Bitcoin Forum

We have VERY low prices! Less than 50% of what competitors are charging!




Price List
Case Sensitive/Non-Case Sensitive

1va/1Aa -          Free
1van/1AaA -       Free
1vani/1aAaA -     0.005/free
1vanit/1aAaAa -  0.01/Free       (Competitor Rates :0.03) 66% Discount!
1VaNiTy -           0.01              (Competitor Rates :0.03) 66% Discount!
1BrAdLeY -         0.05              (Competitor Rates :0.17) *Can vary depending on time taken. (The max time i can work on these are 5 hours, unless you a pay extra) 70% Discount!

*These are examples addresses*



-Step 1: Visit this Site : https://www.bitaddress.org/
-Step 2: Move your mouse around for a while until the counter reaches 0, and from the menu choose "Vanity Wallet".
-Step 3: Click on the Generate button to create your "Step 1 key pair".
-Step 4: Reply in this thread your "Step 1 Public Key" and your desired address, Or PM Me, and Save your "Step 1 Private Key" somewhere safe.
-Step 5: You send me your desire address, and then pay me. (Or we could Escrow through Nahtnam)
-Step 5: Wait until I find the second half of your private key.
-Step 6: When you receive it, go back to the site, repeat step 2, but this time instead of using the "Step 1" Section, use the "Step 2" Section and Paste the "Step 1 Private Key" that you saved from step 4 in the first box, and the Second half of the private key I sent you into the second box.
-Step 7: Tick the "Add" option, and click the "Calculate Vanity Wallet" button.
-Step 8: Save your full private key that has been generated, "Vanity Private Key (WIF)", somewhere safe and secure, do not give this to anyone, not even me.
-Step 9: Import the private key into a wallet of your choice, different wallets have different methods. BitcoinQT uses a command that is called : importprivkey XXXXXXX (XXXXXXX is the WIF private key that you got).
-Step 10: Enjoy your new wallet address!


The technique used is Split Key Generation so there’s no risk of having your private key compromised, even I won't have access to your private key.

Please e-mail me to see if im available first @ arman(dot)gaming@gmail.com.

Completed Addy's

1radio1LwZ7YQJNtXxv5zMZPeCbBBrhC2

Hello! I could do escrow if needed! :)

Gonna give a try :)

Recieved your PM, Sent you your Second Half.

Thank you very much!

That was quick, for real.


Appreciate it

what in the name of bitcoin are you using to get address that long that fast?

GTX 780 my friend, overclocked. 32GB ram at 2400mh/s. i7 4770k at 4gh/z

And my time ;)

That addy took 5 minutes.

I will do these for half price. =/

ram and cpu dont matter if you using a gpu, my xeon cpu iss still gonna be slower than my 7850, also btw i thought having 16GB of RAM was overkill XD

Not for video editing and 3d designing xD

true but i can render videos in premiere pretty quickly with my 7850 and my 16gb so i mean i could put more but i just dont see a point in it for me

i wouldnt count premier pro as intensive.

then what would you? i mean you said video editing so.. i use after effects also which is pretty heavy

Thanks for 1radio1LwZ7YQJNtXxv5zMZPeCbBBrhC2

:)

also can you get me 1bitphotos?

Thats 10 digits! That would take a REALLY long time on any computer!

while it varies slightly on average each additional letter takes 58x as long.  So if someone can on average find a 7 letter address is an hour, then an 8 letter address will take about two days, a 9 letter address will take more than three months, and a ten letter address will take something on the order of a decade or so.

ik wel this guys seems pretty confident so i was just seeing

He is confident that he can generate 8 digit address, not 10. 8 is also very hard and can take a long time (around 2-3 days), but he still can do it.

haha ok i didnt even count the characters lol i just typed it out

Someone can be confident they will eventually hit a hole in while while playing golf, that is a different thing than hitting 2500 hole in ones in a row. :)

I am looking for an address with multiple repeated chars (doesn't matter which), as many chars as possible.
ie.
1111111
133333333
1bbbbbbbbbbb

How much would this prob cost?

133333333 is about 1/3 times easier than 1111111. 1bbbbbbbbbbb would take centuries!

Just examples :)

The longer the better of course.

take a look, http://gyazo.com/ac4d4576e935476f7b27f8746c11b7db

1111111 Would Take too long.

1bbbbbbbbbbb Would take too long aswell.

133333333 would take more than 2 weeks, even our competitors won't do them, but if the price is right, i would be more than happy to do it.

Bump

PM'd

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