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Being a casual golfer myself, I can testify that there are many benefits to using an electronic scorecard instead of the old paper-based method. An electronic scorecard can automatically do the math that shows you how much under (or in my case, well over) par you are at any given moment. And if you are willing to enter a little more information, these programs can total your putts, track the accuracy of your shots, and even automatically track the results of a variety of friendly wagers you might be playing with your foursome. Best of all, if you use a scorecard program over the course of many rounds, you can view statistics and graphs that show you your progress (let s hope!) in different areas of your game.

The exec option to find is very powerful, because it lets you act on the files found with the find command. The following command finds all the files in /var owned by the user francois (must be a valid user) and executes the ls -l command on each one:

Figure 12-14 Tandem scanning confocal microscopy using a spinning Nipkow disk. The Yokogawa design features two disks each with 20,000 pinholes that rotate as a single unified piece around a central axis. The upper disk is fitted with microlenses that focus incident rays on a pinhole in the second disk. The pinholes of the disk are confocal with the specimen and the surface of an electronic imager such as a charge-coupled device (CCD) camera. A fixed dichroic mirror positioned in between the rotating disks transmits excitatory wavelengths from the laser while reflecting fluorescent wavelengths to the camera.

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Turing-computable if a set of instructions exists that would result in the machine nishing the calculation of the function, regardless of how many steps it takes A Turing-computable function is one that can be successfully computed using a nite number of steps These two factors or assumptions ensure that no computable function would fail to be computable on a Turing machine simply because there is insuf cient memory or time to complete the computation Turing also de ned the concept of a computable number to be a real number whose decimal expansion could be produced by a Turing machine16 He showed that most real numbers are not computable, even though a countably in nite number of them are.

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Turing then described a number that is not computable, and he remarked that this seemed to be a paradox since he appeared to have described, in nite terms, a number that cannot be described in nite terms However, he understood the crux of the apparent paradox: he determined that it would be impossible to decide (using another Turing machine) whether a given Turing machine with a given table of instructions will halt after a nite number of steps or continue on inde nitely Turing s paper contains ideas related to the halting problem that proved to be of fundamental importance to mathematics and to computer science In 1939, Turing began working for the British Government in its effort to break the German wartime encryption codes produced by an encryption machine known as Enigma.

Together with others, Turing developed the Bombe, a deencryption machine that succeeded in decoding messages sent by the German Luftwaffe By the middle of 1941, Turing s efforts combined with captured information were instrumental in leading to the decoding of secret German Navy messages, using the rst practical programmed computer called Colossus In March 1946, Turing proposed a design for the Automatic Computing Engine (ACE) This design provided the basis for modern computers Then in 1947, Turing started to explore the concept of intelligent machines He suggested that a computing machine could be considered to be intelligent if it could deceive a human judge into believing that it was human, based solely on its responses to a series of queries His test called the Turing test consists of a person asking a series of questions to both a human subject and a machine.

The questioning is done via a keyboard so that the questioner has no direct interaction between subjects, human or machine A machine with true intelligence will pass the Turing test by providing responses that are suf ciently human-like that the questioner cannot determine which responder is the human and which is not17 Turing was convinced that mathematical problem solving could be reduced to simple steps These could be used to program computer actions Turing.

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