17630   17630       0       0
  29997   26381   26381       0       0
  39996   35191   35191       0       0
  49995   44289   44289       0       0
  59994   53164   53164       0       0
  69993   61853   61853       0       0
  79992   70456   70456       0       0
  89991   79479   79479       0       0
  99990   88503   88503       0       0
 109989   97386   97386       0       0
 119988  106207  106207       0       0
 129987  115073  115073       0       0
 139986  123771  123771       0       0
 149985  132598  132598       0       0
 159984  141549  141549       0       0
 169983  150720  150720       0       0
 179982  159620  159620       0       0
 189981  168237  168237       0       0
 199980  177265  177265       0       0

  dim =    80, max = 177282, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                               3
                                                                              3 
                                                                             3  
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                                           3                                    
                                          3                                     
                                         3                                      
                                        3                                       
                                       3                                        
                                      3                                         
                                     3                                          
                                    3                                           
                                   3                                            
                                  3                                             
                                 3                                              
                                3                                               
                               3                                                
                              3                                                 
                             3                                                  
                            3                                                   
                           3                                                    
                          3                                                     
                         3                                                      
                        3                                                       
                       3                                                        
                      3                                                         
                     3                                                          
                    3                                                           
                   3                                                            
                  3                                                             
                 3                                                              
                3                                                               
               3                                                                
              3                                                                 
             3                                                                  
            3                                                                   
           3                                                                    
          3                                                                     
         3                                                                      
        3                                                                       
       3                                                                        
      3                                                                         
                                                                                
    33                                                                          
   3                                                                            
  3                                                                             
                                                                                
                                                                                
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....


 Data for calculating the percentage of time threads
were simultaneously active:                                 
  Histogram of deltas in value of consecutive array entries.
  Histogram of the lengths of strings of consecutive array
entries, all with the same value.  

   i       deltas    strings 
   0        57581          0
   1       335737     288682
   2         6603      53669
   3            9          3
   4            1          5
   5            0          0
   6            0          0
   7            1          0
   8            2          0
   9            0          0
  10            0          0
  11            0          0
  12            0          0
  13            0          0
  14            0          0
  15            0          0
  16            0          2
  17            0          0
  18            0          0
  19            0          2
over           62         52

  Relaxed (negative) versus strong (nonnegative) behavior seen in this test. 
      0 -80        0 -60        0 -40        0 -20    94237   0        0  20 
      0 -79        0 -59        0 -39        0 -19   687864   1        0  21 
      0 -78        0 -58        0 -38        0 -18    17781   2        0  22 
      0 -77        0 -57        0 -37        0 -17       10   3        0  23 
      0 -76        0 -56        0 -36        0 -16        2   4        0  24 
      0 -75        0 -55        0 -35        0 -15        1   5        3  25 
      0 -74        0 -54        0 -34        0 -14        0   6        0  26 
      0 -73        0 -53        0 -33        0 -13        1   7        0  27 
      0 -72        0 -52        0 -32        0 -12        3   8        0  28 
      0 -71        0 -51        0 -31        0 -11        0   9        0  29 
      0 -70        0 -50        0 -30        0 -10        0  10        0  30 
      0 -69        0 -49        0 -29        0  -9        0  11        0  31 
      0 -68        0 -48        0 -28        0  -8        0  12        0  32 
      0 -67        0 -47        0 -27        0  -7        0  13        0  33 
      0 -66        0 -46        0 -26        0  -6        0  14        0  34 
      0 -65        0 -45        0 -25        0  -5        0  15        0  35 
      0 -64        0 -44        0 -24        0  -4        0  16        0  36 
      0 -63        0 -43        0 -23        0  -3        0  17        0  37 
      0 -62        0 -42        0 -22        0  -2        0  18        0  38 
      0 -61        0 -41        0 -21        0  -1        0  19        0  39

            ------ Relaxed ------    |         ------ Strong ------       
760000 |                             |                                       
720000 |                             |                                       
680000 |                             |o                                      
640000 |                             |o                                      
600000 |                             |o                                      
560000 |                             |o                                      
520000 |                             |o                                      
480000 |                             |o                                      
440000 |                             |o                                      
400000 |                             |o                                      
360000 |                             |o                                      
320000 |                             |o                                      
280000 |                             |o                                      
240000 |                             |o                                      
200000 |                             |o                                      
160000 |                             |o                                      
120000 |                             |o                                      
 80000 |                             oo                                      
 40000 |                             oo                                      
     0 |_________._________._________.ooooo_oo_._________.____o____._________
     -30       -20       -10         0        10        20        30        40

  Test  =     A(CMP,UPO,URR,WW).
  Nmbr  =         210.        Total   =  799992.      Min thru -81 =       0.
  Type  =       WW|RR.        Minimum =       0.      -80 thru  -1 =       0.
  Behav =      Strong.        Maximum =     220.        0 thru  39 =  799902.
  histend                     K       =  200000.       40 thru Max =      90.

  End  analysis of Test T210  at               09:19:49.043 980422
==sss========================================================================

  Test T220.  Seek a relaxation of A(CMP,UPO,RR,WW).

          T0            T1            
     L11: A = 1;   L11: U[1] = A;     
     L12: B = 1;   L12: V[1] = B;     
     L21: A = 2;   L21: U[2] = A;     
     L22: B = 2;   L22: V[2] = B;     
     L31: A = 3;   L31: U[3] = A;     
     L32: B = 3;   L32: V[3] = B;     
     L41: A = 4;   L41: U[4] = A;     
     L42: B = 4;   L42: V[4] = B; etc.

  Seek 2.0.  U[i] > U[i+1].  d = U[i+1] - U[i].
  Seek 2.0.  V[i] > V[i+1].  d = V[i+1] - V[i].
   To show:  Not A(CMP,UPO,URR,WW) and not A(CMP,UPO,URR,CC3). 
  Seek 2.1.  V[i] > U[i+1].  d = U[i+1] - V[i]
  Seek 2.2.  U[i] > V[i]+1.  d = V[i]+1 - U[i]
   To show:  Not A(CMP,UPO,RR,WW). 

  Suffix for packed simulation output:  T1: 0.

Start execution of Test T220  at               09:19:49.908 980422
  End execution of Test T220  at               09:19:51.370 980422
  Duration                                            1.462 
Start  analysis of Test T220  at               09:19:51.822 980422

Thread start, stop, and dur times.
   0.005    0.005    0.000    0.000    0.000    0.000    0.000    0.000 
   1.460    0.546    0.000    0.000    0.000    0.000    0.000    0.000 
   1.455    0.541    0.000    0.000    0.000    0.000    0.000    0.000 

Every 9999th entry of the arrays, from 0 thru 199999.
      i       U       V       X       Y
      0       0       0       0       0
   9999    8724    8724       0       0
  19998   17250   17250       0       0
  29997   26055   26055       0       0
  39996   35163   35163       0       0
  49995   44221   44221       0       0
  59994   53072   53073       0       0
  69993   61975   61975       0       0
  79992   70924   70924       0       0
  89991   79743   79743       0       0
  99990   88542   88542       0       0
 109989   97264   97264       0       0
 119988  105893  105893       0       0
 129987  114913  114913       0       0
 139986  123992  123993       0       0
 149985  132798  132799       0       0
 159984  141598  141598       0       0
 169983  150408  150408       0       0
 179982  159178  159178       0       0
 189981  167910  167910       0       0
 199980  176737  176737       0       0

  dim =    80, max = 176754, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                               3
                                                                              3 
                                                                             3  
                                                                            3   
                                                                           3    
                                                                          3     
                                                                         3      
                                                                        3       
                                                                       3        
                                                                      3         
                                                                     3          
                                                                    3           
                                                                   3            
                                                                  3             
                                                                 3              
                                                                3               
                                                               3                
                                                              3                 
                                                             3                  
                                                            3                   
                                                           3                    
                                                          3                     
                                                         3                      
                                                        3                       
                                                       3                        
                                                      3                         
                                                     3                          
                                                    3                           
                                                   3                            
                                                  3                             
                                                 3                              
                                                3                               
                                               3                                
                                              3                                 
                                             3                                  
                                            3                                   
                                           3                                    
                                          3                                     
                                         3                                      
                                        3                                       
                                       3                                        
                                      3                                         
                                     3                                          
                                    3                                           
                                   3                                            
                                  3                                             
                                 3                                              
                                3                                               
                               3                                                
                              3                                                 
                             3                                                  
                            3                                                   
                           3                                                    
                          3                                                     
                         3                                                      
                        3                                                       
                       3                                                        
                      3                                                         
                     3                                                          
                    3                                                           
                   3                                                            
                  3                                                             
                 3                                                              
                3                                                               
               3                                                                
                                                                                
              3                                                                 
             3                                                                  
            3                                                                   
           3                                                                    
          3                                                                     
         3                                                                      
        3                                                                       
       3                                                                        
      3                                                                         
     3                                                                          
   33                                                                           
  3                                                                             
                                                                                
                                                                                
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....


 Data for calculating the percentage of time threads
were simultaneously active:                                 
  Histogram of deltas in value of consecutive array entries.
  Histogram of the lengths of strings of consecutive array
entries, all with the same value.  

   i       deltas    strings 
   0        62892          0
   1       324280     276893
   2        12783      60172
   3            3          4
   4            4          1
   5            0          0
   6            0          0
   7            0          0
   8            0          0
   9            0          0
  10            0          0
  11            0          0
  12            0          0
  13            0          0
  14            0          0
  15            0          0
  16            0          0
  17            0          0
  18            0          0
  19            0          0
over           34         34

  Relaxed (negative) versus strong (nonnegative) behavior seen in this test. 
      0 -80        0 -60        0 -40        0 -20   111666   0        0  20 
      0 -79        0 -59        0 -39        0 -19   651752   1        0  21 
      0 -78        0 -58        0 -38        0 -18    36513   2        0  22 
      0 -77        0 -57        0 -37        0 -17        6   3        0  23 
      0 -76        0 -56        0 -36        0 -16        4   4        0  24 
      0 -75        0 -55        0 -35        0 -15        0   5        0  25 
      0 -74        0 -54        0 -34        0 -14        0   6        0  26 
      0 -73        0 -53        0 -33        0 -13        0   7        2  27 
      0 -72        0 -52        0 -32        0 -12        0   8        1  28 
      0 -71        0 -51        0 -31        0 -11        0   9        1  29 
      0 -70        0 -50        0 -30        0 -10        0  10        2  30 
      0 -69        0 -49        0 -29        0  -9        0  11        0  31 
      0 -68        0 -48        0 -28        0  -8        0  12        0  32 
      0 -67        0 -47        0 -27        0  -7        0  13        0  33 
      0 -66        0 -46        0 -26        0  -6        0  14        0  34 
      0 -65        0 -45        0 -25        0  -5        0  15        0  35 
      0 -64        0 -44        0 -24        0  -4        0  16        0  36 
      0 -63        0 -43        0 -23        0  -3        0  17        0  37 
      0 -62        0 -42        0 -22        0  -2        0  18        0  38 
      0 -61        0 -41        0 -21        0  -1        0  19        0  39

            ------ Relaxed ------    |         ------ Strong ------       
760000 |                             |                                       
720000 |                             |                                       
680000 |                             |                                       
640000 |                             |o                                      
600000 |                             |o                                      
560000 |                             |o                                      
520000 |                             |o                                      
480000 |                             |o                                      
440000 |                             |o                                      
400000 |                             |o                                      
360000 |                             |o                                      
320000 |                             |o                                      
280000 |                             |o                                      
240000 |                             |o                                      
200000 |                             |o                                      
160000 |                             |o                                      
120000 |                             |o                                      
 80000 |                             oo                                      
 40000 |                             oo                                      
     0 |_________._________._________.oooo_____._________.______oooo_________
     -30       -20       -10         0        10        20        30        40

  Test  =     A(CMP,UPO,URR,WW).
  Nmbr  =         220.        Total   =  799992.      Min thru -81 =       0.
  Type  =       WW|RR.        Minimum =       0.      -80 thru  -1 =       0.
  Behav =      Strong.        Maximum =     270.        0 thru  39 =  799947.
  histend                     K       =  200000.       40 thru Max =      45.

  End  analysis of Test T220  at               09:19:57.402 980422
==sss========================================================================

  Test T300.  Seek a relaxation of A(CMP,UPO,URR,WW).

        T0       T1         T2         T3         T4        T5  
      A = 0;  U[0] = A;  V[0] = B;  X[0] = A;  Y[0] = B;  B = 0;
      B = 1;  U[1] = A;  V[1] = B;  X[1] = A;  Y[1] = B;  A = 1;
      A = 2;  U[2] = A;  V[2] = B;  X[2] = A;  Y[2] = B;  B = 2;
      B = 3;  U[3] = A;  V[3] = B;  X[3] = A;  Y[3] = B;  A = 3;
      A = 4;  U[4] = A;  V[4] = B;  X[4] = A;  Y[4] = B;  B = 4;
      B = 5;  U[5] = A;  V[5] = B;  X[5] = A;  Y[5] = B;  A = 5;
      A = 6;  U[6] = A;  V[6] = B;  X[6] = A;  Y[6] = B;  B = 6;
      B = 7;  U[7] = A;  V[7] = B;  X[7] = A;  Y[7] = B;  A = 7; etc.

   Seek 3.0.  U[i] > U[j] and both have the same parity.
   Seek 3.0.  V[i] > V[j] and both have the same parity.
   Seek 3.0.  X[i] > X[j] and both have the same parity.
   Seek 3.0.  Y[i] > Y[j] and both have the same parity.
   To show:  Not A(CMP,UPO,URR,WW) and not A(CMP,UPO,URR,CC3). 

      Let i+ > i and j+ > j.                                    

   Seek 3.1.  0 < U[i+] < V[j] < V[j+] < U[i].  d = U[i] - V[j+].
                   is      is     is      is     
                  odd     even   odd     even    
   Seek 3.2.  0 < U[i+] < V[j] < V[j+] < U[i]   d = U[i] - V[j+].
                   is      is     is      is     
                  even    odd    even    odd     
   To show:  Not A(CMP,UPO,URR,WW). 
                                                 

  Suffixes for packed simulation output:  T1: 0; T2: 1; T3: 2; T4: 3.

Start execution of Test T300  at               09:19:58.264 980422
  End execution of Test T300  at               09:19:59.056 980422
  Duration                                            0.792 
Start  analysis of Test T300  at               09:19:59.058 980422

Thread start, stop, and dur times.
   0.206    0.206    0.396    0.206    0.000    0.000    0.000    0.000 
   0.788    0.479    0.725    0.559    0.000    0.000    0.000    0.000 
   0.582    0.273    0.329    0.353    0.000    0.000    0.000    0.000 

Every 9999th entry of the arrays, from 0 thru 199999.
      i       U       V       X       Y
      0  147017       0       0       0
   9999  158813   14394       0       0
  19998  116414   18539       0       0
  29997  182517   41770       0       0
  39996  195009   37047       0       0
  49995  144326   46767       0       0
  59994  154842   83022       0       0
  69993  165520   97028       0       0
  79992  176444  112790       0       0
  89991  187274   85031       0       0
  99990  199826  140400       0       0
 109989  213080  153006       0       0
 119988  226154  165936       0       0
 129987  239408  177468       0       0
 139986  252656  189764       0       0
 149985  266056  139631       0       0
 159984  279428  150585       0       0
 169983  292710  161199       0       0
 179982  306188  172243       0       0
 189981  319532  182879       0       0
 199980  333656  193351       0       0

  dim =    80, max = 333683, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                              11
                                                                             1  
                                                                            1   
                                                                           1    
                                                                          1     
                                                                        11      
                                                                       1        
                                                                      1         
                                                                     1          
                                                                   11           
                                                                  1             
                                                                 1              
                                                                1               
                                                              11                
                                                             1                  
                                                            1                   
                                                           1                    
                                                          1                     
                                                        11                      
                                                       1                        
                                                      1                         
                                                     1                          
                                                   11                           
                                                  1                             
                                                 1                              
                                                1                               
                                              11                                
                                             1                                  
                                            1                                   
                                           1                                    
                                         11                                     
                                        1                                       
                 1                     1                  2                     
               1                      1                  2                     2
              1                     11                  2                    22 
             1                     1                                        2   
           11                    11                 22                    22    
          1                     1                  2                     2      
        11                    11                                       22       
                             1                  22                    2         
                           11                  2                    22          
    1                     1                   2                    2            
                        11                  2                    22             
                      11                   2                    2               
11                   1                    2                   22                
                   11                    2                   2                  
                  1                                        22                   
                1                     2                                         
                                     2                 2                        
                                    2                 2                         
                                   2                                            
                                 2                2                             
       1                                                                        
     11                                                                         
   1                          2              2                                  
  1                          2                                                  
                            2                                                   
                           2           22                                       
                         22                                                     
                                                                                
                                  2                                             
                      2         2                                               
                               2                                                
                                                                                
                                                                                
                 2                                                              
                2       2                                                       
               2       2                                                        
              2     22                                                          
             2    22                                                            
                                                                                
                                                                                
                                                                                
           22                                                                   
      2  22                                                                     
     2  2                                                                       
       2                                                                        
    2                                                                           
  22                                                                            
                                                                                
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....


  Relaxed (negative) versus strong (nonnegative) behavior seen in this test. 
      0 -80        0 -60        0 -40        0 -20   524814   0        5  20 
      0 -79        0 -59        0 -39        0 -19      378   1        4  21 
      0 -78        0 -58        0 -38        0 -18   225757   2        2  22 
      0 -77        0 -57        0 -37        0 -17     5279   3        4  23 
      0 -76        0 -56        0 -36        0 -16    44402   4        0  24 
      0 -75        0 -55        0 -35        0 -15    12455   5        6  25 
      0 -74        0 -54        0 -34        0 -14     2939   6        0  26 
      0 -73        0 -53        0 -33        0 -13     3402   7        4  27 
      0 -72        0 -52        0 -32        0 -12     1887   8        3  28 
      0 -71        0 -51        0 -31        0 -11     3050   9        1  29 
      0 -70        0 -50        0 -30        0 -10       71  10        1  30 
      0 -69        0 -49        0 -29        0  -9      275  11        2  31 
      0 -68        0 -48        0 -28        0  -8       26  12        0  32 
      0 -67        0 -47        0 -27        0  -7       73  13        2  33 
      0 -66        0 -46        0 -26        0  -6       16  14        1  34 
      0 -65        0 -45        0 -25        0  -5       14  15        3  35 
      0 -64        0 -44        0 -24        0  -4       10  16        0  36 
      0 -63        0 -43        0 -23        0  -3       22  17        2  37 
      0 -62        0 -42        0 -22        0  -2       14  18        0  38 
      0 -61        0 -41        0 -21        0  -1        8  19        3  39

            ------ Relaxed ------    |         ------ Strong ------       
760000 |                             |                                       
720000 |                             |                                       
680000 |                             |                                       
640000 |                             |                                       
600000 |                             |                                       
560000 |                             |                                       
520000 |                             o                                       
480000 |                             o                                       
440000 |                             o                                       
400000 |                             o                                       
360000 |                             o                                       
320000 |                             o                                       
280000 |                             o                                       
240000 |                             o                                       
200000 |                             o o                                     
160000 |                             o o                                     
120000 |                             o o                                     
 80000 |                             o o                                     
 40000 |                             o o o                                   
     0 |_________._________._________.ooooooooooooooooooooooo_o_ooooo_ooo_o_o
     -30       -20       -10         0        10        20        30        40

  Test  =     A(CMP,UPO,URR,WW).
  Nmbr  =         300.        Total   =  857451.      Min thru -81 =       0.
  Type  =      URR|WW.        Minimum =       0.      -80 thru  -1 =       0.
  Behav =      Strong.        Maximum =  146989.        0 thru  39 =  824935.
  histend                     K       =  200000.       40 thru Max =   32516.

  End  analysis of Test T300  at               09:20:11.834 980422
==sss========================================================================

  Test T310.  Seek a relaxation of A(CMP,UPO,URR,WW).

        T0       T1         T2         T3         T4        T5  
      A = 0;  U[0] = A;  V[0] = B;  X[0] = A;  Y[0] = B;  B = 0;
      B = 1;  U[1] = A;  V[1] = B;  X[1] = A;  Y[1] = B;  A = 1;
      A = 2;  U[2] = A;  V[2] = B;  X[2] = A;  Y[2] = B;  B = 2;
      B = 3;  U[3] = A;  V[3] = B;  X[3] = A;  Y[3] = B;  A = 3;
      A = 4;  U[4] = A;  V[4] = B;  X[4] = A;  Y[4] = B;  B = 4;
      B = 5;  U[5] = A;  V[5] = B;  X[5] = A;  Y[5] = B;  A = 5;
      A = 6;  U[6] = A;  V[6] = B;  X[6] = A;  Y[6] = B;  B = 6;
      B = 7;  U[7] = A;  V[7] = B;  X[7] = A;  Y[7] = B;  A = 7; etc.

   Seek 3.0.  U[i] > U[j] and both have the same parity.
   Seek 3.0.  V[i] > V[j] and both have the same parity.
   Seek 3.0.  X[i] > X[j] and both have the same parity.
   Seek 3.0.  Y[i] > Y[j] and both have the same parity.
   To show:  Not A(CMP,UPO,URR,WW) and not A(CMP,UPO,URR,CC3). 

      Let i+ > i and j+ > j.                                    

   Seek 3.1.  0 < U[i+] < V[j] < V[j+] < U[i].  d = U[i] - V[j+].
                   is      is     is      is     
                  odd     even   odd     even    
   Seek 3.2.  0 < U[i+] < V[j] < V[j+] < U[i]   d = U[i] - V[j+].
                   is      is     is      is     
                  even    odd    even    odd     
   To show:  Not A(CMP,UPO,URR,WW). 
                                                 

  Suffixes for packed simulation output:  T1: 0; T2: 1; T3: 2; T4: 3.

Start execution of Test T310  at               09:20:12.695 980422
  End execution of Test T310  at               09:20:13.340 980422
  Duration                                            0.645 
Start  analysis of Test T310  at               09:20:13.792 980422

Thread start, stop, and dur times.
   0.019    0.019    0.019    0.019    0.000    0.000    0.000    0.000 
   0.641    0.393    0.371    0.371    0.000    0.000    0.000    0.000 
   0.622    0.374    0.352    0.352    0.000    0.000    0.000    0.000 

Every 9999th entry of the arrays, from 0 thru 199999.
      i       U       V       X       Y
      0       0     105       0       0
   9999    9015   10080       0       0
  19998   19899   20550       0       0
  29997   30213   30590       0       0
  39996   31478   40296       0       0
  49995   50957   50838       0       0
  59994   61049   61168       0       0
  69993   70645   71044       0       0
  79992   81137   81098       0       0
  89991   92087   91672       0       0
  99990   77502  101366       0       0
 109989  111803   84703       0       0
 119988  121825   92325       0       0
 129987  131257  130722       0       0
 139986  141351  141040       0       0
 149985  151493  115601       0       0
 159984  123746  161650       0       0
 169983  133780  133293       0       0
 179982  166359  142267       0       0
 189981  150456  150007       0       0
 199980  182259  158919       0       0

  dim =    80, max = 182284, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                               2
                                                                            1   
                                                                                
                                                                          1     
                                                                          2     
                                                                         2      
                                                                        2       
                                                                      1         
                                                                2               
                                                               3                
                                                              1                1
                                                             1                3 
                                                            1                3  
                                                           3                2   
                                                          1                3    
                                                          2              1      
                                                         3              1       
                                                                       3        
                                                       1              2         
                                                      2              3          
                                                     3              3           
                                                                   3            
                                                   1              1             
                                                   2             12             
                                                  2             12              
                                                 3                              
                                                2             2                 
                                               2             2                  
                                              3             2                   
                                             3                                  
                                                                                
                                           3            1                       
                                                       22                       
                                         2            1                         
                                        2                                       
                                       1            3                           
                                      1                                         
                                      2           1                             
                                     1          1                               
                                    3          1                                
                                   1                                            
                                  3                                             
                                 3          3                                   
                                3         1                                     
                                         12                                     
                               3        1                                       
                              1        2                                        
                             1                                                  
                                     2                                          
                           3       2                                            
                          3                                                     
                         3                                                      
                        2                                                       
                                                                                
                             22                                                 
                      3     3                                                   
                     3                                                          
                    1                                                           
                   1                                                            
                  1     1                                                       
                 3     3                                                        
                                                                                
                    2                                                           
                   2                                                            
              2   2                                                             
             1                                                                  
            1  33                                                               
           3  1                                                                 
             2                                                                  
         2  2                                                                   
        2                                                                       
        1 3                                                                     
       1 1                                                                      
      22                                                                        
     31                                                                         
    3                                                                           
   2                                                                            
  11                                                                            
  2                                                                             
                                                                                
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....


  Relaxed (negative) versus strong (nonnegative) behavior seen in this test. 
      0 -80        0 -60        0 -40        0 -20   542025   0        5  20 
      0 -79        0 -59        0 -39        0 -19     3096   1       21  21 
      0 -78        0 -58        0 -38        0 -18   190494   2        1  22 
      0 -77        0 -57        0 -37        0 -17    20289   3       15  23 
      0 -76        0 -56        0 -36        0 -16    59864   4        0  24 
      0 -75        0 -55        0 -35        0 -15    45425   5       17  25 
      0 -74        0 -54        0 -34        0 -14     6966   6        0  26 
      0 -73        0 -53        0 -33        0 -13    17807   7       13  27 
      0 -72        0 -52        0 -32        0 -12      369   8        0  28 
      0 -71        0 -51        0 -31        0 -11     8893   9       13  29 
      0 -70        0 -50        0 -30        0 -10      115  10        1  30 
      0 -69        0 -49        0 -29        0  -9      533  11        9  31 
      0 -68        0 -48        0 -28        0  -8       37  12        0  32 
      0 -67        0 -47        0 -27        0  -7       95  13       15  33 
      0 -66        0 -46        0 -26        0  -6       24  14        0  34 
      0 -65        0 -45        0 -25        0  -5       68  15        7  35 
      0 -64        0 -44        0 -24        0  -4        9  16        0  36 
      0 -63        0 -43        0 -23        0  -3       45  17       12  37 
      0 -62        0 -42        0 -22        0  -2       10  18        0  38 
      0 -61        0 -41        0 -21        0  -1       25  19       12  39

            ------ Relaxed ------    |         ------ Strong ------       
760000 |                             |                                       
720000 |                             |                                       
680000 |                             |                                       
640000 |                             |                                       
600000 |                             |                                       
560000 |                             |                                       
520000 |                             o                                       
480000 |                             o                                       
440000 |                             o                                       
400000 |                             o                                       
360000 |                             o                                       
320000 |                             o                                       
280000 |                             o                                       
240000 |                             o                                       
200000 |                             o                                       
160000 |                             o o                                     
120000 |                             o o                                     
 80000 |                             o o                                     
 40000 |                             o o oo                                  
     0 |_________._________._________.ooooooooooooooooooooooo_o_o_ooo_o_o_o_o
     -30       -20       -10         0        10        20        30        40

  Test  =     A(CMP,UPO,URR,WW).
  Nmbr  =         310.        Total   =  897205.      Min thru -81 =       0.
  Type  =      URR|WW.        Minimum =       0.      -80 thru  -1 =       0.
  Behav =      Strong.        Maximum =     545.        0 thru  39 =  896330.
  histend                     K       =  200000.       40 thru Max =     875.

  End  analysis of Test T310  at               09:20:28.265 980422
==sss========================================================================

  Test T320.  Seek a relaxation of A(CMP,UPO,URR,WW).

        T0       T1         T2         T3         T4        T5  
      A = 0;  U[0] = A;  V[0] = B;  X[0] = A;  Y[0] = B;  B = 0;
      B = 1;  U[1] = A;  V[1] = B;  X[1] = A;  Y[1] = B;  A = 1;
      A = 2;  U[2] = A;  V[2] = B;  X[2] = A;  Y[2] = B;  B = 2;
      B = 3;  U[3] = A;  V[3] = B;  X[3] = A;  Y[3] = B;  A = 3;
      A = 4;  U[4] = A;  V[4] = B;  X[4] = A;  Y[4] = B;  B = 4;
      B = 5;  U[5] = A;  V[5] = B;  X[5] = A;  Y[5] = B;  A = 5;
      A = 6;  U[6] = A;  V[6] = B;  X[6] = A;  Y[6] = B;  B = 6;
      B = 7;  U[7] = A;  V[7] = B;  X[7] = A;  Y[7] = B;  A = 7; etc.

   Seek 3.0.  U[i] > U[j] and both have the same parity.
   Seek 3.0.  V[i] > V[j] and both have the same parity.
   Seek 3.0.  X[i] > X[j] and both have the same parity.
   Seek 3.0.  Y[i] > Y[j] and both have the same parity.
   To show:  Not A(CMP,UPO,URR,WW) and not A(CMP,UPO,URR,CC3). 

      Let i+ > i and j+ > j.                                    

   Seek 3.1.  0 < U[i+] < V[j] < V[j+] < U[i].  d = U[i] - V[j+].
                   is      is     is      is     
                  odd     even   odd     even    
   Seek 3.2.  0 < U[i+] < V[j] < V[j+] < U[i]   d = U[i] - V[j+].
                   is      is     is      is     
                  even    odd    even    odd     
   To show:  Not A(CMP,UPO,URR,WW). 
                                                 

  Suffixes for packed simulation output:  T1: 0; T2: 1; T3: 2; T4: 3.

Start execution of Test T320  at               09:20:29.127 980422
  End execution of Test T320  at               09:20:30.222 980422
  Duration                                            1.095 
Start  analysis of Test T320  at               09:20:31.037 980422

Thread start, stop, and dur times.
   0.163    0.163    0.163    0.163    0.000    0.000    0.000    0.000 
   1.092    0.664    0.491    0.492    0.000    0.000    0.000    0.000 
   0.929    0.501    0.328    0.329    0.000    0.000    0.000    0.000 

Every 9999th entry of the arrays, from 0 thru 199999.
      i       U       V       X       Y
      0      79       0       0       0
   9999    6177    4779       0       0
  19998   12145   12052       0       0
  29997   17573   15181       0       0
  39996   19994   20229       0       0
  49995   29155   25221       0       0
  59994   29792   30059       0       0
  69993   41003   41392       0       0
  79992   46967   47356       0       0
  89991   45144   45033       0       0
  99990   59615   59406       0       0
 109989   65627   65294       0       0
 119988   71581   71612       0       0
 129987   77575   77546       0       0
 139986   83479   83536       0       0
 149985   89249   89678       0       0
 159984   95517   74747       0       0
 169983   79858   79899       0       0
 179982  106595  106996       0       0
 189981  112401  112876       0       0
 199980  118229  118802       0       0

  dim =    80, max = 118815, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                               3
                                                                              3 
                                                                             3  
                                                                                
                                                                                
                                                                          2     
                                                                         3      
                                                                        3       
                                                                       1        
                                                                      2         
                                                                     1          
                                                                    3           
                                                                  3             
                                                                 3              
                                                                3               
                                                               2                
                                                              1                 
                                                             3                  
                                                            2               3   
                                                           21              3    
                                                           1              1     
                                                          3                     
                                                         3             2        
                                                        3             1         
                                                       3             2          
                                                      2                         
                                                     1             3            
                                                    1                           
                                                   1                            
                                                  3            1                
                                                 3            2                 
                                                                                
                                               1                                
                                              3       1                         
                                             3       2                          
                                                    2                           
                                           3       2                            
                                          3                                     
                                                3                               
                                        2      2                                
                                       3                                        
                                                                                
                                     1      3                                   
                                    2                                           
                                   2     3                                      
                                  1     1                                       
                                                                                
                                2     3                                         
                               2     2                                          
                              2     1                                           
                             21    1                                            
                             1   22                                             
                            1   11                                              
                          21   1                                                
                          1                                                     
                        21  2                                                   
                       2   2                                                    
                      21                                                        
                     21  2                                                      
                     1  1                                                       
                    1                                                           
                  21                                                            
                 2  2                                                           
                   2                                                            
               2  1                                                             
                 1                                                              
             2  3                                                               
            2121                                                                
           2  1                                                                 
          211                                                                   
         11                                                                     
        3                                                                       
         2                                                                      
      1                                                                         
     123                                                                        
    22                                                                          
   11                                                                           
  12                                                                            
 12                                                                             
                                                                                
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....


  Relaxed (negative) versus strong (nonnegative) behavior seen in this test. 
      0 -80        0 -60        0 -40        0 -20   617706   0        2  20 
      0 -79        0 -59        0 -39        0 -19       33   1       19  21 
      0 -78        0 -58        0 -38        0 -18   160744   2        2  22 
      0 -77        0 -57        0 -37        0 -17    42762   3       16  23 
      0 -76        0 -56        0 -36        0 -16    16719   4        2  24 
      0 -75        0 -55        0 -35        0 -15    20313   5       16  25 
      0 -74        0 -54        0 -34        0 -14     3692   6        0  26 
      0 -73        0 -53        0 -33        0 -13     5840   7       12  27 
      0 -72        0 -52        0 -32        0 -12      834   8        0  28 
      0 -71        0 -51        0 -31        0 -11     2924   9       13  29 
      0 -70        0 -50        0 -30        0 -10      182  10        1  30 
      0 -69        0 -49        0 -29        0  -9      906  11       11  31 
      0 -68        0 -48        0 -28        0  -8       34  12        0  32 
      0 -67        0 -47        0 -27        0  -7      175  13       16  33 
      0 -66        0 -46        0 -26        0  -6       26  14        0  34 
      0 -65        0 -45        0 -25        0  -5       80  15       16  35 
      0 -64        0 -44        0 -24        0  -4        5  16        0  36 
      0 -63        0 -43        0 -23        0  -3       36  17       13  37 
      0 -62        0 -42        0 -22        0  -2        0  18        0  38 
      0 -61        0 -41        0 -21        0  -1       23  19       15  39

            ------ Relaxed ------    |         ------ Strong ------       
760000 |                             |                                       
720000 |                             |                                       
680000 |                             |                                       
640000 |                             |                                       
600000 |                             o                                       
560000 |                             o                                       
520000 |                             o                                       
480000 |                             o                                       
440000 |                             o                                       
400000 |                             o                                       
360000 |                             o                                       
320000 |                             o                                       
280000 |                             o                                       
240000 |                             o                                       
200000 |                             o                                       
160000 |                             o o                                     
120000 |                             o o                                     
 80000 |                             o o                                     
 40000 |                             o oo                                    
     0 |_________._________._________.ooooooooooooooooo_ooooooo_o_ooo_o_o_o_o
     -30       -20       -10         0        10        20        30        40

  Test  =     A(CMP,UPO,URR,WW).
  Nmbr  =         320.        Total   =  874035.      Min thru -81 =       0.
  Type  =      URR|WW.        Minimum =       0.      -80 thru  -1 =       0.
  Behav =      Strong.        Maximum =    7715.        0 thru  39 =  873188.
  histend                     K       =  200000.       40 thru Max =     847.

  End  analysis of Test T320  at               09:20:42.333 980422
==sss========================================================================

  Test T400.  Seek a relaxation of both A(CMP,UPO,WW,WR)
                                    and A(CMP,UPO,WR,CC3)
                             or of both A(CMP,UPO,WW)
                                    and A(CMP,UPO,RW).

           T0                 T1                                 
     L00: A    = 0;     L00: B    = 0;                           
     L01: U[0] = B;     L01: V[0] = A;                           
     L10: A    = 1;     L10: B    = 1;                           
     L11: U[1] = B;     L11: V[1] = A;                           
     L20: A    = 2;     L20: B    = 2;                           
     L21: U[2] = B;     L21: V[2] = A;                           
     L30: A    = 3;     L30: B    = 3;                           
     L31: U[3] = B;     L31: V[3] = A; etc.                      

  Seek 4.0. U[i] > U[i+1].          d  = U[i+1] - U[i].        
  Seek 4.0. V[i] > V[i+1].          d  = V[i+1] - V[i].        
   To show:  Not A(CMP,UPO,URR,WW) and not A(CMP,UPO,URR,CC3). 
  Seek 4.1. U[i] < j and V[j] < i.  d1 = V[ U[i]+1 ] - i < 0.  
  Seek 4.2. V[i] < j and U[j] < i.  d2 = U[ V[i]+1 ] - i < 0.  
   To show:  Not A(CMP,UPO,WW,WR) and not A(CMP,UPO,WR,CC3).   
  Seek 4.3. U[i] > j and V[j] > i.  d3 = i - V[ U[i]-1 ] < 0.  
  Seek 4.4. V[i] > j and U[j] > i.  d4 = i - U[ V[i]-1 ] < 0.  
   To show:  Not A(CMP,UPO,WW) and not A(CMP,UPO,RW). 
      
  d1<0, d2<0 => the machine performed a read operation before    
                a logically preceding write operation.           
  d3<0, d4<0 => the machine performed a write operation before   
                a logically preceding read operation.            

  Suffixes for packed simulation output:  T0: 0; T1: 1.

Start execution of Test T400  at               09:20:43.196 980422
  End execution of Test T400  at               09:20:43.704 980422
  Duration                                            0.508 
Start  analysis of Test T400  at               09:20:43.707 980422

Thread start, stop, and dur times.
   0.015    0.015    0.000    0.000    0.000    0.000    0.000    0.000 
   0.505    0.507    0.000    0.000    0.000    0.000    0.000    0.000 
   0.490    0.492    0.000    0.000    0.000    0.000    0.000    0.000 

Every 9999th entry of the arrays, from 0 thru 199999.
      i       U       V       X       Y
      0       0      40       0       0
   9999    9597   10462       0       0
  19998   20239   19631       0       0
  29997   29891   30104       0       0
  39996   39910   40081       0       0
  49995   49643   50348       0       0
  59994   59394   60593       0       0
  69993   69828   70162       0       0
  79992   79766   80217       0       0
  89991   90098   89883       0       0
  99990  100151   99828       0       0
 109989  110107  109870       0       0
 119988  119886  120089       0       0
 129987  129628  130829       0       0
 139986  138953  141018       0       0
 149985  149000  150970       0       0
 159984  159299  160643       0       0
 169983  169344  170625       0       0
 179982  179140  180823       0       0
 189981  189317  190644       0       0
 199980  198649  199999       0       0

  dim =    80, max = 200000, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                              23
                                                                             21 
                                                                            21  
                                                                           21   
                                                                          21    
                                                                         21     
                                                                        21      
                                                                       21       
                                                                      21        
                                                                     21         
                                                                     1          
                                                                   23           
                                                                  21            
                                                                 21             
                                                                21              
                                                               21               
                                                              21                
                                                             21                 
                                                            21                  
                                                           21                   
                                                          21                    
                                                         21                     
                                                        21                      
                                                       21                       
                                                      21                        
                                                      1                         
                                                     3                          
                                                    3                           
                                                   3                            
                                                  3                             
                                                 3                              
                                                3                               
                                               3                                
                                              3                                 
                                             3                                  
                                            3                                   
                                           3                                    
                                          3                                     
                                         3                                      
                                        3                                       
                                       3                                        
                                      3                                         
                                     3                                          
                                    3                                           
                                   3                                            
                                  3                                             
                                 3                                              
                                3                                               
                               3                                                
                              3                                                 
                             3                                                  
                            3                                                   
                           3                                                    
                          3                                                     
                         3                                                      
                        3                                                       
                       3                                                        
                      2                                                         
                     21                                                         
                    31                                                          
                   3                                                            
                  3                                                             
                 3                                                              
                3                                                               
               3                                                                
              3                                                                 
             3                                                                  
            3                                                                   
           3                                                                    
          3                                                                     
         3                                                                      
        3                                                                       
       3                                                                        
      3                                                                         
     2                                                                          
    21                                                                          
   21                                                                           
  21                                                                            
 21                                                                             
                                                                                
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....


 Data for calculating the percentage of time threads
were simultaneously active:                                 
  Histogram of deltas in value of consecutive array entries.
  Histogram of the lengths of strings of consecutive array
entries, all with the same value.  

   i       deltas    strings 
   0        17171          0
   1       376782     376770
   2         5927       5936
   3           51         60
   4            5          1
   5            4          0
   6            0          0
   7            0          0
   8            0          1
   9            0          0
  10            0          0
  11            0          0
  12            0          0
  13            0          0
  14            0          0
  15            0          0
  16            0          0
  17            0          0
  18            0          0
  19            0          0
over           56         57

  Histograms of d1, d2, d3, and d4 values:
  i        d1        d2        d3        d4      i
 -1         0         0         0         0     -1

Totals / Min / Under -25:  
            0         0         0         0
            0         0         0         0
            0         0         0         0

  Relaxed (negative) versus strong (nonnegative) behavior seen in this test. 
      0 -80        0 -60        0 -40        0 -20   379917   0       57  20 
      0 -79        0 -59        0 -39        0 -19   400131   1       57  21 
      0 -78        0 -58        0 -38        0 -18     8722   2       57  22 
      0 -77        0 -57        0 -37        0 -17      142   3       57  23 
      0 -76        0 -56        0 -36        0 -16       63   4       57  24 
      0 -75        0 -55        0 -35        0 -15       62   5       57  25 
      0 -74        0 -54        0 -34        0 -14       58   6       57  26 
      0 -73        0 -53        0 -33        0 -13       58   7       57  27 
      0 -72        0 -52        0 -32        0 -12       57   8       57  28 
      0 -71        0 -51        0 -31        0 -11       57   9       57  29 
      0 -70        0 -50        0 -30        0 -10       57  10       57  30 
      0 -69        0 -49        0 -29        0  -9       57  11       57  31 
      0 -68        0 -48        0 -28        0  -8       57  12       57  32 
      0 -67        0 -47        0 -27        0  -7       57  13       57  33 
      0 -66        0 -46        0 -26        0  -6       57  14       57  34 
      0 -65        0 -45        0 -25        0  -5       57  15       57  35 
      0 -64        0 -44        0 -24        0  -4       57  16       57  36 
      0 -63        0 -43        0 -23        0  -3       57  17       57  37 
      0 -62        0 -42        0 -22        0  -2       57  18       57  38 
      0 -61        0 -41        0 -21        0  -1       57  19       57  39

            ------ Relaxed ------    |         ------ Strong ------       
475000 |                             |                                       
450000 |                             |                                       
425000 |                             |                                       
400000 |                             |o                                      
375000 |                             oo                                      
350000 |                             oo                                      
325000 |                             oo                                      
300000 |                             oo                                      
275000 |                             oo                                      
250000 |                             oo                                      
225000 |                             oo                                      
200000 |                             oo                                      
175000 |                             oo                                      
150000 |                             oo                                      
125000 |                             oo                                      
100000 |                             oo                                      
 75000 |                             oo                                      
 50000 |                             oo                                      
 25000 |                             oo                                      
     0 |_________._________._________.ooooooooooooooooooooooooooooooooooooooo
     -30       -20       -10         0        10        20        30        40

  Test  =     A(CMP,UPO,WW,WR) and A(CMP,UPO,WR,CC3).
  Nmbr  =         400.        Total   =  798662.      Min thru -81 =       0.
  Type  = WR|(WW&CC3).        Minimum =       0.      -80 thru  -1 =       0.
  Behav =      Strong.        Maximum =     569.        0 thru  39 =  790977.
  histend                     K       =  200000.       40 thru Max =    7685.

  Histograms of d1, d2, d3, and d4 values:
  i        d1        d2        d3        d4      i
 -1         0         0         0         0     -1

Totals / Min / Under -25:  
            0         0         0         0
            0         0         0         0
            0         0         0         0

  Relaxed (negative) versus strong (nonnegative) behavior seen in this test. 
      0 -80        0 -60        0 -40        0 -20      124   0       57  20 
      0 -79        0 -59        0 -39        0 -19    23349   1       57  21 
      0 -78        0 -58        0 -38        0 -18   364077   2       57  22 
      0 -77        0 -57        0 -37        0 -17     1299   3       57  23 
      0 -76        0 -56        0 -36        0 -16       91   4       57  24 
      0 -75        0 -55        0 -35        0 -15       65   5       57  25 
      0 -74        0 -54        0 -34        0 -14       59   6       57  26 
      0 -73        0 -53        0 -33        0 -13       57   7       57  27 
      0 -72        0 -52        0 -32        0 -12       57   8       57  28 
      0 -71        0 -51        0 -31        0 -11       57   9       57  29 
      0 -70        0 -50        0 -30        0 -10       57  10       57  30 
      0 -69        0 -49        0 -29        0  -9       57  11       57  31 
      0 -68        0 -48        0 -28        0  -8       57  12       57  32 
      0 -67        0 -47        0 -27        0  -7       57  13       57  33 
      0 -66        0 -46        0 -26        0  -6       57  14       57  34 
      0 -65        0 -45        0 -25        0  -5       57  15       57  35 
      0 -64        0 -44        0 -24        0  -4       57  16       57  36 
      0 -63        0 -43        0 -23        0  -3       57  17       57  37 
      0 -62        0 -42        0 -22        0  -2       57  18       57  38 
      0 -61        0 -41        0 -21        0  -1       57  19       57  39

            ------ Relaxed ------    |         ------ Strong ------       
380000 |                             |                                       
360000 |                             | o                                     
340000 |                             | o                                     
320000 |                             | o                                     
300000 |                             | o                                     
280000 |                             | o                                     
260000 |                             | o                                     
240000 |                             | o                                     
220000 |                             | o                                     
200000 |                             | o                                     
180000 |                             | o                                     
160000 |                             | o                                     
140000 |                             | o                                     
120000 |                             | o                                     
100000 |                             | o                                     
 80000 |                             | o                                     
 60000 |                             | o                                     
 40000 |                             | o                                     
 20000 |                             |oo                                     
     0 |_________._________._________oooooooooooooooooooooooooooooooooooooooo
     -30       -20       -10         0        10        20        30        40

  Test  =     A(CMP,UPO,WW) and A(CMP,UPO,RW).
  Nmbr  =         400.        Total   =  399957.      Min thru -81 =       0.
  Type  =       WW&RW.        Minimum =       0.      -80 thru  -1 =       0.
  Behav =      Strong.        Maximum =    1332.        0 thru  39 =  390945.
  histend                     K       =  200000.       40 thru Max =    9012.

  End  analysis of Test T400  at               09:20:51.761 980422
==sss========================================================================

  Test T410.  Seek a relaxation of both A(CMP,UPO,WW,WR)
                                    and A(CMP,UPO,WR,CC3)
                             or of both A(CMP,UPO,WW)
                                    and A(CMP,UPO,RW).

           T0                 T1                                 
     L00: A    = 0;     L00: B    = 0;                           
     L01: U[0] = B;     L01: V[0] = A;                           
     L10: A    = 1;     L10: B    = 1;                           
     L11: U[1] = B;     L11: V[1] = A;                           
     L20: A    = 2;     L20: B    = 2;                           
     L21: U[2] = B;     L21: V[2] = A;                           
     L30: A    = 3;     L30: B    = 3;                           
     L31: U[3] = B;     L31: V[3] = A; etc.                      

  Seek 4.0. U[i] > U[i+1].          d  = U[i+1] - U[i].        
  Seek 4.0. V[i] > V[i+1].          d  = V[i+1] - V[i].        
   To show:  Not A(CMP,UPO,URR,WW) and not A(CMP,UPO,URR,CC3). 
  Seek 4.1. U[i] < j and V[j] < i.  d1 = V[ U[i]+1 ] - i < 0.  
  Seek 4.2. V[i] < j and U[j] < i.  d2 = U[ V[i]+1 ] - i < 0.  
   To show:  Not A(CMP,UPO,WW,WR) and not A(CMP,UPO,WR,CC3).   
  Seek 4.3. U[i] > j and V[j] > i.  d3 = i - V[ U[i]-1 ] < 0.  
  Seek 4.4. V[i] > j and U[j] > i.  d4 = i - U[ V[i]-1 ] < 0.  
   To show:  Not A(CMP,UPO,WW) and not A(CMP,UPO,RW). 
      
  d1<0, d2<0 => the machine performed a read operation before    
                a logically preceding write operation.           
  d3<0, d4<0 => the machine performed a write operation before   
                a logically preceding read operation.            

  Suffixes for packed simulation output:  T0: 0; T1: 1.

Start execution of Test T410  at               09:20:52.623 980422
  End execution of Test T410  at               09:20:53.143 980422
  Duration                                            0.520 
Start  analysis of Test T410  at               09:20:53.418 980422

Thread start, stop, and dur times.
   0.005    0.005    0.000    0.000    0.000    0.000    0.000    0.000 
   0.456    0.519    0.000    0.000    0.000    0.000    0.000    0.000 
   0.451    0.514    0.000    0.000    0.000    0.000    0.000    0.000 

Every 9999th entry of the arrays, from 0 thru 199999.
      i       U       V       X       Y
      0       0      39       0       0
   9999    8165   12200       0       0
  19998   16411   24127       0       0
  29997   24682   36687       0       0
  39996   32706   49386       0       0
  49995   40495   61719       0       0
  59994   48557   73785       0       0
  69993   56727   85832       0       0
  79992   65106   97756       0       0
  89991   73723  110156       0       0
  99990   81761  122526       0       0
 109989   89846  135028       0       0
 119988   97920  147138       0       0
 129987  106072  159170       0       0
 139986  114033  171931       0       0
 149985  122306  184484       0       0
 159984  130755  196610       0       0
 169983  138363  199999       0       0
 179982  146301  199999       0       0
 189981  154417  199999       0       0
 199980  162736  199999       0       0

  dim =    80, max = 200000, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                2222222222222222
                                                               2                
                                                              2                 
                                                                                
                                                             2                  
                                                            2                   
                                                           2                    
                                                          2                     
                                                                                
                                                         2                      
                                                        2                       
                                                       2                        
                                                      2                         
                                                                                
                                                     2                         1
                                                    2                         1 
                                                   2                         1  
                                                  2                         1   
                                                                           1    
                                                 2                       11     
                                                2                       1       
                                               2                       1        
                                              2                       1         
                                                                    11          
                                             2                     1            
                                            2                     1             
                                           2                     1              
                                          2                    11               
                                                              1                 
                                         2                   1                  
                                        2                   1                   
                                       2                   1                    
                                      2                  11                     
                                                        1                       
                                     2                 1                        
                                    2                 1                         
                                   2                 1                          
                                  2                11                           
                                                  1                             
                                 2               1                              
                                2               1                               
                               2              11                                
                              2              1                                  
                                            1                                   
                             2             1                                    
                            2             1                                     
                           2            11                                      
                          2            1                                        
                         2            1                                         
                                     1                                          
                        2           1                                           
                       2          11                                            
                      2          1                                              
                     2          1                                               
                               1                                                
                    2         1                                                 
                   2         1                                                  
                  2        11                                                   
                 2        1                                                     
                         1                                                      
                2       1                                                       
               2      11                                                        
              2      1                                                          
             2      1                                                           
                   1                                                            
            2    11                                                             
           2    1                                                               
          2    1                                                                
         2    1                                                                 
             1                                                                  
        2  11