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pointless arguing whether the bug is that Byte2Str uses CX, or that Word2Str assumes that no one else is using CX To make things work again, you would have to stash the value somewhere other than in CX Pushing it onto the stack is your best bet if you run out of registers (You might hit on the idea of stashing it in an unused segment register such as ES-but I warn against it! Later on, if you try to use these utility routines in a program that makes use of ES, you'll be in a position to mess ver your memory addressing royally, and once you move to protected mode you can't play with the segment registers at all Let segment registers hold segments Use the stack instead) Virtually everything that Word2Str does involves getting the converted digits into the proper positions in the target string A word requires four hexadecimal digits altogether In a string representation, the high byte occupies the left two digits, and the low byte occupies the right two digits Since strings are indexed from the left to the right, it makes a certain sense to convert the left end of the string first This is the reason for the XCHG instruction It swaps the high and low bytes of AX, so that the first time Byte2Str is called, the high byte is actually in AL instead of AH (Remember that Byte2Str converts the value passed in AL) Byte2Str does the conversion and stores the two converted digits in the first two bytes of the string at DS:SI For the second call to Byte2Str, AH and AL are not exchanged Therefore, the low byte will be the one converted Notice the following instruction: ADD SI,2 This is not heavy-duty math, but it's a good example of how to add a literal constant to a register in assembly language The idea is to pass the address of the second two bytes of the string to Byte2Str as though they were actually the start of the string This means that when Byte2Str converts the low byte of AX, it stores the two equivalent digits into the second two bytes of the string For example, if the high byte was 0C7H, the digits C and 7 would be stored in the first two bytes of the string, counting from the left Then, if the low byte were 042H, the digits 4 and 2 would be stored at the third and fourth bytes of the string, respectively The whole string would look like this when the conversion was complete: C742 As I've said numerous times before: Understand memory addressing and you've got the greater part of assembly language in your hip pocket Most of the trick of Byte2Str and Word2Str lies in the different ways they address memory If you study them, study the machinery behind the lookup table and target string addressing The logic and shift instructions are pretty obvious and easy to figure out by comparison.

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Smallint On the other side of the int data type, we have smallint Smallint can hold numbers from 32,768 through 32,767 and requires only 2 bytes of storage Tinyint Rounding out the int family of data types is the tinyint Requiring only 1 byte of storage and capable of storing numbers from 0 through 255, tinyint is perfect for status columns Note that tinyint is the only int data type that cannot store negative numbers Bit The bit data type is the SQL Server equivalent of a flag or a Boolean The only valid values are 0, 1, or NULL, making the bit data type perfect for storing on or off, yes or no, or true or false Bit storage is a bit more complex (pardon the pun) Storing a 1 or a 0 requires only 1 bit on disk, but the minimum storage for bit data is 1 byte For any given table, the bit columns are lumped together for storage This means that when you have 1-bit to 8-bit columns they collectively take up 1 byte When you have 9- to 16-bit columns, they take up 2 bytes, and so on SQL Server implicitly converts the strings TRUE and FALSE to bit data of 1 and 0, respectively Decimal and Numeric In SQL Server 2008, the decimal and numeric data types are exactly the same Previous versions of SQL Server do not have a numeric data type; it was added in SQL Server 2005 so hat the terminology would fall in line with other RDBMS software Both these data types hold numbers complete with detail to the right of the decimal When using decimal or numeric, you can specify a precision and a scale Precision sets the total number of digits that can be stored in the number Precision can be set to any value from 1 through 38, allowing decimal numbers to contain 1 through 38 digits Scale specifies how many of the total digits can be stored to the right of the decimal point Scale can be any number from 0 to the precision you have set For example, the number 23467 has a precision of 5 and a scale of 2 The storage requirements for decimal and numeric vary depending on the precision Table 32 shows the storage requirements based on precision.

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barcode.PDF417ColumnCount(3);// Number of columns. The value range is from 1 to 30. The default is 5. Increase this value, if your data size is large. .Related: Print Barcode RDLC ASP.NET , Barcode Generator SSRS C# , Barcode Generating SSRS .NET Winforms

Using Barcode generation for Java Control to generate, create R Code image in Java applications. Code Recognizer In Java Using Barcode scanner for .The bitset class supports two member functions that can convert a bitset bject into another type In the one case, we can convert any bitset object into a string representation using the to_string() operation:.Related: 

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