Programming is a fun hobby because once you unlock and open a door, you immediately find another locked door. Normal humans would experience frustration, but a good programmer enjoys a challenge and even sees the humor in the situation. A case in point is learning how to program wide characters in C: Once you think you’ve cleared a huge hurdle, you find another, taller one right behind it.
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I confess, the solution to this month’s Exercise was frustrating. Several times, I thought to abandon the premise and focus on the main problem, which is how to create a random price, such as $5.32, without that floating-point value really being 5.3187321.
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Consider the penny. It’s one cent, which was once a worthy sum before the government devalued the currency to the point where trays of pennies linger unwanted on convenience store checkout counters across the land. Why not do away with the penny?
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After you set the necessary locale for your program, you’re free to use the wide character functions defined in the wchar.h header file. For some reason, this process is poorly-documented on the Internet, which is probably why you’re here.
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At the dawn of the microcomputer era, lowercase text was considered a big deal. That’s because many home computers at the time displayed only uppercase letters. Memory was tight. Full-ASCII character generators added to the system’s cost. Yes, a microcomputer that displayed lowercase text was a big deal.
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Division is the last of the four basic arithmetic operations taught. Addition is easiest, followed by subtraction. Multiplication is merely aggressive addition. Division is a weird un-multiplication combined with subtraction thing, which is probably why educators save the concept for last.
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A new operator was added to the C language in the last revision, one that I don’t cover in my books. (I’m not sure how that happened.) Anyway, it’s the Elvis operator. Unless you’re a fan of the ternary operator, you’ll probably never use it.
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A perfect shuffle splits a deck of cards in two. The second half is folded evenly into the first half, so that every other card comes from the first and last half of the deck, respectively. This type of shuffle is practically impossible in real life, but for a computer simulation it’s not that difficult.
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Last week’s Lesson showed how to shift a column of numbers in an array grid. The array just happens to be a magic square. So the puzzle is to run the array through the confirm_magic() function, which was presented in a previous week’s Lesson. Seems easy.
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A perfect shuffle occurs when you shuffle a deck of cards so that all the cards from the second half of the deck are perfectly interspliced between the cards in the first half of a deck. Such a shuffle is illustrated in Figure 1.
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