This works fast as hell. It is SO fast that you can barely see the numbers on the display. Flashing characters on the screen....
But it's not fast enough for Puzzles over 60...Need GPU....
Soooo nomachine, how fast is fast?
How fast can your script on your PC solve a 60 bit key?
You say it’s fast, just not fast enough to solve puzzles over 60, so how fast is fast?
Instead of smearing each other, lets develop an algorithm to show the world *who we are.
Proposal untested :
Subtract 2 from target, set as target2, set original key as target1, subtract n/2 from target1 and perform point torsion on it, subtract 1 from target2 then perform point torsion on it, now either sub or add the results together, check to see if you get any results.
Yesterday I managed to definitively find the value of last char of unknown keys, but I forgot it after going to get some coffee. 😐
I can't manage testing anything right now cause I resent myself for that.
Proposal 2 : normal division not using torsion, halve the target first, set as target2, original point as target1, divide both by starting range = n/2-100, end range = n/2+100, then add/sub results, check for a solution.
P2-2 : we need to find a way to get a composite number, even if it's as large as 255bit, remember do everything over scalar first, if our key is :
000000000000000000000000000000014551231950b75fc4402da1732fc9bebf
Now cut off this part from it :
fffffffffffffffffffffffffffffff000000000000000000000000000000000
By subtracting from target -n to have : T1
0000000000000000000000000000000d755db9cd5e9140777fa4bd19a06c8282
I know you will see the distance between them being divided, but try to divide one of the results which has many trailing zeros, divide by power of 2, until you reach to fractions, you will see that there is a possibility to do the same with unknown keys. Try these, I know you can find something, after all you taught me how to do point operations on EC. 😉
You know where to find my test scripts on project development. (Ground breaking etc).lol
*= who are we really? We will deal with this identity crisis later.😂