Ley
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Let's observe and calculate.
First, let's calculate the average damage per hit:
1) The Minotaur deals 12-20 damage, with an average of 16; the Minos' attack is 15, and the Troll's defense is 7, so the difference between attack and defense is 8; therefore, 16 * (100% + 5% * 8) = 16 * 140% = 22.4, let's say 22 damage per hit.
2) The Troll deals 10-15 damage, with an average of 13; the Troll's attack is 14, and the Minos' defense is 15, so the difference between attack and defense is -1; therefore, 13 * (100% - 5%) = 13 * 95% = 12.35, let's say 13 damage per hit.
Now, let's consider the battle:
Minos - 50 HP | Troll - 40
Turn 1
The Minotaur is faster and moves 8 cells forward. The Troll moves and hits the Minotaur for 13 damage; the Minotaur retaliates and deals 22 damage.
Minos - 37 HP | Troll - 18
Turn 2
The Minotaur hits the Troll for 22 damage and kills it.
That's it.
It's a pity that such a mathematical calculation is in vain... The trick is that at the 2nd turn, the Troll will have full health again... regeneration does its job ;). But if we consider a large number of creatures, then undoubtedly the Minotaur will defeat the Troll, that's a fact! :)
"Единственное, что можно сказать с уверенностью об удаче - она изменит..."
