My company is working on a project that will put card readers in the field. The readers use DUKPT TripleDES encryption, so we will need to develop software that will decrypt the card data on our servers.
I have just started to scratch the surface on this one, but I find myself stuck on a seemingly simple problem... In trying to generate the IPEK (the first step to recreating the symmetric key).
The IPEK's a 16 byte hex value created by concatenating two triple DES encrypted 8 byte hex strings.
I have tried ECB and CBC (zeros for IV) modes with and without padding, but the result of each individual encoding is always 16 bytes or more (2 or more blocks) when I need a result that's the same size as the input. In fact, throughout this process, the cyphertexts should be the same size as the plaintexts being encoded.
<cfset x = encrypt("FFFF9876543210E0",binaryEncode(binaryDecode("0123456789ABCDEFFEDCBA98765432100123456789ABCDEF", "hex"), "base64") ,"DESEDE/CBC/PKCS5Padding","hex",BinaryDecode("0000000000000000","hex"))>
Result: 3C65DEC44CC216A686B2481BECE788D197F730A72D4A8CDD
If you use the NoPadding flag, the result is:
3C65DEC44CC216A686B2481BECE788D1
I have also tried encoding the plaintext hex message as base64 (as the key is). In the example above that returns a result of:
DE5BCC68EB1B2E14CEC35EB22AF04EFC.
If you do the same, except using the NoPadding flag, it errors with "Input length not multiple of 8 bytes."
I am new to cryptography, so hopefully I'm making some kind of very basic error here. Why are the ciphertexts generated by these block cipher algorithms not the same lengths as the plaintext messages?
For a little more background, as a "work through it" exercise, I have been trying to replicate the work laid out here:
https://www.parthenonsoftware.com/blog/how-to-decrypt-magnetic-stripe-scanner-data-with-dukpt/
The problem is
encrypt()
expects the input to be a UTF-8 string. So you are actually encrypting the literal characters F-F-F-F-9.... rather than the value of that string when decoded as hexadecimal.Instead, you need to decode the hex string into binary, then use the
encryptBinary()
function. (Note, I did not see aniv
mentioned in the link, so my guess is they are using ECB mode, not CBC.) Since the function also returns binary, usebinaryEncode
to convert the result to a more friendly hex string.Edit: Switching to ECB + "NoPadding" yields the desired result:
... which produces:
Unfortunately, most of the CF math functions are limited to 32 bit integers. So you probably cannot do that next step using native CF functions alone. One option is to use java's BigInteger class. Create a large integer from the hex strings and use the
xor()
method to apply the mask. Finally, use thetoString(radix)
method to return the result as a hex string:That should be enough to get you back on track. Given some of CF's limitations here, java would be a better fit IMO. If you are comfortable with it, you could write a small java class and invoke that from CF instead.