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This is wrong. You should at least get a compiler warning if you do this. Strictly speaking, this isn t legal, because pboard and board have different levels of indirection. That s a great jargon phrase that just means that pboard refers to an address that contains a value of type char, whereas board refers to an address that refers to an address containing a value of type char. There s an extra level with board compared to pboard. Consequently, pboard needs one * to get to the value and board needs two. Some compilers will allow you to get away with this and just give you a warning about what you ve done. However, it is an error, so you shouldn t do it!

At the time of this writing, in many cases md5 is still reliable and secure, but most people are moving to another hash function To create an md5 hash value of a file, use the md5sum command It is installed by default on many different system types, and is available for nearly any operating system The following example shows how to generate a hash value using the md5 algorithm: stahnke@rack: ~> md5sum /etc/hosts f935ef656d642e4e3b377e8eba42db66 /etc/hosts SHA-1 SHA-1 is another hash function that uses 160-bit checksums It is generally thought to be more secure than md5 SHA-1 is used in some password authentication implementations on.

select distinct year(orderdate) NumYear, case when year(orderdate) =

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Now you know that, for a two-dimensional array, you have several ways of accessing the elements in that array. Table 7-1 lists these ways of accessing your board array. The left column contains row index values to the board array, and the top row contains column index values. The entry in the table corresponding to a given row index and column index shows the various possible expressions for referring to that element.

board[0][0] *board[0] **board board[1][0] *(board[0]+3) *board[1] *(*board+3) board[2][0] *(board[0]+6) *(board[1]+3) *board[2] *(*board+6)

( select max(year(orderdate)) from orders ) then 'Last year' else 'Prior year' end LabYear from orders

UNIX/Linux. It also is approved for use by the United States Government. The collision rate on SHA-1 is significantly lower than that of even MD5; however, recently some theoretical attacks against SHA-1 have been presented. These, too, require weeks or months on supercomputers to duplicate. For maximum security, combining multiple hash algorithms can be used. If someone is able to duplicate an MD5 and SHA-1 checksum, the chances of a collision is believed to be impossible even using today s fastest supercomputers. SHA-1 hashes can be generated using sha1sum. This utility is available on Linux and several BSD variants by default. It normally is an add-on for Solaris, HP-UX, AIX, and IRIX. In the following example, a sha1sum is used to compute a SHA-1 checksum of the /etc/hosts file: stahnke@rack: ~> sha1sum /etc/hosts d538de234634994b2078a34ea49c377108193ce7 /etc/hosts

board[0][1] *(board[0]+1) *(*board+1) board[1][1] *(board[0]+4) *(board[1]+1) *(*board+4) board[2][1] *(board[0]+7) *(board[1]+4) *(board[2]+1) *(*board+7)

board[0][2] *(board[0]+2) *(*board+2) board[1][2] *(board[0]+5) *(board[1]+2) *(*board+5) board[2][2] *(board[0]+8) *(board[1]+5) *(board[2]+2) *(*board+8)

The original query, though it works, is severely limited in that it works correctly only if 1998 is really the last year for orders. You correct this flaw with a searched CASE. Now the query does the right thing whatever years are in the Orders table. You replace the numeric literal <when operand>, 1998, with a predicate (which can be just as complex as any predicate in a WHERE clause):

Let s see how you can apply what you ve learned so far about pointers in a program that you previously wrote without using pointers. Then you ll be able to see how the pointer-based implementation differs. You ll recall that in 5 you wrote an example that worked out your hat size. Let s see how you could have done things a little differently.

MACs MACs, in a security sense (not MAC addresses), are Message Authentication Codes. In cryptography, a MAC is a small amount of information used to authenticate a given data set. A MAC algorithm uses a secret key in combination with the data set to create the MAC or tag. This process can protect a file in the form of integrity, because a MAC will change if the data set has been altered. MACs also provide nonrepudiation (proof of origin), because the secret key must be known to generate a valid MAC. MACs are not normally available from the command line of a UNIX system. These algorithms are used in encryption security products, such as OpenSSH.

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