A thought occurred to me. It’s still possible that we are supposed to use a 128-bit block size.
If you look at the full-text of HALOS.txt, after ASCII-85 decoding, it says “[End Transmission]|~[Abortive]” just after the hex code. However, the IRC clues usually ended with [Terminal]. Maybe this means something was went wrong with the transmission, so the last 8 bytes of the last block weren’t transmitted.
Since we are dealing with a block cipher, each block is encrypted independently, save for the affect of an initialization vector. But even in that case, the corruption of the last block shouldn’t affect any of the other blocks.
This reminded me of the wiki clue posted on the 752 hex code page, in the comments section. There is a comment that talks about the Tau Cannon. Everything but the last part is perfectly coherent (after filling in the blanks). Then the message becomes garbled, like it would if the last block was corrupted. After this, the message cuts out, as if it were halted midway through.
Storm keeps telling us to focus on the story. Maybe he meant the story, in the most basic sense, behind these clues.
EDIT: There’s more to support this theory:
First, in “Tempus omnia revelant,” there is a quote form Dante’s Inferno. After doing some background research, it seems that, while the quote itself is literally meaningless, in its original context, it is the very fact that it is meaningless that gives the line meaning. In our case, the incomplete block resulting from the transmission error implied by the implied by the “~[Abortive]” would result in a part of the decoded text being meaningless. However, it is the very fact that this text would be meaningless that would lead us to determining the block size.
Second, in the PM from Code_, it’s said multiple times that the encryption is probably using a 128-bit or 256-bit block size. That doesn’t make any sense with the 752 hex code as is, since it would only be 23.5 blocks of 128 bits. However, if we assume that the last half of the last block is missing, this would bring the code to a full 24 blocks of 128 or 12 blocks of 256.