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As you can see, RtlGetElementGenericTable is a somewhat more involved function compared to the ones you ve looked at so far. The following sections provide a detailed analysis of the disassembled code from Listing 5.2.

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In order to stick to a good, healthy diet we need to enjoy what we eat! Suddenly changing your diet may lead to an unhappy sailor and unhappy sailors never tend to sail very well. When you attend a regatta far from home, the food may be very different from what you are used to. Perhaps try and go out early so you can get used to the food, or bring some of your own if possible. In some foreign countries it is best to drink bottled water (safer than tap water). Remember, ice is simply frozen water. Even if the water is perfectly safe to drink, the fact that it is different from what your body is used to may affect your performance.

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This expression is in terms of the unprimed variables. After removing the higher order terms and recognizing that g = 0 at the failure criterion, we get g(x1 , x2 , . . . , xn ) = = (xi xi ) g xi

Just like the previous APIs, RtlGetElementGenericTable starts with a conventional stack frame setup sequence. This tells you that this function s parameters are going to be accessed using EBP instead of ESP. Let s examine the first few lines of RtlGetElementGenericTable.

7C9624E3 7C9624E6 7C9624E9 MOV ECX,DWORD PTR [EBP+8] MOV EDX,DWORD PTR [ECX+14] MOV EAX,DWORD PTR [ECX+C]

1 x i (16.40)

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Generic table APIs all seem to take the root table data structure as their first parameter, and there is no reason to assume that RtlGetElementGeneric Table is any different. In this sequence the function loads the root table pointer into ECX, and then loads the value stored at offset +14 into EDX. Recall that in the dissection of RtlNumberGenericTableElements it was established that offset +14 contains the total number of elements in the table. The next instruction loads the third pointer at offset +0c from the three pointer group into EAX. Let s proceed to the next sequence.

5

15

THE HASOFER LIND APPROACH (FORM)

7C9624EC 7C9624ED 7C9624EE 7C9624F1 7C9624F2 7C9624F5 7C9624F8 7C9624FB 7C9624FD 7C9624FF PUSH EBX PUSH ESI MOV ESI,DWORD PTR [ECX+10] PUSH EDI MOV EDI,DWORD PTR [EBP+C] CMP EDI,-1 LEA EBX,DWORD PTR [EDI+1] JE SHORT ntdll.7C962559 CMP EBX,EDX JA SHORT ntdll.7C962559

The primed variables are, by de nition, zero when the unprimed variables have their mean values. Hence, g g xi (16.41) xi and

This code starts out by pushing EBX and ESI into the stack in order to preserve their original values (we know this because there are no function calls anywhere to be seen) The code then proceeds to load the value from offset +10 of the root structure into ESI, and then pushes EDI in order to start using it In the following instruction, EDI is loaded with the value pointed to by EBP + C You know that EBP + C points to the second parameter, just like EBP + 8 pointed to the first parameter So, the instruction at ntdll7C9624F2 loads EDI with the value of the second parameter passed into the function.

Immediately afterward, EDI is compared against 1 and you see a classic case of interleaved code, which is a very common phenomena in code generated for modern IA-32 processors (see the section on execution environments in 2) Interleaved code means that instructions aren t placed in the code in their natural order, but instead pairs of interdependent instructions are interleaved so that in runtime the CPU has time to complete the first instruction before it must execute the second one In this case, you can tell that the code is interleaved because the conditional jump doesn t immediately follow the CMP instruction This is done to allow the highest level of parallelism during execution Following the comparison is another purely arithmetical application of the LEA instruction This time, LEA is used simply to perform an EBX = EDI + 1.

2 g

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