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

                                               09:34:31.672 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:      a2222200.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               09:34:55.835 980422
  End execution of Test T100  at               09:34:56.666 980422
  Duration                                            0.831 
Start  analysis of Test T100  at               09:34:56.668 980422

Thread start, stop, and dur times.
   0.005    0.005    0.000    0.000    0.000    0.000    0.000    0.000 
   0.829    0.326    0.000    0.000    0.000    0.000    0.000    0.000 
   0.824    0.321    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    6591       0       0       0
  19998   13274       0       0       0
  29997   19995       0       0       0
  39996   26809       0       0       0
  49995   33500       0       0       0
  59994   40187       0       0       0
  69993   46872       0       0       0
  79992   53570       0       0       0
  89991   59894       0       0       0
  99990   65873       0       0       0
 109989   72253       0       0       0
 119988   78548       0       0       0
 129987   85493       0       0       0
 139986   92392       0       0       0
 149985   99268       0       0       0
 159984  106059       0       0       0
 169983  112865       0       0       0
 179982  119627       0       0       0
 189981  126550       0       0       0
 199980  133233       0       0       0

  dim =    80, max = 133247, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                               1
                                                                              1 
                                                                             1  
                                                                            1   
                                                                           1    
                                                                          1     
                                                                         1      
                                                                        1       
                                                                       1        
                                                                      1         
                                                                     1          
                                                                    1           
                                                                   1            
                                                                  1             
                                                                 1              
                                                                1               
                                                               1                
                                                              1                 
                                                             1                  
                                                            1                   
                                                           1                    
                                                          1                     
                                                         1                      
                                                        1                       
                                                       1                        
                                                      1                         
                                                     1                          
                                                    1                           
                                                                                
                                                   1                            
                                                  1                             
                                                 1                              
                                                1                               
                                               1                                
                                              1                                 
                                             1                                  
                                            1                                   
                                          11                                    
                                         1                                      
                                        1                                       
                                       1                                        
                                      1                                         
                                     1                                          
                                    1                                           
                                   1                                            
                                  1                                             
                                 1                                              
                                1                                               
                               1                                                
                              1                                                 
                             1                                                  
                            1                                                   
                           1                                                    
                          1                                                     
                         1                                                      
                        1                                                       
                       1                                                        
                      1                                                         
                     1                                                          
                    1                                                           
                   1                                                            
                  1                                                             
                 1                                                              
                1                                                               
               1                                                                
              1                                                                 
             1                                                                  
            1                                                                   
           1                                                                    
          1                                                                     
         1                                                                      
        1                                                                       
       1                                                                        
      1                                                                         
     1                                                                          
    1                                                                           
                                                                                
   1                                                                            
  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        68894          0
   1       130488      65344
   2          602      65719
   3            0         31
   4            0          0
   5            0          0
   6            0          0
   7            0          0
   8            0          0
   9            0          0
  10            0          1
  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           14          9
  End  analysis of Test T100  at               09:34:58.585 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               09:34:59.445 980422
  End execution of Test T120  at               09:35:00.384 980422
  Duration                                            0.939 
Start  analysis of Test T120  at               09:35:00.837 980422

Thread start, stop, and dur times.
   0.005    0.006    0.000    0.000    0.000    0.000    0.000    0.000 
   0.937    0.311    0.000    0.000    0.000    0.000    0.000    0.000 
   0.932    0.305    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    5645       0       0       0
  19998   11158       0       0       0
  29997   16917       0       0       0
  39996   22841       0       0       0
  49995   28491       0       0       0
  59994   34148       0       0       0
  69993   39795       0       0       0
  79992   45457       0       0       0
  89991   51117       0       0       0
  99990   56685       0       0       0
 109989   62306       0       0       0
 119988   67785       0       0       0
 129987   73518       0       0       0
 139986   79350       0       0       0
 149985   85213       0       0       0
 159984   90874       0       0       0
 169983   96521       0       0       0
 179982  102184       0       0       0
 189981  107845       0       0       0
 199980  113496       0       0       0

  dim =    80, max = 113507, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                               1
                                                                              1 
                                                                             1  
                                                                            1   
                                                                           1    
                                                                          1     
                                                                         1      
                                                                        1       
                                                                       1        
                                                                      1         
                                                                     1          
                                                                    1           
                                                                   1            
                                                                  1             
                                                                 1              
                                                                1               
                                                               1                
                                                              1                 
                                                             1                  
                                                            1                   
                                                           1                    
                                                          1                     
                                                         1                      
                                                        1                       
                                                       1                        
                                                      1                         
                                                     1                          
                                                    1                           
                                                   1                            
                                                  1                             
                                                 1                              
                                                1                               
                                               1                                
                                              1                                 
                                             1                                  
                                            1                                   
                                           1                                    
                                          1                                     
                                         1                                      
                                        1                                       
                                       1                                        
                                      1                                         
                                     1                                          
                                    1                                           
                                   1                                            
                                  1                                             
                                 1                                              
                                1                                               
                               1                                                
                              1                                                 
                             1                                                  
                            1                                                   
                           1                                                    
                          1                                                     
                         1                                                      
                        1                                                       
                       1                                                        
                      1                                                         
                     1                                                          
                    1                                                           
                   1                                                            
                  1                                                             
                 1                                                              
                1                                                               
               1                                                                
              1                                                                 
             1                                                                  
            1                                                                   
           1                                                                    
                                                                                
          1                                                                     
         1                                                                      
       11                                                                       
      1                                                                         
     1                                                                          
    1                                                                           
   1                                                                            
  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        87318          0
   1       112644      26226
   2           28      86358
   3            0         87
   4            0          1
   5            0          1
   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            8          7
  End  analysis of Test T120  at               09:35:02.737 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               09:35:03.598 980422
 line3
  End execution of Test T200  at               09:35:05.147 980422
  Duration                                            1.549 
Start  analysis of Test T200  at               09:35:05.149 980422

Thread start, stop, and dur times.
   0.005    0.005    0.000    0.000    0.000    0.000    0.000    0.000 
   1.548    0.541    0.000    0.000    0.000    0.000    0.000    0.000 
   1.543    0.536    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      17      19       0       0
   9999    8026    8026       0       0
  19998   16289   16289       0       0
  29997   24733   24733       0       0
  39996   32902   32902       0       0
  49995   41080   41080       0       0
  59994   49249   49249       0       0
  69993   57396   57396       0       0
  79992   65650   65650       0       0
  89991   73882   73882       0       0
  99990   82121   82121       0       0
 109989   90238   90238       0       0
 119988   98299   98299       0       0
 129987  106541  106541       0       0
 139986  114834  114834       0       0
 149985  123163  123163       0       0
 159984  131268  131268       0       0
 169983  139631  139631       0       0
 179982  148097  148097       0       0
 189981  156166  156166       0       0
 199980  164165  164165       0       0

  dim =    80, max = 164181, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                               3
                                                                             33 
                                                                            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                                                                             
                                                                                
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        76152          0
   1       322850     250394
   2          951      73403
   3            2          5
   4            1          0
   5            0          4
   6            0          0
   7            0          0
   8            0          1
   9            0          0
  10            2          1
  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           38         36

  Relaxed (negative) versus strong (nonnegative) behavior seen in this test. 
      0 -80        0 -60        0 -40        0 -20   114588   0        0  20 
      0 -79        0 -59        0 -39        0 -19   683549   1        0  21 
      0 -78        0 -58        0 -38        0 -18     1791   2        0  22 
      0 -77        0 -57        0 -37        0 -17        3   3        0  23 
      0 -76        0 -56        0 -36        0 -16        1   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        0  27 
      0 -72        0 -52        0 -32        0 -12        0   8        0  28 
      0 -71        0 -51        0 -31        0 -11        0   9        0  29 
      0 -70        0 -50        0 -30        0 -10        3  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 |_________._________._________.oooo_____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 =     164.        0 thru  39 =  799935.
  histend                     K       =  200000.       40 thru Max =      57.

  End  analysis of Test T200  at               09:35:10.715 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               09:35:11.574 980422
  End execution of Test T210  at               09:35:13.294 980422
  Duration                                            1.720 
Start  analysis of Test T210  at               09:35:13.571 980422

Thread start, stop, and dur times.
   0.015    0.015    0.000    0.000    0.000    0.000    0.000    0.000 
   1.719    0.528    0.000    0.000    0.000    0.000    0.000    0.000 
   1.704    0.513    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      56       0       0
   9999    7306    7306       0       0
  19998   14678   14678       0       0
  29997   21810   21810       0       0
  39996   28944   28944       0       0
  49995   36093   36093       0       0
  59994   43151   43151       0       0
  69993   50229   50229       0       0
  79992   57504   57504       0       0
  89991   64616   64616       0       0
  99990   71721   71721       0       0
 109989   78762   78762       0       0
 119988   85904   85904       0       0
 129987   93197   93197       0       0
 139986  100507  100507       0       0
 149985  107640  107640       0       0
 159984  114866  114866       0       0
 169983  121990  121990       0       0
 179982  129307  129307       0       0
 189981  136545  136545       0       0
 199980  143813  143813       0       0

  dim =    80, max = 143827, 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                                                                          
    3                                                                           
   3                                                                            
  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       116096          0
   1       283404     169419
   2          459     114439
   3            0         13
   4            0          1
   5            0          0
   6            0          1
   7            0          0
   8            1          1
   9            1          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           35         26

  Relaxed (negative) versus strong (nonnegative) behavior seen in this test. 
      0 -80        0 -60        0 -40        0 -20   180920   0        0  20 
      0 -79        0 -59        0 -39        0 -19   611549   1        0  21 
      0 -78        0 -58        0 -38        0 -18     7467   2        0  22 
      0 -77        0 -57        0 -37        0 -17        0   3        0  23 
      0 -76        0 -56        0 -36        0 -16        0   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        0  27 
      0 -72        0 -52        0 -32        0 -12        1   8        0  28 
      0 -71        0 -51        0 -31        0 -11        2   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        1  37 
      0 -62        0 -42        0 -22        0  -2        0  18        2  38 
      0 -61        0 -41        0 -21        0  -1        0  19        0  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 |                             oo                                      
120000 |                             oo                                      
 80000 |                             oo                                      
 40000 |                             oo                                      
     0 |_________._________._________.oo_____oo._________._________.______oo_
     -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 =     249.        0 thru  39 =  799942.
  histend                     K       =  200000.       40 thru Max =      50.

  End  analysis of Test T210  at               09:35:19.099 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               09:35:19.960 980422
  End execution of Test T220  at               09:35:21.683 980422
  Duration                                            1.723 
Start  analysis of Test T220  at               09:35:22.136 980422

Thread start, stop, and dur times.
   0.005    0.005    0.000    0.000    0.000    0.000    0.000    0.000 
   1.722    0.529    0.000    0.000    0.000    0.000    0.000    0.000 
   1.717    0.524    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    7074    7074       0       0
  19998   14451   14451       0       0
  29997   21890   21890       0       0
  39996   29229   29229       0       0
  49995   36394   36394       0       0
  59994   43499   43499       0       0
  69993   50818   50818       0       0
  79992   57947   57947       0       0
  89991   65297   65297       0       0
  99990   72587   72587       0       0
 109989   79685   79685       0       0
 119988   87094   87094       0       0
 129987   94364   94364       0       0
 139986  101840  101840       0       0
 149985  108937  108937       0       0
 159984  115923  115923       0       0
 169983  123551  123551       0       0
 179982  130968  130968       0       0
 189981  138120  138120       0       0
 199980  145339  145339       0       0

  dim =    80, max = 145354, 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                                                                          
    3                                                                           
   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       117919          0
   1       281386     168515
   2          608     113435
   3           11         47
   4            0          4
   5            0          0
   6            0          0
   7            0          0
   8            0          0
   9            0          0
  10            0          0
  11            0          2
  12            0          0
  13            0          0
  14            0          0
  15            0          0
  16            0          0
  17            1          0
  18            1          0
  19            0          0
over           70         74

  Relaxed (negative) versus strong (nonnegative) behavior seen in this test. 
      0 -80        0 -60        0 -40        0 -20   182203   0        0  20 
      0 -79        0 -59        0 -39        0 -19   611421   1        0  21 
      0 -78        0 -58        0 -38        0 -18     6244   2        0  22 
      0 -77        0 -57        0 -37        0 -17       16   3        0  23 
      0 -76        0 -56        0 -36        0 -16        0   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        0  27 
      0 -72        0 -52        0 -32        0 -12        0   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        3  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        1  17        0  37 
      0 -62        0 -42        0 -22        0  -2        2  18        0  38 
      0 -61        0 -41        0 -21        0  -1        0  19        0  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 |                             oo                                      
120000 |                             oo                                      
 80000 |                             oo                                      
 40000 |                             oo                                      
     0 |_________._________._________.ooo______.______oo_._________o_________
     -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 =     238.        0 thru  39 =  799890.
  histend                     K       =  200000.       40 thru Max =     102.

  End  analysis of Test T220  at               09:35:27.687 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               09:35:28.557 980422
  End execution of Test T300  at               09:35:29.332 980422
  Duration                                            0.775 
Start  analysis of Test T300  at               09:35:29.334 980422

Thread start, stop, and dur times.
   0.025    0.026    0.025    0.025    0.000    0.000    0.000    0.000 
   0.772    0.414    0.391    0.397    0.000    0.000    0.000    0.000 
   0.747    0.388    0.366    0.372    0.000    0.000    0.000    0.000 

Every 9999th entry of the arrays, from 0 thru 199999.
      i       U       V       X       Y
      0     208     285       0       0
   9999    8397    6667       0       0
  19998   17081   12919       0       0
  29997   25813   27016       0       0
  39996   34645   35858       0       0
  49995   43509   44620       0       0
  59994   52497   53758       0       0
  69993   61107   44459       0       0
  79992   70381   50835       0       0
  89991   78473   80428       0       0
  99990   87303   89408       0       0
 109989   95915   69671       0       0
 119988  105049   75751       0       0
 129987   80356  115914       0       0
 139986  123359  125684       0       0
 149985   94220   95345       0       0
 159984  141719  101715       0       0
 169983  151073  153098       0       0
 179982  114612  162302       0       0
 189981  175259  174768       0       0
 199980  185011  188426       0       0

  dim =    80, max = 188445, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                               2
                                                                               1
                                                                             21 
                                                                            2   
                                                                                
                                                                           1    
                                                                          1     
                                                                                
                                                                                
                                                                         3      
                                                                       12       
                                                                      12        
                                                                     12         
                                                                     2          
                                                                                
                                                                   21           
                                                                   1            
                                                                 21             
                                                                21              
                                                                1               
                                                              31                
                                                             3                  
                                                            1                   
                                                           3                    
                                                                                
                                                        2                     2 
                                                       2                        
                                                                            11  
                                                      2                    2    
                                                                          2     
                                                    21                  1       
                                                   21                           
                                                   1                            
                                                2 1                 2           
                                               21                 2             
                                              21                                
                                              1                2                
                                            21                                  
                                           2                                    
                                                            2                   
                                                          2                     
                                        21               31                     
                                        1               1                       
                                      2                1                        
                                     21              21                         
                                    21                                          
                                   21            22                             
                                  21             1                              
                                 1                                              
                                1            2                                  
                                            1                                   
                              3           21                                    
                             2           21                                     
                            3          3                                        
                          21                                                    
                         21                                                     
                        2                                                       
                        1        21                                             
                               22                                               
                      1        1                                                
                    2        1                                                  
                   21      2                                                    
                   1                                                            
                         1                                                      
                21    23                                                        
               21    3                                                          
              21                                                                
                  3                                                             
            1    2                                                              
           1                                                                    
          1  21                                                                 
         3  21                                                                  
        1  2                                                                    
       1  2                                                                     
      3 2                                                                       
     1 2                                                                        
    12                                                                          
   32                                                                           
  3                                                                             
                                                                                
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   555110   0        1  20 
      0 -79        0 -59        0 -39        0 -19      115   1       11  21 
      0 -78        0 -58        0 -38        0 -18   197271   2        2  22 
      0 -77        0 -57        0 -37        0 -17    31497   3        9  23 
      0 -76        0 -56        0 -36        0 -16    44070   4        0  24 
      0 -75        0 -55        0 -35        0 -15    43583   5       10  25 
      0 -74        0 -54        0 -34        0 -14     3237   6        1  26 
      0 -73        0 -53        0 -33        0 -13    11001   7       12  27 
      0 -72        0 -52        0 -32        0 -12      146   8        1  28 
      0 -71        0 -51        0 -31        0 -11     3817   9       19  29 
      0 -70        0 -50        0 -30        0 -10       45  10        0  30 
      0 -69        0 -49        0 -29        0  -9      118  11       10  31 
      0 -68        0 -48        0 -28        0  -8       15  12        0  32 
      0 -67        0 -47        0 -27        0  -7       27  13       11  33 
      0 -66        0 -46        0 -26        0  -6        7  14        0  34 
      0 -65        0 -45        0 -25        0  -5       17  15       10  35 
      0 -64        0 -44        0 -24        0  -4        3  16        1  36 
      0 -63        0 -43        0 -23        0  -3        9  17       12  37 
      0 -62        0 -42        0 -22        0  -2        3  18        0  38 
      0 -61        0 -41        0 -21        0  -1       15  19       13  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_ooooo.o_o_ooo_o
     -30       -20       -10         0        10        20        30        40

  Test  =     A(CMP,UPO,URR,WW).
  Nmbr  =         300.        Total   =  893127.      Min thru -81 =       0.
  Type  =      URR|WW.        Minimum =       0.      -80 thru  -1 =       0.
  Behav =      Strong.        Maximum =    3513.        0 thru  39 =  890229.
  histend                     K       =  200000.       40 thru Max =    2898.

  End  analysis of Test T300  at               09:35:41.157 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               09:35:42.020 980422
  End execution of Test T310  at               09:35:42.942 980422
  Duration                                            0.922 
Start  analysis of Test T310  at               09:35:43.391 980422

Thread start, stop, and dur times.
   0.170    0.170    0.170    0.170    0.000    0.000    0.000    0.000 
   0.919    0.586    0.512    0.512    0.000    0.000    0.000    0.000 
   0.749    0.416    0.342    0.342    0.000    0.000    0.000    0.000 

Every 9999th entry of the arrays, from 0 thru 199999.
      i       U       V       X       Y
      0     619     666       0       0
   9999    8379    5813       0       0
  19998   16265   16028       0       0
  29997   17224   16923       0       0
  39996   22936   31710       0       0
  49995   39803   39414       0       0
  59994   34324   34047       0       0
  69993   54877   39883       0       0
  79992   45838   62390       0       0
  89991   71085   70716       0       0
  99990   78899   57529       0       0
 109989   86557   63193       0       0
 119988   94225   94144       0       0
 129987  101739   74857       0       0
 139986   80712  109170       0       0
 149985  116931   86097       0       0
 159984  124841  124506       0       0
 169983  133131  132814       0       0
 179982  140699  140320       0       0
 189981  148457  147954       0       0
 199980  116720  116551       0       0

  dim =    80, max = 155838, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                              1 
                                                                              2 
                                                                             2  
                                                                           1    
                                                                           2    
                                                                          2     
                                                                        1       
                                                                        2       
                                                                      12        
                                                                                
                                                                     2          
                                                                    2           
                                                                   1            
                                                                                
                                                                 2              
                                                                3               
                                                               3                
                                                              1                 
                                                             2                  
                                                            2                   
                                                           3                   3
                                                          3                     
                                                         1                   1  
                                                        3                   3   
                                                       1                  1     
                                                      1                  3      
                                                     2                 1        
                                                    1                 2         
                                                   2                 1          
                                                  2                21           
                                                 2                3             
                                                                 1              
                                              33                                
                                             2                2                 
                                            1                1                  
                                            2               1                   
                                           3                                    
                                                         2                      
                                         2             2                        
                                        2             2                         
                                                     1                          
                                      1            12                           
                                                  1                             
                                    3            1                              
                                   1            3                               
                                  1                                             
                                 2           1                                  
                                1                                               
                                          3                                     
                              2         11                                      
                             3         3                                        
                            1         2                                         
                           1         3                                          
                                   2                                            
                                  2                                             
                        1        1                                              
                       3       32                                               
                      2       1                                                 
                                                                                
                    3       2                                                   
                   1      32                                                    
                  3      3                                                      
                 3      2                                                       
                1     1                                                         
               3     3                                                          
              3                                                                 
             1     2                                                            
            1                                                                   
           2    2                                                               
          3                                                                     
         3   2                                                                  
           12                                                                   
       1                                                                        
      3 1                                                                       
     3 22                                                                       
    1                                                                           
   22                                                                           
  31                                                                            
 3                                                                              
                                                                                
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   582465   0        1  20 
      0 -79        0 -59        0 -39        0 -19     2242   1       15  21 
      0 -78        0 -58        0 -38        0 -18   173303   2        0  22 
      0 -77        0 -57        0 -37        0 -17    30523   3       16  23 
      0 -76        0 -56        0 -36        0 -16    40800   4        0  24 
      0 -75        0 -55        0 -35        0 -15    36912   5       17  25 
      0 -74        0 -54        0 -34        0 -14     3257   6        0  26 
      0 -73        0 -53        0 -33        0 -13    14286   7       13  27 
      0 -72        0 -52        0 -32        0 -12       78   8        0  28 
      0 -71        0 -51        0 -31        0 -11     3234   9       16  29 
      0 -70        0 -50        0 -30        0 -10       17  10        0  30 
      0 -69        0 -49        0 -29        0  -9      118  11       11  31 
      0 -68        0 -48        0 -28        0  -8        5  12        0  32 
      0 -67        0 -47        0 -27        0  -7       23  13       16  33 
      0 -66        0 -46        0 -26        0  -6        2  14        0  34 
      0 -65        0 -45        0 -25        0  -5       14  15       13  35 
      0 -64        0 -44        0 -24        0  -4        1  16        0  36 
      0 -63        0 -43        0 -23        0  -3       15  17       15  37 
      0 -62        0 -42        0 -22        0  -2        0  18        0  38 
      0 -61        0 -41        0 -21        0  -1       13  19       12  39

            ------ Relaxed ------    |         ------ Strong ------       
760000 |                             |                                       
720000 |                             |                                       
680000 |                             |                                       
640000 |                             |                                       
600000 |                             |                                       
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 o o                                   
     0 |_________._________._________.ooooooooooooooooo_ooo_o_o_o_o.o_o_o_o_o
     -30       -20       -10         0        10        20        30        40

  Test  =     A(CMP,UPO,URR,WW).
  Nmbr  =         310.        Total   =  888654.      Min thru -81 =       0.
  Type  =      URR|WW.        Minimum =       0.      -80 thru  -1 =       0.
  Behav =      Strong.        Maximum =    1723.        0 thru  39 =  887453.
  histend                     K       =  200000.       40 thru Max =    1201.

  End  analysis of Test T310  at               09:35:54.577 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               09:35:55.448 980422
  End execution of Test T320  at               09:35:56.460 980422
  Duration                                            1.012 
Start  analysis of Test T320  at               09:35:57.264 980422

Thread start, stop, and dur times.
   0.202    0.202    0.202    0.202    0.000    0.000    0.000    0.000 
   1.009    0.660    0.530    0.536    0.000    0.000    0.000    0.000 
   0.807    0.458    0.328    0.334    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    6907    6451       0       0
  19998   10632   16232       0       0
  29997   16046   17423       0       0
  39996   21450   22783       0       0
  49995   26650   36986       0       0
  59994   31748   43994       0       0
  69993   49571   37891       0       0
  79992   56045   43347       0       0
  89991   47366   64758       0       0
  99990   52786   54165       0       0
 109989   78117   79128       0       0
 119988   85147   64739       0       0
 129987   69080   93258       0       0
 139986   98977  100116       0       0
 149985  105845  106948       0       0
 159984   84612  113712       0       0
 169983   89856   91323       0       0
 179982  126291   96741       0       0
 189981  133293  135496       0       0
 199980  140151  107605       0       0

  dim =    80, max = 142965, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                               2
                                                                               1
                                                                             21 
                                                                                
                                                                           21   
                                                                          21    
                                                                         2      
                                                                        21      
                                                                                
                                                                                
                                                                     2          
                                                                    21          
                                                                    1           
                                                                   1            
                                                                                
                                                                                
                                                                1               
                                                              21                
                                                             2                  
                                                                                
                                                            1                 2 
                                                          21                    
                                                          1                 21  
                                                        3                       
                                                       2                  1     
                                                      3                2        
                                                     3                211       
                                                    1                 1         
                                                   3                            
                                                  1                2            
                                                 3               23             
                                                3               21              
                                               2               2                
                                              3               1                 
                                             3              21                  
                                            2              2                    
                                           3             2                      
                                          2              1                      
                                                       1                        
                                        2                                       
                                                    2                           
                                      21          2                             
                                      1                                         
                                    21                                          
                                               1                                
                                  2                                             
                                  1         1                                   
                                21                                              
                                1        21                                     
                                         1                                      
                             21        21                                       
                                     2                                          
                           1                                                    
                          2        31                                           
                         2       2                                              
                        3                                                       
                       3      23                                                
                      1                                                         
                     2      21                                                  
                           21                                                   
                   3      1                                                     
                  2      1                                                      
                  1   2                                                         
                2                                                               
               21   31                                                          
              21                                                                
             1   2                                                              
                 1                                                              
                                                                                
         21  21                                                                 
        21 23                                                                   
       21 21                                                                    
      2                                                                         
      1                                                                         
     2 1                                                                        
    2                                                                           
   2 1                                                                          
   11                                                                           
  3                                                                             
                                                                                
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   591167   0        0  20 
      0 -79        0 -59        0 -39        0 -19       12   1       14  21 
      0 -78        0 -58        0 -38        0 -18   176305   2        2  22 
      0 -77        0 -57        0 -37        0 -17    43133   3       12  23 
      0 -76        0 -56        0 -36        0 -16    31515   4        0  24 
      0 -75        0 -55        0 -35        0 -15    38325   5       18  25 
      0 -74        0 -54        0 -34        0 -14      900   6        0  26 
      0 -73        0 -53        0 -33        0 -13     8113   7       14  27 
      0 -72        0 -52        0 -32        0 -12       34   8        0  28 
      0 -71        0 -51        0 -31        0 -11      261   9       13  29 
      0 -70        0 -50        0 -30        0 -10        8  10        0  30 
      0 -69        0 -49        0 -29        0  -9       41  11       11  31 
      0 -68        0 -48        0 -28        0  -8        2  12        1  32 
      0 -67        0 -47        0 -27        0  -7       26  13       18  33 
      0 -66        0 -46        0 -26        0  -6        2  14        0  34 
      0 -65        0 -45        0 -25        0  -5       13  15       14  35 
      0 -64        0 -44        0 -24        0  -4        0  16        1  36 
      0 -63        0 -43        0 -23        0  -3       19  17       13  37 
      0 -62        0 -42        0 -22        0  -2        0  18        0  38 
      0 -61        0 -41        0 -21        0  -1       11  19       17  39

            ------ Relaxed ------    |         ------ Strong ------       
760000 |                             |                                       
720000 |                             |                                       
680000 |                             |                                       
640000 |                             |                                       
600000 |                             |                                       
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 |_________._________._________.ooooooooooooooo_o_o.ooo_o_o_o.ooo_ooo_o
     -30       -20       -10         0        10        20        30        40

  Test  =     A(CMP,UPO,URR,WW).
  Nmbr  =         320.        Total   =  891516.      Min thru -81 =       0.
  Type  =      URR|WW.        Minimum =       0.      -80 thru  -1 =       0.
  Behav =      Strong.        Maximum =    1601.        0 thru  39 =  890035.
  histend                     K       =  200000.       40 thru Max =    1481.

  End  analysis of Test T320  at               09:36:08.997 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               09:36:09.856 980422
  End execution of Test T400  at               09:36:10.554 980422
  Duration                                            0.698 
Start  analysis of Test T400  at               09:36:10.557 980422

Thread start, stop, and dur times.
   0.015    0.015    0.000    0.000    0.000    0.000    0.000    0.000 
   0.697    0.487    0.000    0.000    0.000    0.000    0.000    0.000 
   0.682    0.472    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      21       0       0
   9999   16300    6165       0       0
  19998   32335   12203       0       0
  29997   48584   18559       0       0
  39996   64837   24736       0       0
  49995   81356   30857       0       0
  59994   97635   37020       0       0
  69993  114034   43155       0       0
  79992  130348   49158       0       0
  89991  146594   55292       0       0
  99990  163077   61438       0       0
 109989  179147   67579       0       0
 119988  195421   73634       0       0
 129987  199999   79770       0       0
 139986  199999   85926       0       0
 149985  199999   92069       0       0
 159984  199999   98126       0       0
 169983  199999  104250       0       0
 179982  199999  110504       0       0
 189981  199999  116664       0       0
 199980  199999  122783       0       0

  dim =    80, max = 200000, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                11111111111111111111111111111111
                                                                                
                                               1                                
                                                                                
                                              1                                 
                                             1                                  
                                                                                
                                            1                                   
                                                                                
                                           1                                    
                                          1                                     
                                                                                
                                         1                                      
                                        1                                       
                                                                                
                                       1                                        
                                                                                
                                      1                                         
                                     1                                          
                                                                                
                                    1                                           
                                                                                
                                   1                                            
                                  1                                             
                                                                                
                                 1                                              
                                                                                
                                1                                               
                               1                                                
                                                                                
                              1                                                2
                                                                              2 
                             1                                              22  
                            1                                             22    
                                                                         2      
                           1                                           22       
                                                                      2         
                          1                                         22          
                         1                                         2            
                                                                 22             
                        1                                      22               
                                                              2                 
                       1                                    22                  
                      1                                   22                    
                                                         2                      
                     1                                 22                       
                                                      2                         
                    1                               22                          
                   1                              22                            
                                                 2                              
                  1                            22                               
                                              2                                 
                 1                          22                                  
                1                         22                                    
                                         2                                      
               1                       22                                       
                                     22                                         
              1                     2                                           
             1                    22                                            
                                 2                                              
            1                  22                                               
           1                 22                                                 
                            2                                                   
          1               22                                                    
                         2                                                      
         1             22                                                       
        1            22                                                         
                    2                                                           
       1          22                                                            
                22                                                              
      1        2                                                                
     1       22                                                                 
            2                                                                   
    1     22                                                                    
         2                                                                      
   1   22                                                                       
  1  22                                                                         
    2                                                                           
 122                                                                            
                                                                                
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       155911          0
   1       167815     167923
   2        76019      75808
   3          220        323
   4            5          4
   5            1          0
   6            0          1
   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            1          2
  18            1          1
  19            1          0
over           21         23

  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   322475   0       23  20 
      0 -79        0 -59        0 -39        0 -19   289130   1       22  21 
      0 -78        0 -58        0 -38        0 -18   108634   2       22  22 
      0 -77        0 -57        0 -37        0 -17      339   3       21  23 
      0 -76        0 -56        0 -36        0 -16       32   4       21  24 
      0 -75        0 -55        0 -35        0 -15       29   5       21  25 
      0 -74        0 -54        0 -34        0 -14       27   6       21  26 
      0 -73        0 -53        0 -33        0 -13       26   7       21  27 
      0 -72        0 -52        0 -32        0 -12       26   8       21  28 
      0 -71        0 -51        0 -31        0 -11       26   9       21  29 
      0 -70        0 -50        0 -30        0 -10       26  10       21  30 
      0 -69        0 -49        0 -29        0  -9       26  11       21  31 
      0 -68        0 -48        0 -28        0  -8       26  12       21  32 
      0 -67        0 -47        0 -27        0  -7       26  13       21  33 
      0 -66        0 -46        0 -26        0  -6       26  14       21  34 
      0 -65        0 -45        0 -25        0  -5       26  15       21  35 
      0 -64        0 -44        0 -24        0  -4       26  16       22  36 
      0 -63        0 -43        0 -23        0  -3       26  17       20  37 
      0 -62        0 -42        0 -22        0  -2       25  18       20  38 
      0 -61        0 -41        0 -21        0  -1       24  19       20  39

            ------ Relaxed ------    |         ------ Strong ------       
380000 |                             |                                       
360000 |                             |                                       
340000 |                             |                                       
320000 |                             o                                       
300000 |                             o                                       
280000 |                             oo                                      
260000 |                             oo                                      
240000 |                             oo                                      
220000 |                             oo                                      
200000 |                             oo                                      
180000 |                             oo                                      
160000 |                             oo                                      
140000 |                             oo                                      
120000 |                             oo                                      
100000 |                             ooo                                     
 80000 |                             ooo                                     
 60000 |                             ooo                                     
 40000 |                             ooo                                     
 20000 |                             ooo                                     
     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   =  722789.      Min thru -81 =       0.
  Type  = WR|(WW&CC3).        Minimum =       0.      -80 thru  -1 =       0.
  Behav =      Strong.        Maximum =     200.        0 thru  39 =  721423.
  histend                     K       =  200000.       40 thru Max =    1366.

  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        9   0       23  20 
      0 -79        0 -59        0 -39        0 -19   121316   1       23  21 
      0 -78        0 -58        0 -38        0 -18   122149   2       23  22 
      0 -77        0 -57        0 -37        0 -17    76175   3       22  23 
      0 -76        0 -56        0 -36        0 -16      915   4       22  24 
      0 -75        0 -55        0 -35        0 -15       51   5       22  25 
      0 -74        0 -54        0 -34        0 -14       27   6       22  26 
      0 -73        0 -53        0 -33        0 -13       26   7       22  27 
      0 -72        0 -52        0 -32        0 -12       26   8       22  28 
      0 -71        0 -51        0 -31        0 -11       26   9       22  29 
      0 -70        0 -50        0 -30        0 -10       26  10       22  30 
      0 -69        0 -49        0 -29        0  -9       26  11       22  31 
      0 -68        0 -48        0 -28        0  -8       26  12       22  32 
      0 -67        0 -47        0 -27        0  -7       26  13       22  33 
      0 -66        0 -46        0 -26        0  -6       26  14       22  34 
      0 -65        0 -45        0 -25        0  -5       26  15       22  35 
      0 -64        0 -44        0 -24        0  -4       26  16       22  36 
      0 -63        0 -43        0 -23        0  -3       26  17       22  37 
      0 -62        0 -42        0 -22        0  -2       25  18       22  38 
      0 -61        0 -41        0 -21        0  -1       24  19       21  39

            ------ Relaxed ------    |         ------ Strong ------       
190000 |                             |                                       
180000 |                             |                                       
170000 |                             |                                       
160000 |                             |                                       
150000 |                             |                                       
140000 |                             |                                       
130000 |                             |                                       
120000 |                             |oo                                     
110000 |                             |oo                                     
100000 |                             |oo                                     
 90000 |                             |oo                                     
 80000 |                             |oo                                     
 70000 |                             |ooo                                    
 60000 |                             |ooo                                    
 50000 |                             |ooo                                    
 40000 |                             |ooo                                    
 30000 |                             |ooo                                    
 20000 |                             |ooo                                    
 10000 |                             |ooo                                    
     0 |_________._________._________oooooooooooooooooooooooooooooooooooooooo
     -30       -20       -10         0        10        20        30        40

  Test  =     A(CMP,UPO,WW) and A(CMP,UPO,RW).
  Nmbr  =         400.        Total   =  399977.      Min thru -81 =       0.
  Type  =       WW&RW.        Minimum =       0.      -80 thru  -1 =       0.
  Behav =      Strong.        Maximum =   77205.        0 thru  39 =  321419.
  histend                     K       =  200000.       40 thru Max =   78558.

  End  analysis of Test T400  at               09:36:18.149 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               09:36:19.009 980422
  End execution of Test T410  at               09:36:19.579 980422
  Duration                                            0.570 
Start  analysis of Test T410  at               09:36:19.853 980422

Thread start, stop, and dur times.
   0.005    0.005    0.000    0.000    0.000    0.000    0.000    0.000 
   0.508    0.568    0.000    0.000    0.000    0.000    0.000    0.000 
   0.503    0.563    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      33       0       0
   9999    8329   11838       0       0
  19998   16989   23478       0       0
  29997   25590   35366       0       0
  39996   33976   46748       0       0
  49995   42643   58784       0       0
  59994   51023   70610       0       0
  69993   59472   82262       0       0
  79992   67967   93982       0       0
  89991   76631  106318       0       0
  99990   85025  117872       0       0
 109989   93210  129478       0       0
 119988  101779  141648       0       0
 129987  110420  153434       0       0
 139986  118779  165248       0       0
 149985  127064  176805       0       0
 159984  135551  188326       0       0
 169983  144116  199999       0       0
 179982  152703  199999       0       0
 189981  161257  199999       0       0
 199980  169592  199999       0       0

  dim =    80, max = 200000, pamx =     1.
  Plot of the values in the arrays.
0....:....1....:....2....:....3....:....4....:....5....:....6....:....7....:....
                                                                   2222222222222
                                                                  2             
                                                                 2              
                                                                2               
                                                               2                
                                                                                
                                                              2                 
                                                             2                  
                                                            2                   
                                                           2                    
                                                          2                     
                                                         2                      
                                                                               1
                                                        2                    11 
                                                       2                    1   
                                                      2                    1    
                                                     2                    1     
                                                    2                    1      
                                                                        1       
                                                   2                  11        
                                                  2                  1          
                                                 2                  1           
                                                2                  1            
                                               2                  1             
                                                                 1              
                                              2                11               
                                             2                1                 
                                            2                1                  
                                           2                1                   
                                          2                1                    
                                                          1                     
                                         2              11                      
                                        2              1                        
                                       2              1                         
                                      2              1                          
                                     2              1                           
                                    2             11                            
                                                 1                              
                                   2            1                               
                                  2            1                                
                                 2            1                                 
                                2            1                                  
                                            1                                   
                               2           1                                    
                              2          11                                     
                             2          1                                       
                            2          1                                        
                           2          1                                         
                                    11                                          
                          2        1                                            
                         2        1                                             
                        2        1                                              
                       2        1                                               
                      2        1                                                
                              1                                                 
                     2      11                                                  
                    2      1                                                    
                   2      1                                                     
                  2      1                                                      
                 2      1                                                       
                       1                                                        
                2    11                                                         
               2    1                                                           
              2    1                                                            
             2    1                                                             
            2    1                                                              
           2    1                                                               
              11                                                                
          2  1                                                                  
         2  1                                                                   
        2  1