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Ideally, you would have a small-scale chart of your cruising area and large-scale charts containing more detail for the harbours and anchorages. In fact, you may need charts of an intermediate scale as well. I, personally, don t buy charts by scale. I look at individual charts and their detail and buy what I want to suit my needs. Measuring Latitude and Longitude There will be a grid of latitude and longitude superimposed on the chart. This grid will be in degrees and minutes, as appropriate to the scale of the chart. To obtain the latitude and longitude of any point, we need to compare the position of this point with the grid. Several different tools may be used to do this, and navigators have their own preference. Using dividers is the only correct method where the meridians are not parallel, such as on a conical projection. However, on such charts the errors using a parallel rule or course plotter will be very small unless the chart s scale is small. If the meridians look parallel, then the error will be too small to be signi cant for normal navigation. We ll look at how we would measure the latitude and longitude of a special mark (buoy) near Sydney, Australia, whose position is 34 06.548 S, 151 24.962 E. Using a Parallel Rule

= N NH-

$ pear install --alldeps HTML_Table downloading HTML_Table-1.8.2.tgz ... Starting to download HTML_Table-1.8.2.tgz (16,988 bytes) ......done: 16,988 bytes downloading HTML_Common-1.2.4.tgz ... Starting to download HTML_Common-1.2.4.tgz (4,519 bytes) ...done: 4,519 bytes install ok: channel://pear.php.net/HTML_Common-1.2.4 install ok: channel://pear.php.net/HTML_Table-1.8.2 $

The background image needs to be as small as possible in file (K) size, hopefully no more than 15K, but 7K or 8K is much better. Background images are usually in either GIF or JPEG format. Theoretically, a PNG format could also be used, but so far PNG is not widely used because only the newest (5.0) browsers recognize it (and older browsers never will, unless the appropriate plug-ins are developed).

$myText = str_replace( \r\n , \n , $myText );

Sandia National Laboratories (SNL) has developed a new generation of engineering analysis codes that utilize advanced capabilities such as massively parallel processing, dynamic adaptive discretizations, and multiphysics coupling. The success of these development efforts has been predicated upon managing complexity and minimizing redundancy among these analysis codes through a framework approach. In a framework approach, capabilities that are common to a breadth of applications are identi ed and consolidated into a collection of shared components. These components de ne a separation of concerns from the application-speci c physics components and the more broadly usable/reusable framework components.

Figure 26-30: The Drawing Recovery Manager displays backup drawings in one place so that you can open them after a crash. After a crash, the Customer Error Report window opens so that you can send information to Autodesk about the crash. This information helps Autodesk design AutoCAD to be more stable.

(9.26)

are automatically sorted based on their corresponding locations in the calendar queue, finding the next packet to be transmitted is equivalent to searching the first V s 1 bit in the calendar queue. The key concept of hierarchical searching w30x is extended and generalized from the one for the PCAM chip by dividing the M validity bits in the basic searching into multiple groups, which form a tree data structure as shown in Figure 5.13, where M is the maximum value of timestamp F. Each group consists of a number of V-bits, so another bit string can be constructed at the upper level with its length equal to the number of groups at the bottom level. Each bit at the upper level represents a group at the bottom level with its value equal to the logical OR of all the g bits in the group. Further grouping can be performed recursively until the new string can be placed in a register. Suppose L levels are formed from the original M-bit string. There are Ml bits at level l; each of its groups has g l bits, where l s 0, 1, . . . , L y 1. Another Mlrg l-bit string can be constructed at upper level l y 1. So for 0 - l F L y 1, Ml s g l Mly1 , MLy1 s M.