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It is important to make a distinction between the related issues of the hours of trading and the number of days of trading. It will be argued here that the evidence for an effect of the number of drinking days is stronger than an effect of trading hours, although recent evidence suggests even the latter represents an important issue to be considered in the local regulation of licensed premises. A number of Scandinavian studies have focused on natural experiments involving the introduction of the closure of liquor stores for a whole day, usually Saturday or Sunday. In Sweden, Olsson & Wikstr m (1982) found reductions in levels of drunkenness, domestic and public violence following the Saturday closure of stores, although not, interestingly, any reduction in the total consumption of alcohol. Similar experiments in Norway (Nordlund, 1985) and Finland ( sterberg and S il , 1991) also yielded evidence of signi cant reductions in problems associated with alcohol intoxication, with either small or non-existent effects on overall consumption. More recently, the effects of closures of liquor stores and bars on social security pay-days in Aboriginal communities and other restrictions have been studied in Australia (Gray, 2000). In most instances there have been parallel reductions observed in alcohol consumption and alcohol-related harm, although in one case, as in the Scandinavian examples, only harm indicators were affected and not consumption per se. It should also be noted that other restrictions were also introduced in these communities, such as the rationing of cask wine sales. Collectively, these studies point to the need for a better understanding of the unique local contexts in which such experiments in alcohol availability occur. It is interesting that overall consumption throughout the whole week is not always

Max takes the built-in collection of lights, converts it to an array, and names the array LightArray. The members of an array or a collection don t all have to have the same data type, so it s completely valid to have an array with numbers, strings, and objects, like this:

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peal succeeded, and Munden got reinstated. But this was only in July 1996 he d spent the better part of four years in limbo, and his family had suffered terrible stress. Had the incident happened in California, he could have won enormous punitive damages, a point bankers should ponder as their systems become global and their customers can be anywhere. The lesson to be drawn from such cases is that dual control is not enough. If a system is to provide evidence, it must be able to withstand examination by hostile experts. In effect, the bank in the Munden case had used the wrong security policy. What it really needed wasn t dual control, but nonrepudiation: the ability for the principals in a transaction to prove afterward what happened. This could have been provided by installing ATM cameras; although these were available (and are used in some U.S. states), they were not being used in Britain. The issue of nonrepudiation arises in a number of other applications. Often, the right question to ask is not about the mechanism (cameras, biometrics, digital signatures, . . .) but about the motive. Why should a U.K. bank have spent money on ATM cameras that would have undermined its infallibility policy (One English bank did install ATM cameras during the spate of phantom withdrawals, but took them out again under pressure from the other banks.) And why for that matter should people shopping on the Net use digital signatures, if these will just make it harder to deny a transaction when things go wrong We will revisit this issue again and again in later chapters.

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In addition to these basic data types, each object in your scene has its own data type. For example, if you use classof on a sphere object, Max prints out Sphere. Data types for scene objects are actually complex data types or structures, which means that they are groups of other data types in a single unit. The pieces of data inside a larger object are called members

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Source: Seth Godin, Unleashing the Ideavirus (Dobb s Ferry, NY: Do You Zoom, Inc., 2000), pp. 20 and 65; and Guy Kawasaki and Michele Moreno, Rules for Revolutionaries (New York: HarperBusiness, 1999), p. 84.

include king sh, blue runner, yellowtail, amberjack, and golden thread. The best-known jack is the pompano, listed separately. Jack Characteristics: Smooth, shiny skin; rm, oily esh; strong avor. Some varieties are much stronger in avor than others. Weight: Varies greatly depending on variety.

20. Name the two types of options. 1. _________________________________________________________ 2. _________________________________________________________ 21. A ______________ gives the buyer the right (not the obligation) to buy the underlying stock shares or futures contract. A. Call option. B. Put option. C. Futures option contract. D. Stock option contract. 22. If the market price is more than your strike price, your call option is ______________. A. At-the-money. B. In-the-money. C. Out-of-the-money. 23. If the market price is less than your strike price, your call option is ______________. A. At-the-money. B. In-the-money. C. Out-of-the-money. 24. If the market price is the same as your strike price, your option is ______________. A. At-the-money. B. In-the-money. C. Out-of-the-money. 25. If you buy call options, you are ______________. A. Going long. B. Going short. C. Going delta neutral. D. Hedging.

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