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Ensure that you properly de ne any objects whose methods or properties you need to access. Or you can add a check to your code to validate the object before calling methods on it. For example: if (myArray) myArray.pop();

Again consider the transmission of bits in Example 4-18. To judge how well the normal approximation works, assume only n 50 bits are to be transmitted and that the probability of an error is p 0.1. The exact probability that 2 or less errors occur is P1X 22 a 50 b 0.950 0 50 a b 0.110.949 2 1 50 a 2 b 0.12 10.948 2 0.112

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Print QR Code in Crystal Reports - Barcodesoft
QR Code is a 2D barcode that is able to encode more than 1000 Japanese characters or English characters. 1. Open DOS prompt. If you are using Windows ...

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This is a common typo for new developers. Because the assignment (=) and equality (==) operators are so similar, they are often confused. Make sure you re using the right one for the job. a = b means Set a to equal b a == b means Is a equal to b Typos are a common cause of these errors. Check through your code to make sure everything is spelled correctly. Remember that AS3 is case-sensitive, so foo, Foo, and FOO are three different things. Make sure your variables are properly declared using a var statement before you attempt to use them. In AS2, the var was optional, but it s required in AS3. Finally, make sure you re not trying to access a member of a class that does not exist. If necessary, check the documentation for the offending class to see if the property or method is valid.

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This tutorial illustrates the use of a UFL (User Function Library for Crystal Reports ) with a True Type Font ( QR Code Barcode Font), provided in ConnectCode QR ...

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Have following question: Is it possible to use QR codes in Crystal Report (instead of trad...

Even for a sample as small as 50 bits, the normal approximation is reasonable. If np or n(1 p) is small, the binomial distribution is quite skewed and the symmetric normal distribution is not a good approximation. Two cases are illustrated in Fig. 4-20. However, a correction factor can be used that will further improve the approximation. This factor is called a continuity correction and it is discussed in Section 4-8 on the CD.

53 Y 55 5 5 .

T1180: Call to a possibly unde ned method _____. Or 1119: Access of possibly unde ned property _____ through a reference with static type _____. Or 1120: Access of unde ned property _____.

f(x)

0.0 0 1 2 3 4 5 x 6 7 8 9 10

These errors can appear when you attempt to call a function, get or set a variable, or access an object that does not exist. For example: var myArray:Array = new Array(); myArray.washMyCar();

Figure 4-21

Overview ......................................................................................................................................687 Drawing Basics .............................................................................................................................689 Moving the Pen .................................................................................................................689 Straight Line Segments ..................................................................................................... 690 Curved Line Segments ......................................................................................................694 Filling a Path .....................................................................................................................698 Clearing Graphics ............................................................................................................. 700 Setting Drawing Styles .................................................................................................................700 Solid Colors .......................................................................................................................700 Gradients ...........................................................................................................................706 Bitmaps ..............................................................................................................................710 Shaders ..............................................................................................................................712 Drawing Primitives ......................................................................................................................714 Rectangles and Squares .....................................................................................................714 Circles and Ellipses ...........................................................................................................715 Rounded Rectangles ..........................................................................................................715 Example: A Drawing Application ................................................................................................716 Batched Drawing ......................................................................................................................... 721 Drawing a Path ................................................................................................................. 721 Finally, the Method ................................................................................................723 Winding ..................................................................................................................723 Example: Drawing a Glyph ....................................................................................724 Storing a Path in a Command ..........................................................................................726 Batching Generic Drawing Commands ............................................................................728 Copying and Pasting Drawings ........................................................................................ 730 3D Drawing ................................................................................................................................. 731 Summary ......................................................................................................................................731

Recall that the binomial distribution is a satisfactory approximation to the hypergeometric distribution when n, the sample size, is small relative to N, the size of the population from which the sample is selected. A rule of thumb is that the binomial approximation is effective if n N 0.1. Recall that for a hypergeometric distribution p is de ned as p K N. That is, p is interpreted as the number of successes in the population. Therefore, the normal distribution can provide an effective approximation of hypergeometric probabilities when n N 0.1, np 5 and n(1 p) 5. Figure 4-21 provides a summary of these guidelines. Recall that the Poisson distribution was developed as the limit of a binomial distribution as the number of trials increased to in nity. Consequently, it should not be surprising to nd that the normal distribution can also be used to approximate probabilities of a Poisson random variable.

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5 Adding QR Code Symbols to Crystal Reports - Morovia QRCode ...
Adding QR Code Symbols to Crystal Reports ... Distributing UFL, Fonts with your report application. Adding barcodes to Crystal Reports is straightforward.

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