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now more computer savvy than ever before, it is easy to change or tweak the variables in the original calculations You can increase the time periods in the moving average calculations to generate fewer trade signals or shorten the time periods to generate more trade signals The 12-period and 26-period EMAs are usually based on closing prices (you could choose some other price component) When you subtract the 26-period EMA from the 12-period EMA, you get a difference known as the fast MACD line Then you use the fast line to calculate a 9-period EMA, which gives you the slow line When the fast line crosses above the slow line, a buy signal is generated When the fast line crosses below the slow line, a sell signal is generated MACD signals react quickly to changes in the market.

0 1 2 3 4

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"prog"; "-d"; "-o"; "ofile"; "data0";

argv[0] is always set to the command being invoked The indexes 1 through argc-1 represent the actual options passed to the command Let's look at how we might extract and evaluate the command line options stored in argv In our example, we'll support the following usage:

program_name [-d] [-h] [-v] [-o output_file] [-l limit_value] file_name [ file_name [file_name [ ]]]

Major changes in system design both hardware and software after the CDR will be very costly in terms of cost and schedule loss, to the total detriment of the programme The nal stages following CDR will realise the hardware build and software coding and test processes which bring together the hardware and software into the eventual product realisation Even following system validation and.

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Anything in brackets is optional Thus, for example, a minimal command line simply indicates a file to process:

Alternative possible invocations include the following:

The basic steps in handling the command line options are the following:

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (347 / 1065) [2001-3-29 11:32:06]

1 Extract each option in turn from argv We'll use a for loop to do this, beginning our iteration at index 1 (thereby skipping the program name):

That is why many analysts including myself use this indicator, which helps to clear the picture when moving average crossovers occur One of the most useful clues provided by this indicator, as with a number of other indicators, is known as divergence This is a condition where the market price makes a low that is lower than a previous low but the underlying MACD pattern makes a higher low This divergence indicates that the low is weak or a false bottom due to less selling pressure and signals a potential price reversal The same is true in an uptrend when prices make a higher high but MACD makes a lower high, indicating a potential change to lower prices The weekly S&P 500 cash index provides an example (Figure 85).

for ( int ix = 1; ix < argc; ++ix ) { char *pchar = argv[ ix ]; // }

2 Determine the type of option If it begins with a hyphen, then we know it is one of {h, d, v, l, o } Otherwise, it is either the actual limit value associated with -l, an output file name associated with -o, or the name of a file for the program to process We'll use a switch statement to determine whether a hyphen is present:

switch ( pchar[ 0 ] ) { case '-': { // recognize -h, -d, -v, -l, -o } default: { // handle limit value following -l // output file following -o // file names } }

3 Fill in the handling of the two cases of item 2 If a hyphen is present, we then simply switch on the next character to determine the option specified by the user Here is the general outline of that portion of our implementation:

case '-': { switch( pchar[ 1 ] ) { case 'd': // handle debug break; case 'v': // handle version request break; case 'h': // handle help break; case 'o': // prepare to handle output_file break; case 'l': // prepare to handle limit_value break; default: // unrecognized option:

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (348 / 1065) [2001-3-29 11:32:06]

equipment certi cation it is unusual for there to be a period free of modi cation either at this stage or later in service when airlines may demand equipment changes for performance, reliability or maintainability reasons. This formal process originally invoked for the development of avionic equipment has been extended to aircraft systems at the systems and subsystems level, particularly where much of the system functionality resides in computers and software (avionics).

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