Skip to content

Latest commit

 

History

History
29 lines (20 loc) · 2.69 KB

saas.md

File metadata and controls

29 lines (20 loc) · 2.69 KB

Scallion as a Service

I am now offering to generate vanity onion addresses using Scallion's secure remote generation feature as a service to you, the GPU-less user. The secure remote generation feature only requires CPU time. If you're interested, please contact me at scallion@aftbit.com.

Cost Breakdown

Length Cost My Time Pubkeys Needed Your Time Pubkey File Size
1-6 Use shallot < 5 minutes
7 0.001 BTC (note 1) 30 seconds 80 5 seconds 25 KB
8 0.01 BTC (note 1) 20 minutes 2580 1 minute 800 KB
9 0.1 BTC 10 hours 82565 28 minutes 28 MB
10 4.0 BTC 14 days 2642160 15 hours 780 MB
11 Forget about it 400 days 84549200 20 days 24 GB

Note 1: For the 7 and 8 length prefixes, I'll accept an original dirty limerick (somehow featuring Tor) in lieu of Bitcoins.

The My Time values are averages. As Scallion is probabilistic, it could take any amount of time. If I don't find an address matching your pattern, I will certainly refund your payment.

If you supply multiple patterns, the times, keys, and storage required decrease linearly with the number of patterns. Consequently, the cost decreases linearly as well. This applies to regexp patterns as well. If you supply patterns of different lengths, you'll be charged for the shortest one (and almost certainly receive a hash matching the shortest pattern).

For example, the pattern scallion2 would cost 0.1BTC and take me ~10 hours to generate and ~28 MB of pubkey storage. The pattern scallion[234567], however, would cost 0.017 BTC and take only ~1.7 hours to generate and ~6 MB of public key storage.

The "Your Time" estimates are all based around a quad-core i7 (although Scallion's key generation code is currently single threaded, so it could be up to 4x faster if and when I implement that. Total file storage requirements will be approximately 4x the amount shown here, as you need to keep a database of private keys as well. These files are somewhat compressible, achieving a total size of about 70% of what is shown here.