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Hint: Divide and conquer Divide the problem into simpler steps, and then assemble the simpler steps into a final solution Always listen to the phrasing of the question and notice what information is available to you from the phrasing The same puzzle would be experienced much differently with this phrasing: what is the minimum number of weighings required to specify which ball is different and whether it is lighter or heavier Here, you are being told that the number of weighings is three and the challenge is to specify the algorithm, or steps, to isolate the unique ball There are dozens of approaches to this problem, but only one approach forces a solution in just three weighings A good way to start is to simplify Consider 2 balls: 1 blue, 1 red, and the other 10 being white and of the same weight Balance the red ball against any white ball If they balance, the blue ball is different, but you still need another balance to determine if it s lighter or heavier Now consider 3 balls: 1 blue, 1 red, 1 green, and the 9 others being white and of the same weight You could balance the blue, red, and green balls against any 3 white balls, which tells you if the different ball is lighter or heavier You could balance the blue and red balls against any 2 white balls If they balance, the green ball is different If they don t balance, you at least know if you re looking for a lighter ball or a heavier ball If you previously determined either the red, blue, or green ball is heavier, balance the blue ball against the red ball If they balance, the green ball is heavier The challenge is now to generalize Consider how two candidates came at the problem using very different approaches The first candidate took a traditional narrative approach: Since 12 balls contain four groups of 3, and it takes two weighings to determine which group of 3 contains the different ball, the final answer would require four weighings This suggests that we need to deal with groups of 4 or more to have a chance Let s begin by balancing two groups of 4 If they balance, the unique ball is among the remaining 4 Now let s select 3 of the remaining 4 to balance against any 3 of the known good balls If they don t balance, we ve at least determined whether we re looking for a lighter or heavier ball.

XML makes its biggest impact in Access Through enhanced XML import and export tools for Access data, more people in more places, using more environments for accessing and using data, can now work with the data you ve stored in Access In addition to this overarching change, you ll enjoy the following enhancements to Access:

The following are the common ASCII text log files: M I L Web access logs (/var/log/httpd/access_log) Xferlog (ftp logs) History files

You will also want to review the /etc/syslogconf file to determine if there are any additional logs maintained on the system, such as TCP Wrapper logs or specific application logs (We cover the purpose of each of these logs in 13) Here is an example of how to obtain /var/log/messages from a target Linux system with an encrypted transfer Execute the following command line on the victim machine:

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If the first two groups of 4 do not balance, it s a bit trickier Let s suppose the left side is heavier We need to remember that there could be a lighter ball on the right side For the second weighing, replace 3 balls on the left (heavy) side with 3 balls from the remaining 4, and in addition, swap the fourth ball on the left side with any ball from the right side If the scale now balances, we know that 1 of the 3 balls removed from the left side is heavier If the left side is now lighter, 1 of the 2 balls swapped is different If the right side is still lighter, we know that 1 of the 3 balls on the right side that wasn t swapped is lighter The second candidate, obviously a programmer, went up to the whiteboard and solved the problem using his own pseudocode: find-oddball: weigh 4 vs 4, save 4 Case match: Discard 8 just weighed Remark: Still have to determine whether it s heavier or lighter weigh 3(unknown) vs 3(known from before), save 1 Case match: Discard 3 just weighed weigh 1 vs 1 known ball Case match: assert(! Stated conditions were not met ); Case mismatch: Tag ball appropriately return ball, status Case mismatch: Tags all remaining balls appropriately lighter/heavier weigh 1 vs 1, save 1 Case match: Discard 2 just weighed

On the forensic workstation, run the following:

don t have to manually copy your mdb files to disk or CD anymore; you can now issue a backup command through the application itself and know that you re backing up your tables, forms, reports, and all other related content

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