FIX: Loop Optimization Causes Infinite Do-While LoopLast reviewed: September 18, 1997Article ID: Q115704  | 
	
	
 
6.00 6.00a 6.00ax 7.00 | 1.00 1.50 | 1.00
MS-DOS | WINDOWS | WINDOWS NTkbtool kbfixlist kbbuglist The information in this article applies to: 
 
 SYMPTOMSThe use of loop optimization (/Ol, or /Ox for the C/C++ compiler 8.0 for Windows NT) in a do-while loop that terminates after a single iteration may cause an infinite loop. The code below can be used to demonstrate this behavior. An infinite loop is generated when the expression (i <= e) from the program below is true during the first loop iteration. 
 CAUSEExamining the assembly/source code file generated by using the /Fc compiler option reveals that the comparison operation differs with the optimized and non-optimized versions. The optimized version will only reenter the loop if the two values are not equal, whereas the non-optimized version correctly checks if i is less than or equal to e. Optimized version: 
 ;|*** while (i<=e);; Line 17     *** 000059 ff 4e f4           dec WORD PTR [bp-12]
    *** 00005c 75 f1              jne $D536
Non-optimized version:
 ;|*** while (i<=e);; Line 17   L00537:
    *** 000054 8b 46 f6           mov ax,WORD PTR -10[bp]
    *** 000057 39 46 fc           cmp WORD PTR -4[bp],ax
    *** 00005a 7f 03 e9 e7 ff     jle L00536
RESOLUTIONThere are two workarounds to this problem: 
 STATUSMicrosoft has confirmed this to be a bug in the products listed at the beginning of this article. This problem was corrected in the C/C++ compiler version 9.0, included with Visual C++ 32-bit Edition, version 2.0. 
 MORE INFORMATIONThe following sample code can be used to demonstrate the problem. 
 Sample Code
 /* Compile options needed: /Ol */ #include <stdio.h> void main(void){    int a, b, c;
   int e, i;
   scanf("%d%d%d", &a, &b, &c);
   printf("%d%d%d", a, b, c);
   i=a-c;
   e=b-c;
   do
   {
      printf("x");
      i++;
   }
   while (i<=e);
   printf("\n");
}
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	Additional reference words: 6.00 6.00a 6.00ax 7.00 8.00 8.00c 1.00 1.50 
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