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The results for all three cases are summarized in Table 14.7. Although the factor of safety in the multi-stage case is slightly less than for the single stage cases, the reliability index is signi cantly larger. Figure 14.5 summarizes the overall contributions of systematic and spatial uncertainty. It shows the effect of the reduction in spatial uncertainty from averaging the soil parameters over the failure surface. Spatial variability becomes almost insigni cant for the 23 m high dike constructed in two stages. It should be noted that, in order to simplify calculations, the values of R used for spatial averaging were based on analyses of the eld vane data and therefore should apply only to the undrained strength for the single stage cases with H of 6 and 12 m and the part of the multi-stage case involving the intact clay. Different values of R would exist for the ll density, friction angle, and normally consolidated undrained shear strength. Table 14.7 shows that introducing model error can have unexpected results. For the single stage dike with H = 6 m, increases from 1.84 to 1.96. There is little effect for the single stage dike with H = 12 m; changes from 2.66 to 2.60. For the multi-stage dike decreases from 3.69 to 3.19. Thus, the computed reliability index can increase or decrease when the effects of model uncertainty are introduced. For a particular con guration and set of properties an increase in E[F ] might be offset by an increase in [F ].

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As expected, the low-order word of the serial number is identical, but you now have a full result, including the high-order word. You immediately try and run this data by Defender: Defender John Doe 86fc941e6482d9c6 (again, this number will vary depending on the volume serial number). Here s Defender s output:

ii Boat has dirty wind and cannot tack 7.3f Good leeward mark rounding (in wide, out tight).

Figure 14.5 Separation of spatial and systematic uncertainties. (Christian, J. T., Ladd, C. C. and Baecher, G. B., 1994, Reliability Applied to Slope Stability Analysis, Journal of Geotechnical Engineering, ASCE, Vol. 120, No. 12, pp. 2180 2207, reproduced by permission of the American Society of Civil Engineers.)

Defender Version 1.0 - Written by Eldad Eilam That is correct! Way to go!

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Congratulations! You ve just cracked Defender! This is quite impressive, considering that Defender is quite a complex protection technology, even compared to top-dollar commercial protection systems. If you don t fully understand every step of the process you just undertook, fear not. You should probably practice on reversing Defender a little bit and quickly go over this chapter again. You can take comfort in the fact that once you get to the point where you can easily crack Defender, you are a world-class cracker. Again, I urge you to only use this knowledge in good ways, not for stealing. Be a good cracker, not a greedy cracker.

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Let s try and summarize the protection technologies you ve encountered in Defender and attempt to evaluate their effectiveness. This can also be seen as a good executive summary of Defender for those who aren t in the mood for 50 pages of disassembled code. First of all, it s important to understand that Defender is a relatively powerful protection compared to many commercial protection technologies, but it could definitely be improved. In fact, I intentionally limited its level of protection to make it practical to crack within the confines of this book. Were it not for these constraints, cracking would have taken a lot longer.

Like many copy protection and executable packing technologies, Defender stores most of its key code in an encrypted form. This is a good design because it at least prevents crackers from elegantly loading the program in a disassembler such as IDA Pro and easily analyzing the entire program. From a livedebugging perspective encryption is good because it prevents or makes it more difficult to set breakpoints on the code. Of course, most protection schemes just encrypt the entire program using a single key that is readily available somewhere in the program. This makes it exceedingly easy to write an unpacker program that automatically decrypts the entire program and creates a new, decrypted version of the program. The beauty of Defender s encryption approach is that it makes it much more difficult to create automatic unpackers because the decryption key for each encrypted code block is obtained at runtime.

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for example, let someone sail over you and lose a boat length, but still be able to sail straight to the mark and keep your race strategy (see 8), thus gaining several boat lengths on all the boats who went high. A good leeward mark rounding is essential so you have clean wind for the upwind leg and the option to tack. (If you sag to leeward you will be in the dirty air of the boats in front and may have no option to tack if there are boats close behind.) This is achieved by getting the sail controls sorted and entering the mark wide, so you can squeeze up tight as you exit. Remember, if there was a photo taken a boat length upwind, they should not be able to tell from the picture that you had just rounded a mark. When training, always try and nish on a leeward mark rounding, as this is one of the most dif cult and important manoeuvres.

Defender uses a fairly solid, yet simple encryption algorithm called Cipher Block Chaining (CBC) (see Applied Cryptography, Second Edition by Bruce Schneier [Schneier2]). The idea is to simply XOR each plaintext block with the

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