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With all due respect to you, AmberSoler, on page 21 (Damage Calculation in Battle), the damage calculation is not entirely correct.
I suggest the following formulas:
Let U = from (Number of creatures * minimum damage of one unit) to (Number of creatures * maximum damage of the unit)
Then:
......{U*(1+K/100)*(1-[D-A]*0.025) when A is less than D
U1={
......{U*(1+K/100+[A-D]*0.05) when A>=D
where K=0 if our hero does not have the "attack" skill
K=10 basic "attack"
K=20 advanced "attack"
K=30 expert "attack"
K=K*(1+L*0.05) if our hero's specialization is "attack" (L is our hero's level)
A - attack value
D - defense value
U2=U1*(1-P/100)
where P=0 if the enemy hero does not have the "armorer" skill
P=5 basic "armorer"
P=10 advanced "armorer"
P=15 expert "armorer"
P=P*(1+L*0.05) if the enemy hero's specialization is "armorer" (L is the enemy hero's level)
U3=U2*(1-S/100)
where S=0 if the "shield" spell is not cast on the attacked unit
S=10 if our hero has the "earth magic" skill at the basic level (the "shield" spell must be cast)
S=20 advanced "earth magic"
S=30 expert "earth magic"
When calculating U1, U2, U3, if a fractional result is obtained, simply discard the fractional part.
If the attacking unit is a ranged unit, the calculation is similar for the "archery" skill (0, 10, 25, 50), the "air shield" spell (0, 25, 50, 50).
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Example:
Let 99 Knights attack a Dryad Guardian, our hero has the "attack" skill at the expert level, the "attack" specialization, and the hero's level is 11; the enemy hero has the "armorer" skill at the expert level. The "Bless" spell of the basic level is cast on the Knights.
Thus, U=99*9=891
K=30*(1+11*0.05)=46.5
1) Let the attack of the Knights be 15, the defense of the Dryad Guardian be 12, then:
a) according to the formulas above
U1=891*(1+46.5/100+[15-12]*0.05)=1438
U2=1438*(1-15/100)=1222
U3=1222*(1-30/100)=855
b) according to the reference
U1=U
U2=U1+U1*(A-D)*5%=1024 taking into account the difference AD
U2=U2+U1*46.5%=1438 taking into account the "attack" skill
U3=U2-U2*15%=1222 taking into account the "armorer" skill
U3=U3-U3*30%=855 taking into account the "shield" spell
As you can see, so far everything matches
2)1) Let the attack of the Knights be 15, the defense of the Dryad Guardian be 27, then:
a) according to the formulas above
U1=891*(1+46.5/100)*(1-[27-15]*0.025)=913
U2=913*(1-15/100)=776
U3=776*(1-30/100)=543
b) according to the reference
U1=U
U2=U1-U1*(D-A)*2.5%=623 taking into account the difference AD
U2=U2+U1*46.5%=1037 taking into account the "attack" skill
U3=U2-U2*15%=881 taking into account the "armorer" skill
U3=U3-U3*30%=616 taking into account the "shield" spell
By conducting a practical experiment, we are convinced that answer a) is correct, unlike b)
P.S. An interesting observation: peasants ignore the "shield" spell on the attacked unit! Perhaps because of their single damage (it can't be any lower :))
