How to select the desired value for the value found through the search for encrypted ("hacking" mode) When using the "hack" mode, you can find the encrypted value (or values). The usual variation of these values produces mind-blowing numbers in the game. The consequence of this is to quickly get a ban in online games. This manual will explain how to find the right value in the game. At once I will say that given that the methods and encryption algorithms may differ in each individual case, there is no way to construct a matching “encrypted value” <-> “decoded value” for all games at once. It may be possible for a particular game, but more often, even specific games use random parameters, which are changed on each launch. This means that each launch will have its own matches for encryption. Given all the above, will have to deal with the selection. So let's go. I will describe the most difficult option. In simpler, everything is similar. 1. You found 5 (for example) values in the memory of the game that are associated with the value in the game. All of them have a different meaning (or the same, it doesn’t matter). 2. We introduce the concept of the number of additions. Let's call it "d". Initially d = 1; 3. We edit all found values. In the value field, enter our number d. Check the box for adding to the value. Click OK to edit the values. 4. We go into the game and see how the value has changed. Sometimes the value does not update itself and you need to go through the screens so that it is updated. 5. If changing the value in the game brings you closer to the goal, then double the d value. That is, d = d * 2. Go to step 3. 6. If the change in the value of the game suits you, then everything is fine and nothing else needs to be done. 7. If the changes in the value in the game alienate you from the goal, then you perform step 3, after which you double the d value. Well, then go to step 4. Usually it looks like this: added 1 - well, added 2 - well, added 4 - bad added 4 - bad added 8 - well, added 32 - well, added 64 - bad added 64 - well, added 256 - hooray. In most cases, this algorithm will help you find the right value, maximum for the number of bits in the value. For dword, float is 32 bits / step, word - 16, byte - 8.
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If it's easier for you, you can use a simpler, but longer way: Add powers of two. If the result has worsened, then subtract the added value, if not, then change nothing, but proceed to the next. For the example above, this would be: added 1 - well, added 2 - well, added 4 - bad, added -4 added 8 - bad, added -8 added 16 - well, added 32 - well, added 64 - bad, added -64 added 128 - well, added 256 - hooray.