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Syntactically, one-dimensional arrays and rectangular arrays are very similar, so I ll treat them together. I ll then treat jagged arrays separately.

Year 1 Customers Retention rate Spending rate Revenue Cost rate Costs Referral fee/retention fee ($50/$20) Total costs Pro t Discount rate NPV of pro t Cumulative of NPV pro t Lifetime value 10,000 80% $275 $2,750,000 60% $1,650,000 $ 500,000 $2,150,000 $600,000 1.00 $600,000 $600,000 $60 Year 2 8,000 82% $285 $2,280,000 55% $1,254,000 $ 160,000 $1,414,000 $866,000 1.07 $807,836 $1,407,836 $140.78 Year 3 6,560 85% $295 $1,935,200 54% $1,045,008 $ 131,200 $1,176,208 $758,992 1.15 $660,462 $2,068,298 $206.83

To declare a one-dimensional or rectangular array, use a single set of square brackets between the type and the variable name. The rank specifiers are commas between the brackets. They specify the number of dimensions the array will have. The rank is the number of commas, plus one. For example, no commas indicates a onedimensional array, one comma indicates a two-dimensional array, and so forth. The base type, together with the rank specifiers, is the type of the array. For example, the following line of code declares a one-dimensional array of longs. The type of the array is long[], which is read as an array of longs. Rank specifiers = 1 long[ ] secondArray; Array type The following code shows examples of declarations of rectangular arrays. Notice the following: You can have as many rank specifiers as you need. You cannot place array dimension lengths in the array type section. The rank is part of the array s type, but the lengths of the dimensions are not part of the type. When an array is declared, the number of dimensions is fixed. The length of the dimensions, however, is not determined until the array is instantiated.

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Rank specifiers int[,,] firstArray; int[,] arr1; long[,,] arr3;

Develop direct-mail communications from each lead manager that permit effective telemarketing follow-up. Have outbound telemarketing associates work closely with the lead managers. Create a lead-generation database that tracks and identi es the business generated by the lead managers from this program. From the SalesLogix case study, we learned how to develop An online event registration system. A global campaign information database into which marketing managers input campaign details through a Web interface. From the BMW study, we learned how to Set up a 6-week communication program aimed at targeted prospects. Use variables to score prospects. Deliver personalized content and information to each responder. From the Weekly Standard, we learned to modify messages to prospects based on what we have learned about those prospects. From the timeshare study, we learned a two-step process: Sell them a tour, and let them buy the timeshare while they are on the tour.

For certain types of conversions, there is no possibility of loss of data or precision. For example, it s easy to stuff an 8-bit value into a 16-bit type with no loss of data. The language will do these conversions for you automatically. These are called implicit conversions. When converting from a source type with fewer bits to a target type with more bits, the extra bits in the target need to be filled with either 0s or 1s. When converting from a smaller unsigned type to a larger unsigned type, the extra, most significant bits of the target are filled with 0s. This is called zero extension.

that are clearly not in sight of the camera because they are not inside the viewing frustum of the camera. More advanced solutions exist in the domain of occlusion culling, where the 3D world is divided into regions corresponding to the 3D world itself. For example, to store the objects inside a house, volumes corresponding to the rooms are used instead of symmetrical cubes. These rooms are connected to each other at positions corresponding to the doors. This way, you can perform checks to see whether a room is actually in sight of the camera or whether a wall or closed door is blocking the sight.

Figure 18-3 shows an example of the zero extension of an 8-bit value of 10 converted to a 16-bit value of 10.

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