Army Level

"Army Levels are affected by the commander's level. Also, the higher the troops level is, the better they fight."
==Army Level==
Army Level improves the fighting abilities of heroes. The higher the Army Level (or title) is the better they fight.
Mages will miss less and melee heroes will have a greater chance of critical attacks. Army Level can also alter the rate of which damage is decreased when your hero loses troops. This Army Level is based on: Command, Base Troops and Level.
==Titles requirements==
Each title has a different requirement of Initial Troops, whenever hero's troops quantity (without techs and equipments) is equal or greater then the requirements his title change to the new one.
===Titles===
This list explains the Titles and the Initial Troops required:
Title 	Initial Troops req.
New Recruits 	0 - 749
Orderly Soldiers 	750 - 1249
Auxiliary Soldiers 	1250 - 1749
Veteran 	1750- 2249
Elite Soldiers 	2250 - 2749
Elite Force 	2750 - 3249
Bodyguard 	3250 - 3749
Palace Guard 	3750 - 4249
King of the Soldiers	4250 - 4749
God's Army 	4750 - 5249
==Formula==
To calculate the Initial Troops quantity at each level of a hero, you can use this formula :
 Initial troops = Base Troops + [ (Command / 2) * Level ]
Or, to calculate the level a hero need to reach a specific Title you can use:
 Level: [Initial troops - Base troops] / (Command/2)
*Base Troops: The Initial Troops quantity of a hero at lv1 without techs or equipments. This number is generally between 230 and 250. (Note: This value always became 199.5, 200 or 201 during calculations.)
*Command: Each hero has a different command level, you can check it in the stats of the hero.
*Level: Level of the hero,
*Initial Troops: See the list "Titles".
===Base Troops===
To calculate Base Troops when you don't know it, you just need a hero at level 2 or higher.
Then calculate the Base Troops with the formula:
 Base Troops = Initial Troops - [(Command/2) * Level]
You can easily notice that this value is always 199,5, 200 or 201 even if the troops of a level 1 hero are different (230-250). The system always change this value from level 1 to level 2.
==Example - Level==
, main hero, has 45 command value. The Base Troops (BT) became 200 when leveling up.
To calculate when the Tribal Shaman receive the Veteran title we'll use the formula:
 STEP I
 Initial troops = Base Troops + [ (Command / 2) * Level ]
We know that Veteran is equal to 1750 troops, we also know command and base troops so we can procede:
 STEP II
 1750 = 200 + [ (45 / 2) * Level ]
That is:
 STEP III
 (1750 - 200) = 22,5 * Level
Ordered and calculated it became:
 STEP IV
 Level = (1550/22,5)
Finally, we know that a Tribal Shaman will reach the Veteran title at level:
 STEP V
 Level = 68,90 
That means level 69!
==Example - Base Troops==
If you don't know the Base Troops of a hero, you need to level him up to level 2+ and then use the formula
 STEP I
 Base Troops = Initial Troops - [(Command/2) * Level]
For this example, I'll use at level 7. He has 417 initial troops and 62 command.
 STEP II
 Base Troops = 417 - [(62/2) * 7]
If math is not an opinion:
 STEP III
 Base Troops = 200
Almost all the infantry and mage heroes have a BT of 200. Cavalry usually have 201 or 199,5
==Example - Initial Troops==
For this example I'll use at level 55, 65 command and 199,5 base troops.
 STEP I
 Initial troops = Base Troops + [ (Command / 2) * Level ]
 
 
 STEP II
 Initial troops = 199,5 + [ (65 / 2) * 55]
 
 
 STEP III
 Initial troops = 199,5 + 1787,5
 
 
 STEP IV
 Initial troops = 1987
And that's it! Of course these formulas work for all heroes.
Category:Formulas
Category:Hero