So apparently the guy who originally made the PAZ Unpacker for the game is not allowed to publicly do anything with it anymore, and he removed all of his code. So here's the question. There is a QuickBMS script in python that someone made to extract / unzip the PAZ files (the data files) into folders and such, but the difficulty is that no one seems to be publicly keeping up with the updates.
Now I doubt that the NA/EU version will have anything really until launch or at earliest next CBT2, but... how about the RU version that's out right now?
This is the latest version of the QuickBMS script that I can find:
Code:
# Black Desert (script 0.2)# super thanks to Ekey
# http://forum.xentax.com/viewtopic.php?f=10&t=10879
# script for QuickBMS http://quickbms.aluigi.org
# set the following to 1 for extracting the old archives
math OLD_ENCRYPTION = 0
quickbmsver "0.6.1"
comtype blackdesert
set KEY binary "\xF3\xA1\x0D\xF2\x47\xCC\x30\xC5\xEB\x11\x12\xAE\x07\x01\x52\x13"
set MEMORY_FILE5 compressed "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***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***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****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"
calldll MEMORY_FILE5 "CryptInit" "stdcall" RET 0
get EXT extension
if EXT == "meta"
# pre-allocation, improves speed (doesn't matter if the values are bigger)
putarray 0 0x2b30 "" # PAZs
putarray 1 0x66c "" # folders
putarray 2 0x4dba6 "" # files
get DUMMY long
get pPAZCount long
for i = 0 < pPAZCount
get PAZ_NUM long
get HASH long
get PAZ_SIZE long
string PAZ_NAME p= "PAD%05d.PAZ" PAZ_NUM
putarray 0 PAZ_NUM PAZ_NAME
next i
get FILES long
savepos OFFSET
xmath TMP "OFFSET + (FILES * 0x1c)"
goto TMP
get FOLDERS_SIZE long
savepos TMP
math TMP_SIZE = FOLDERS_SIZE
callfunction SET_ENCRYPTION 1
log MEMORY_FILE TMP FOLDERS_SIZE
encryption "" ""
math TMP += FOLDERS_SIZE
goto TMP
get NAMES_SIZE long
savepos TMP
math TMP_SIZE = NAMES_SIZE
callfunction SET_ENCRYPTION 1
log MEMORY_FILE2 TMP NAMES_SIZE
encryption "" ""
#print "collect folder names..."
math FOLDERS_SIZE -= 8 # lame
math i = 0
for TMP = 0 < FOLDERS_SIZE
get INDEX_NUM long MEMORY_FILE
get SUB_FOLDERS long MEMORY_FILE
get NAME string MEMORY_FILE
if NAME == ""
break
endif
putarray 1 i NAME
savepos TMP MEMORY_FILE
next i
#print "collect file names..."
math i = 0
for TMP = 0 < NAMES_SIZE
get NAME string MEMORY_FILE2
if NAME == ""
break
endif
putarray 2 i NAME
savepos TMP MEMORY_FILE2
next i
goto OFFSET
for i = 0 < FILES
get HASH long
get FOLDER_NUM long # 48c
get FILE_NUM long # 9ea5 e18d
get PAZ_NUM long # 9ec c20
get OFFSET long # 4603c 261cc
get ZSIZE long # 4a70 1970
get SIZE long # 5f13 2000
getarray PAZ_NAME 0 PAZ_NUM
getarray NAME 1 FOLDER_NUM
getarray TMP 2 FILE_NUM
string NAME += TMP
open FDSE PAZ_NAME 1
math TMP_SIZE = ZSIZE
callfunction SET_ENCRYPTION 1
clog NAME OFFSET ZSIZE SIZE 1
encryption "" ""
next i
else # PAZ
get DUMMY long
get PAZ_FILES long
get NAMES_SIZE long
savepos OFFSET
xmath OFFSET "OFFSET + (PAZ_FILES * 4 * 6)"
math TMP_SIZE = NAMES_SIZE
callfunction SET_ENCRYPTION 1
log MEMORY_FILE OFFSET NAMES_SIZE
encryption "" ""
math i = 0
for TMP = 0 < NAMES_SIZE
get NAME string MEMORY_FILE
if NAME == ""
break
endif
putarray 0 i NAME
savepos TMP MEMORY_FILE
next i
for i = 0 < PAZ_FILES
get HASH long
get FOLDER_NUM long
get FILE_NUM long
get OFFSET long
get ZSIZE long
get SIZE long
getarray NAME 0 FOLDER_NUM
getarray TMP 0 FILE_NUM
string NAME += TMP
math TMP_SIZE = ZSIZE
callfunction SET_ENCRYPTION 1
clog NAME OFFSET ZSIZE SIZE
encryption "" ""
next i
endif
startfunction SET_ENCRYPTION
# old encryption
if OLD_ENCRYPTION != 0
encryption aes_128_cbc KEY "" 0 16
else
encryption calldll "MEMORY_FILE5 Decrypt stdcall RET #INPUT# TMP_SIZE"
endif endfunction
Now the problem is, that every time they do a patch, they change the crypt key and it just fails as soon as it hits an encrypted file (Which is immediately). So all someone really has to do, is figure out the crypt key for the different versions, and unfortunately, all the database sites that exist are off it's not funny.
Now the crappy part, is I am so bad at anything beyond simple memory switches, I am not the best reverse engineer. So I am going to leave this up to someone more experienced, because I highly doubt that I could do it in any timely fashion ;s
Is there anyone out there that is willing to help out? I even got a hold of a PAZUnpacker really awesome UI'd program, that is out of date as well, but it would be so sweet. It has a dll that looks like a C# file, so it MIGHT be possible to take what is needed out of it and re-use it in a republishing of the app. I found one entire site that had it, all of the other ones have been removed, and there's no source code for it ;s