Greedy bitcoin hunter

[+ luisito]

 

This program generates random addresses with private keys, which are checked against the database from the "bit.txt" file.

THE BASE HAS 59737 ADDRESSES WITH A BALANCE FROM 1 BTC

No empty balances
No duplicate addresses
A lot of wallets with 50-100 coins
(statistics as of 06/26/2021)

In the event of a collision of a random address with an address from the database, then you will get access to the funds from the wallet.

Minimum system requirements

Windows 8-10
1 CPU
2GB RAM

Program speed
For example, with a database size of 59737 addresses, the brute rate will be 20-25 addresses per second on each CPU.
Think how much it will be on 8-16 CPU per second...

k/s is the speed of checking addresses per second
(per CPU)

How long does it take to find coins?
This is unknown to anyone. From the point of view of mathematics, this is considered impossible at all.
But, mathematics is mathematics, and no one has canceled luck.
(You can use several dedicators)

You can just use it so that the computer does not stand idle.
Who knows, you will suddenly come back and see an unexpected Jackpot.

In short, it's everyone's choice. There seems to be nothing complicated.


YOU HERE (DOWNLOAD)

[+ lightduty]

17 hours ago, luisito said:

 

This program generates random addresses with private keys, which are checked against the database from the "bit.txt" file.

THE BASE HAS 59737 ADDRESSES WITH A BALANCE FROM 1 BTC

No empty balances
No duplicate addresses
A lot of wallets with 50-100 coins
(statistics as of 06/26/2021)

In the event of a collision of a random address with an address from the database, then you will get access to the funds from the wallet.

Minimum system requirements

Windows 8-10
1 CPU
2GB RAM

Program speed
For example, with a database size of 59737 addresses, the brute rate will be 20-25 addresses per second on each CPU.
Think how much it will be on 8-16 CPU per second...

k/s is the speed of checking addresses per second
(per CPU)

How long does it take to find coins?
This is unknown to anyone. From the point of view of mathematics, this is considered impossible at all.
But, mathematics is mathematics, and no one has canceled luck.
(You can use several dedicators)

You can just use it so that the computer does not stand idle.
Who knows, you will suddenly come back and see an unexpected Jackpot.

In short, it's everyone's choice. There seems to be nothing complicated.


YOU HERE (DOWNLOAD)

Thanks