RSA: Difference between revisions
Jump to navigation
Jump to search
(Created page with "RSA is an assymetric cryptosystem used widely to secure communication between clients and servers. Open Tibia version > 7.6 uses 128bytes...") Tag: visualeditor |
mNo edit summary Tag: visualeditor |
||
| Line 1: | Line 1: | ||
[[wikipedia:RSA_(cryptosystem)|RSA]] is an assymetric cryptosystem used widely to secure communication between clients and servers. |
[[wikipedia:RSA_(cryptosystem)|RSA]] is an assymetric cryptosystem used widely to secure communication between clients and servers. |
||
[[Open Tibia]] version > 7.6 uses 128bytes RSA. |
[[Open Tibia]] version > 7.6 uses 128bytes RSA to secure account information and XTEA keys during character list retrieval and game login, after which [[XTEA]] is used instead. |
||
To generate a new RSA key-pair and [[wikipedia:Privacy-enhanced_Electronic_Mail|PEM]] file you can use our [https://opentibia.dev/cgi-bin/rsa.cgi PEM generator tool]. The tool does not output errors, but will generate new prime numbers for P,Q if either is invalid. The requirements for primes P,Q are that P and Q are both 512 bits in size, are prime numbers, and P != Q. |
To generate a new RSA key-pair and [[wikipedia:Privacy-enhanced_Electronic_Mail|PEM]] file you can use our [https://opentibia.dev/cgi-bin/rsa.cgi PEM generator tool]. The tool does not output errors, but will generate new prime numbers for P,Q if either is invalid. The requirements for primes P,Q are that P and Q are both 512 bits in size, are prime numbers, and P != Q. |
||
Latest revision as of 14:13, 8 February 2021
RSA is an assymetric cryptosystem used widely to secure communication between clients and servers.
Open Tibia version > 7.6 uses 128bytes RSA to secure account information and XTEA keys during character list retrieval and game login, after which XTEA is used instead.
To generate a new RSA key-pair and PEM file you can use our PEM generator tool. The tool does not output errors, but will generate new prime numbers for P,Q if either is invalid. The requirements for primes P,Q are that P and Q are both 512 bits in size, are prime numbers, and P != Q.