Oct 11, 2020 08:28 AM
(This post was last modified: Oct 11, 2020 09:16 AM by Voxcon.)
Hey,
i've written a small custom script to generate vanity btc addresses from random bytearrays.
Initially i wanted to use vanitygen to generate a custom vanity address, but i didn't like the fact that they seem to use seeds to generate and check a bunch of addresses at once. Of course this is more time and cost efficient than using random byte arrays for every check, but especially if you don't compile vanitygen from source there is a risk that the binary uses precoded seeds to derive addresses from. And i didn't want to take that risk, so i wrote a simple python script to generate vanity addresses myself.
Currently checking for an address starting with "1Vox". Checked more than 1.5 mio keyparis already.
![[Image: Q33hKBU.jpg]](https://i.imgur.com/Q33hKBU.jpg)
Best regards,
Vox
Edit: Apparently it seems like addresses starting with a letter from 1A - 1P (1/22) are way more likely to be generated than addresses starting with 1R - 1Z (1/1353). Interestingly 1Q falls in neither of those categories (1/65).
i've written a small custom script to generate vanity btc addresses from random bytearrays.
Initially i wanted to use vanitygen to generate a custom vanity address, but i didn't like the fact that they seem to use seeds to generate and check a bunch of addresses at once. Of course this is more time and cost efficient than using random byte arrays for every check, but especially if you don't compile vanitygen from source there is a risk that the binary uses precoded seeds to derive addresses from. And i didn't want to take that risk, so i wrote a simple python script to generate vanity addresses myself.
Currently checking for an address starting with "1Vox". Checked more than 1.5 mio keyparis already.
![[Image: Q33hKBU.jpg]](https://i.imgur.com/Q33hKBU.jpg)
Best regards,
Vox
Edit: Apparently it seems like addresses starting with a letter from 1A - 1P (1/22) are way more likely to be generated than addresses starting with 1R - 1Z (1/1353). Interestingly 1Q falls in neither of those categories (1/65).

