Originally Posted by

**Vloxxer**
I have an idea for a new general.

Basically whenever you attack a camp that has enemies such as** Recruit Deserters and Bowman Deserters** (**any enemy that has a troop counterpart**) then there is a **chance that a percentage, say 10%, of those enemies will not die, but will join your army**. The general would probably have a **troop limit of 220** and also have the **same perks as the Battle Hardened General** (**travels twice as fast and recovers twice as quickly from a defeat**).

If you have enough room in your settlers limit then they would join automatically but if you were say meant to receive 10 recruits and you have 8 settlers left, then 8 of the 10 would be automatically added and the other 2 troops would go to your star menu.

This is my idea for how the chances could work:

**88% Chance - No enemies join your army**

8% Chance - 10% of the enemies join your army

4% Chance - 15% of the enemies join your army

To put all of the above into context, lets take one of the camps from 'The Black Knights'. One of the camps has **100 Militia Deserters** and **100 Longbowman Deserters**. When you attack it, if you get the **10% ability** mentioned above, then you would get a **mixture of militia and longbowman added to your army with a total of 20**. This could be **18 militia and 2 longbowman**, **20 militia and 0 longbowman**, or **vice versa** (**because 100 militia deserters + 100 longbowman deserters = 200. 10% of 200 is 20**). If you get the **15% ability** mentioned above then you would get a **mixture of militia and longbowman added to your army with a total of 30**.

One another attack in The Black Knights, you are up against: **50 Cavalry Deserters**, **50 Elite Soldiers Deserters**, **50 Crossbowman Deserters** and **1 Sir Robin**. When you attack this, if you got one of the abilities above, either 10% or 15%, then you would get the chance, but the **Sir Robin would not be included as there is no troop counterpart for that enemy**.

I hope that all of that made sense. I will be happy to answer any of your questions!