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From its name, you can guess that RtlLookupElementGenericTable performs a binary tree search on the generic table, and that it probably takes the TABLE structure and an element data pointer for its parameters. It appears that the actual implementation resides in ntdll.7C9215DA, so let s take a look at that function. Notice the clever stack use in the call to this function. The first two parameters are the same parameters that were passed to RtlLookup ElementGenericTable. The second two parameters are apparently pointers to some kind of output values that ntdll.7C9215DA returns. They re apparently not used, but instead of allocating local variables that would contain them, the compiler is simply using the stack area that was used for passing parameters into the function. Those stack slots are no longer needed after they are read and passed on to ntdll.7C9215DA. Listing 5.9 shows the disassembly for ntdll.7C9215DA.

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5

18

If the constants m, a, and c are not very carefully chosen, there will be many fewer than that The number m is usually chosen close to the machine s largest representable integer, eg 232 So, for example, the number of planes on which triples of points lie in three-dimensional space is usually no greater than about the cube root of 232 , about 1600 You might well be focusing attention on a physical process that occurs in a small fraction of the total volume, so that the discreteness of the planes can be very pronounced (Italics in the original) The parameters in a linear congruential generator must be selected carefully to maximize the number of planes or hyperplanes along which the sets of points cluster It is surprising that some of the commercially developed generators behave very badly.

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7C9215DA 7C9215DC 7C9215DD 7C9215DF 7C9215E0 7C9215E3 7C9215E4 7C9215E7 7C9215E8 7C9215EB 7C9215F0 7C9215F2 7C9215F5 7C9215F7 7C9215F9 7C9215FC 7C9215FE 7C921600 7C921601 7C921602 7C921603 7C921606 7C921608 7C92160D 7C92160F 7C921611 7C921614

MOV EDI,EDI PUSH EBP MOV EBP,ESP PUSH ESI MOV ESI,DWORD PTR [EBP+10] PUSH EDI MOV EDI,DWORD PTR [EBP+8] PUSH ESI PUSH DWORD PTR [EBP+C] CALL ntdll.7C92147B TEST EAX,EAX MOV ECX,DWORD PTR [EBP+14] MOV DWORD PTR [ECX],EAX JE SHORT ntdll.7C9215FE CMP EAX,1 JE SHORT ntdll.7C921606 XOR EAX,EAX POP EDI POP ESI POP EBP RET 10 PUSH DWORD PTR [ESI] CALL ntdll.RtlSplay MOV DWORD PTR [EDI],EAX MOV EAX,DWORD PTR [ESI] ADD EAX,18 JMP SHORT ntdll.7C921600

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The best known horror story concerns the RANDU routine that was part of the IBM Scienti c Subroutine Package for the 360 and 370 computers in the 1960s and 70s (Press et al 1992; Fishman 1995) This used a = 216 + 3 = 65,539, c = 0, and m = 231 Although m1/k gives about 1290 as the number of planes that should exist in three dimensions, this generator actually had all the points falling on 15 planes in three dimensions Figure 173 shows in part (a) that the points seem to be fully distributed when the space is viewed from an arbitrary angle but in part (b) that the 15 planes are clearly visible from the right perspective This random number generator was widely used, and its performance became notorious.

At this point, you re familiar enough with the generic table that you hardly need to investigate much about this function we ve discussed the two core functions that this API uses: RtlLocateNodeGenericTable (ntdll .7C92147B) and RtlSplay. RtlLocateNodeGenericTable is used for the actual locating of the element in question, just as it was used in RtlInsert ElementGenericTable. After RtlLocateNodeGenericTable returns, RtlSplay is called because, as mentioned earlier, splay trees are always splayed after adding, removing, or searching for an element. Of course, RtlSplay is only actually called if RtlLocateNodeGenericTable locates the element sought. Based on the parameters passed into RtlLocateNodeGenericTable, you can immediately see that RtlLookupElementGenericTable takes the TABLE pointer and the Element pointer as its two parameters. As for the return value, the add eax, 18 shows that the function takes the located node

Knuth (1997) gives the following recommendation for dealing with these issues in important applications: The most prudent policy for a person to follow is to run each Monte Carlo program at least twice using quite different sources of random numbers, before taking the answers of the program seriously; this will not only give an indication of the stability of the.

and skips its header to get to the return value. As you would expect, this function returns the pointer to the found element s data.

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Jun 9, 2015 · A GS1 Parser for C#. Contribute to ... http://stackoverflow.com/questions/9721718​/ean128-or-gs1-128-decode-c-sharp/28854802#28854802.

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