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- A reference guide and manual in Russian for Heroes 3.

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The strength of an army is most conveniently calculated by simply multiplying the number of units in a stack by the "value" figure. For example, 12 archers is 12*184=2208.
3. The strength of an angel army should definitely be calculated based on 6+3, since the strength of improved 7th-level creatures increases by a factor of 1.5 to 2 compared to unimproved ones (taking into account special abilities, such as shooting/resurrection, etc.) or simply by "value" 9*5019=45171; 6*5019+3*8776=56442.
The strength of a unit can be calculated by multiplying the number of creatures in a stack by their strength/effectiveness coefficient, which is directly reflected in this table.
This is all very good:), but I don't see the point of these clever numbers in relation to the question itself:
You are attacking an army of 9 angels with an improved stack. You are attacking with a hero with parameters 1-1-2-2. Your army can only consist of archers.
Question(s):
What is the minimum number of archers needed to make the angels form three stacks?
How do you calculate the strength of an archer army (which specific numbers should be used in the calculation) and how do you calculate the strength of an angel army (based on 9 angels or 6 + 3 archangels)?
I'm not disputing this "value," I just want to know how to use these numbers to calculate the distribution of neutral troops in battle. So far, I'm only reading about clever words and many abstract numbers. :)
P.S. If you want, you can try to create your own table, using the Thieves' Guild of a Castle, increasing/decreasing the number of different types of troops, and periodically checking the guild.
I don't see any point in this yet. :)
I still don't understand why the number of stacks should correspond to the ratio of your army's strength to the enemy army's strength?
Nevertheless, it does correspond, and that is correct. This is to prevent, for example, taking Ciel, 7 butterflies, and going to kill everyone by shooting monsters in one stack with a single arrow.