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PKZIP (PKWARE
> Products > PKZIP for Windows) How to set up and use PKZIP for secured data
transmission Once
PKZIP is installed on your PC, set it up as follows: Tools
> Options > Security (icon)
> Encryption (tab) > ● Select Encrypt files (checkbox) ● Method: select Strong:
Password ● Algorithm: select AES
(256-bit) ● Set Min password length to 16
or greater (the number represents the quantity of
characters for the password) You
can now send highly confidential files over the Internet. The
best thing to do for lengthy passwords is to use a paraphrase. Here is an example
of a paraphrase. This
paraphrase has more than 48 symbols (characters), yet it is very easy to
remember: The little red ridding hood got out of the woods See if some hacker can figure this one out – this one has 48 symbols out of a 52 different symbols set (lower and uppercase Latin letters); in other words, 5248 possible combinations. The time required to decode this password is 2.334 x 1082 years - at a rate of 1 million passwords per second. |
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How
can I estimate how much time it would take to use brute-force to crack
passwords of a certain length? Quite
simply, knowing the set of symbols used in making the password (if you take
only lower-case Latin letters - then 26, if digits, too - then 36 - see the
table below), raise that number to the power of the password length and you
will get the number of all possible variants for brute-force. Then you should
divide this number by the brute-force rate. If you use n computers, this
number should by also be divided by n. |
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Character set |
Number of
symbols in the set |
3-symbol
passwords |
6-symbol
passwords |
8-symbol-passwords |
12-symbol
passwords |
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|
Quantity |
Time |
Quantity |
Time |
Quantity |
Time |
Quantity |
Time |
||
|
Lower-case
Latin letters |
26 |
17,576 |
0,02 sec |
308,915,776 |
5 min |
208,827,064,576 |
58 hrs |
95,428,956,661,682,176 |
3000 years |
|
Lower case
Latin letters and digits |
36 |
46,656 |
0,04 sec |
2,176,782,336 |
36 min |
2,821,109,907,456 |
32 days |
4,738,381,338,321,616,896 |
150,000 years |
|
Lower- and
upper-case Latin letters and digits |
62 |
238,328 |
0,2 sec |
56,800,235,584 |
15 hrs |
2,183,40,105,584,896 |
7 years |
3,226,266,762,397,899,821,056 |
100 million
years |
|
Lower- and
upper-case Latin letters, digits and special symbols |
94 |
830,584 |
1 sec |
689,869,781,056 |
8 days |
6,095,689,385,410,816 |
193 years |
475,920,314,814,253,376,475,136 |
more than the Earth
exists |
Table - Quantity and time for
brute-force on one computer, at a rate of 1 million passwords per second.