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Figure 5-43. Link Bonus with Hurdle
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Figure 5-25 Who needs Dali to go surreal
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Many processes of nature and many mathematical applications involve logarithmic and exponential functions. For example, if we examine a population of bacteria, we notice that the rate at which the population grows is proportional to the number of bacteria present. To see that this makes good sense, suppose that a bacterium reproduces itself every 4 hours. If we begin with 5 thousand bacteria then after 4 hours there are 10 thousand bacteria after 8 hours there are 20 thousand bacteria after 12 hours there are 40 thousand bacteria after 16 hours there are 80 thousand bacteria . . . etc. The point is that each new generation of bacteria also reproduces, and the older generations reproduce as well.Asketch (Fig. 6.12) of the bacteria population against time shows that the growth is certainly not linear indeed the shape of the curve appears to be of exponential form.
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Housed on nonstop servers with enough processing and networking power to communicate to checkpoints and legitimate queries without undue delay (they may have to be cached locally to serve overseas users) Backed up and, if necessary, distributed so they can function in the event of physical damage, network outages, or computer attacks (including denial-of-service attacks)
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