What is the best parametrizable block cipher which can be expanded to arbitrarily large block sizes and key sizes?
Alternatively, how can one securely construct such ciphers from a smaller cipher, e.g., AES?
Inspired by AES in CBC mode becoming insecure after only 2^64 blocks, a rather small number induced by its fixed 128-bit block size. Also inspired by Double DES being not more secure than Single DES due to a meet in the middle attack due to its key and block sizes.
There is probably a tricky problem of the minimum number of rounds necessary for an arbitrary given parametrization.
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