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The square root of the high two parts is taken, by recursive application of the algorithm (bottoming out in a one-limb Newton’s method), s1,r1 = sqrtrem (a3*b + a2) This is an approximation to the desired root and is extended by a division to give s , r , q,u = divrem (r1*b + a1, 2*s1) s = s1*b + q r = u*b + a0 - q^2 The normalization requirement on a3 means at this point s is either correct or 1 too big. r is negative in the latter case, so if r < 0 then r = r + 2*s - 1 s = s - 1 The...
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I had two options: either port the decompiled code into a new .NET project to restore all the necessary algorithms or try to invoke the method xUI=.Xy0= using DLL reflection , since I already knew the type names. I chose the second option because time was against me, and I didn't have much of it to spare While writing the code, I noticed the TC0= method with HMACSHA256 , but I decided to finish the project by calling the required method from the obfuscated...
Start the service with your configuration: systemctl start snap.shadowsocks-libev.ss-server-daemon 1.5. Method #3 — Install with Teddysun Script An easy way to install, configure, and run Shadowsocks-Libev in a single step is to use the Teddysun script .