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Anytime ZF is set you know that the subtraction resulted in a zero, which means that the operands are equal. When all three flags are zero, you know that the first operand is greater than the second, because you have a positive result and no overflow. When there is a negative result and no overflow (SF=1 and OF=0), you know that the second operand is larger than the first. When there is an overflow and a positive result, the second operand must be larger than the first, because you essentially have a negative result that is too small to be represented by the destination operand (hence the overflow). When you have an overflow and a negative result, the first operand must be larger than the second, because you essentially have a positive result that is too large to be represented by the destination operand (hence the overflow).

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E2.1.2.2

While it is not generally necessary to memorize the comparison outcome tables (tables A.1 and A.2), it still makes sense to go over them and make sure that you properly understand how each flag is used in the operand comparison process. This will be helpful in some cases while reversing when flags are used in unconventional ways. Knowing how flags are set during comparison and subtraction is very helpful for properly understanding logical sequences and quickly deciphering their meaning.

Table A.2 demonstrates the behavior of the CMP instruction when comparing unsigned operands. Remember that just like table A.1, the following table also applies to the SUB instruction.

E2.1.2.3

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Table A.2 Unsigned Subtraction Outcome Table for CMP and SUB Instructions (X represents the left operand, while Y represents the right operand) RELATION BETWEEN OPERANDS X=Y X<Y X>Y FLAGS AFFECTED CF = 0 ZF = 1 CF = 1 ZF = 0 CF = 0 ZF = 0

Committee boat (Start)

COMMENTS The two operands are equal, so the result is zero. Y is larger than X so the result is lower than 0, which generates an overflow (CF=1). X is larger than Y, so the result is above zero, and no overflow is generated (CF=0).

E2.1.1.1.2

In looking at Table A.2, the ground rules for identifying the results of unsigned integer comparisons become clear, and it s obvious that unsigned operands are easier to deal with. Here s a quick summary of the basic rules:

E2.1.3.2.1

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Anytime ZF is set you know that the subtraction resulted in a zero, which means that the operands are equal. When both flags are zero, you know that the first operand is greater than the second, because you have a positive result and no overflow. When you have an overflow you know that the second operand is greater than the first, because the result must be too low in order to be represented by the destination operand.

Conditional codes are suffixes added to certain conditional instructions in order to define the conditions governing their execution. It is important for reversers to understand these mnemonics because virtually every conditional code sequence will include one or more of them. Sometimes their meaning will be very intuitive take a look at the following code:

E2.1.3.2.2

Committee boat (Finish)

In this example, it is obvious that JE (which is jump if equal) will cause a jump to SomePlace if EAX equals 7. This is one of the more obvious cases where understanding the specifics of instructions such as CMP and of the conditional codes is really unnecessary. Unfortunately for us reversers, there are quite a few cases where the conditional codes are used in unintuitive ways. Understanding how the conditional codes use the flags is important for properly understanding program logic. The following sections list each condition code and explain which flags it uses and why.

The conditional codes listed in the following sections are listed as standalone codes, even though they are normally used as instruction suffixes to conditional instructions. Conditional codes are never used alone.

E2.1.3.2.3

Table A.3 presents the IA-32 conditional codes defined for signed operands. Note that in all signed conditional codes overflows are detected using the

E2.1.3.2.4

overflow flag (OF). This is because the arithmetic instructions use OF for indicating signed overflows.

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