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Glazed, coloured terracottas, are very distinctive of the Italian artistic Renaissance and enrich the collections of the world major museums. Art historians are confronted by a rich and composite ensemble of hundreds of objects. PIXE can identify the elemental content as a ngerprint of each glaze and help to identify similarities amongst objects and to strengthen hypotheses on artist attribution. Appropriate analytic procedures42 have been implemented to deal with the nonhomogeneous nature of Renaissance glazes, to treat consistently the three kinds of samples available (polished cross-sections, fragments and whole sculptures), to correlate data from two facilities (ALGAE43 and INFN Florence44 ), to estimate non statistical errors which are between 3 and 8 % for many elements and exceed 10 % only for low Z elements (Na,Al) or for elements well below 1 % in weight. The nature of samples requires some considerations. Plaster, dust or paint, could create a surface layer on whole sculptures and even more on fragments, which are sampled for evident reasons from peripheral dirty areas. The extra layer could exhaust a non-negligible fraction of the total proton range and therefore increase the concentration of contaminant elements, such as Al, K, and Ca in comparison to a polished SEM section. Other discrepancies could be due to the glaze texture. For example the high amounts of CaO found by PIXE on a micro-sample were explained by SEM images. The interface, characterized by the development of newly formed crystals of calcium silicate was exceptionally thick,42 more than 100 m, due to local over- ring inside the Renaissance kiln. A large number of measurements on the same artefact are therefore recommended to avoid possible

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This problem was solved by W. A. Whitworth in 1878: 'In a ballot, the winning candidate P scores p votes, and the losing candidate Q scores q votes. What is the probability that during the count, P was always ahead of Q ' The answer turns out to be (p - q)/(p + q). Our query is this: why is this equivalent to a random-walk problem Here is a problem about brackets. Imagine a long complicated algebraic expression from which everything has been removed except the brackets: for example,

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Let s take the last point rst. Why do you think people buy the Mercedes-Benz automobile in the United States Is it because of the rack and pinion steering or the antilock braking system or the safety features Other cars have the same features, so why spend a fortune to buy one when, for a fraction of the cost of a Mercedes, you can get an American or Japanese car or even a Volvo that has many of the exact same features The answer: We buy on emotion and justify with logic. I know that when I rst bought a Mercedes and my friends saw it, I told them that the reason I bought it was because of a series of technical features that I found very impressive. The real reason I bought the car was not for the technical features at all. I wanted to own a prestigious car and belong to the crowd that drove a Mercedes. But when I had to explain the reason for my purchase, I ended up using logic something that I really believed was correct when I used it. Mercedes Advertising Look at a Mercedes ad. Since the Mercedes advertising agency knows the real motivation behind the purchase of their cars, they focus on the reasons people use to justify their purchase. All their ads talk about the terri c drive you get or the technical features that make the car a breed apart. In reality, feature by feature, there is nothing so revolutionary that it can t be duplicated in a less ex66

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