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      1  1.1  christos Here is a comparison matrix which shows a case in which
      2  1.1  christos it is possible for the forward and backward scan in `diag'
      3  1.1  christos to meet along a nonzero length of diagonal simultaneous
      4  1.1  christos (so that bdiag[d] and fdiag[d] are not equal)
      5  1.1  christos even though there is no snake on that diagonal at the meeting point.
      6  1.1  christos 
      7  1.1  christos 
      8  1.1  christos      85   1   1   1  159  1   1   17
      9  1.1  christos         1   2   3   4
     10  1.1  christos 60
     11  1.1  christos     1   2
     12  1.1  christos 1
     13  1.1  christos     2  	    2   3   4
     14  1.1  christos 71
     15  1.1  christos     3       3  	4   5
     16  1.1  christos 85
     17  1.1  christos     4  	3   4	5
     18  1.1  christos 17
     19  1.1  christos     5  	4   5
     20  1.1  christos 1
     21  1.1  christos     6       4  	5   6
     22  1.1  christos 183
     23  1.1  christos     7       5   6   7
     24  1.1  christos 10
     25  1.1  christos     8  	    6  	7
     26  1.1  christos 1
     27  1.1  christos     9           6   7  	8
     28  1.1  christos 12
     29  1.1  christos                 7   8   9  10
     30  1.1  christos 13
     31  1.1  christos        10       8   9  10
     32  1.1  christos 14
     33  1.1  christos            10   9  10
     34  1.1  christos 17
     35  1.1  christos        10      10
     36  1.1  christos 1
     37  1.1  christos    10   9  10
     38  1.1  christos 1
     39  1.1  christos 	8      10      10      10
     40  1.1  christos 183
     41  1.1  christos     8   7	9       9      	9
     42  1.1  christos 10
     43  1.1  christos     7   6	8   9   8      	8
     44  1.1  christos 1
     45  1.1  christos     6   5    		7       7
     46  1.1  christos 1
     47  1.1  christos             5          	6      	6
     48  1.1  christos 1
     49  1.1  christos 	       	5      	5      	5
     50  1.1  christos 50
     51  1.1  christos 	    5   4      	4      	4
     52  1.1  christos 1
     53  1.1  christos 	            4   3	3
     54  1.1  christos 85
     55  1.1  christos 	    5   4   3   2       2
     56  1.1  christos 1
     57  1.1  christos 	                    2   1
     58  1.1  christos 17
     59  1.1  christos 	    5   4   3   2   1       1
     60  1.1  christos 1
     61  1.1  christos 		                1   0
     62  1.1  christos      85   1   1   1  159  1   1  17
     63  1.1  christos 
     64  1.1  christos 
     65  1.1  christos 
     66  1.1  christos 
     67  1.1  christos 
     68  1.1  christos 
     69  1.1  christos 
     70  1.1  christos 
     71  1.1  christos 
     72