None of the Gutmann passes are relevant today, and haven't been for the past 15 years or so (well, perhaps one of the first and last four, which are random passes). The authority - the written docuumantation - for this is Pete Gutmann himself, as has already been mentioned in this thread - "A good scrubbing with random data will do about as well as can be expected"
The Gutmann method is irrelevant, as it attempts to eliminate the possible use of threshold detection to identify a value (where the strength of a signal retrieved is above or below a threshold), whereas all current disks use PRML coding, which relies on a detection of data sequences to establish a signal.
The process of writing and subsequent reading/decoding data on a hard drive is phenomenally complicated. No user data is ever stored on a disk, or ever has been. It is coded and expanded many times before being written, and subsequently needs the exact reverse process to be decoded. If I published a track's worth of data as it is stored on a disk, in zeroes and ones, deleted or otherwise, then few if any would be able to translate it into data.
To read data off a disk you, or mercifully the disk controller, would have to detect and process the waveform into a digital signal (a very complex filtering and sampling process), strip off the parity bits, detect the sector sync mark, decode the RLL sequence, descramble the data, correct any errors using the ECC algorithm, and unwrap the CRC code. And possibly quite a lot more. To do this you would need to be in possession beforehand of many parameters such as the RLL type, the pseudo-random scrambler sequence, and the type of correction codes used. You would need to know what disk make and model and what coding the manufacturer used. So it's no small task. And with Hyper-tuning, where some of these parameters are optimised iteratively when the disk is burned-in at the factory, you would never know what they are.
So, one pass of random data will do. Using CC's one pass of zeroes is just as good, as it's scrambled on the disk anyway. So why does CC offer Gutmann (and other methods of overwriting)? I con only guess, as mentioned, that it's for marketing. It's certainly a waste of time and effort.