Chris_Nightwing
First Post
The probability distribution of two attacks is fundamentally different than that of a single attack.
In [MENTION=63962]Blackbrrd[/MENTION] 's suggestion, it looks like the two options will deal the same damage output, but more reliably. However, when the probability of hitting with the greatsword is X, the probability of dealing the same damage with two weapons is X^2. You also have twice the chance of dealing half the damage. In total, you deal more average damage.
That might be fine, but it is always worth thinking about the numbers in play. If we must have two attacks for two-weapon fighting, then I would find a sweet spot that means a single hit is a bit less than half the damage of a two-handed weapon, and two hits would do more than a two-handed weapon.
In [MENTION=63962]Blackbrrd[/MENTION] 's suggestion, it looks like the two options will deal the same damage output, but more reliably. However, when the probability of hitting with the greatsword is X, the probability of dealing the same damage with two weapons is X^2. You also have twice the chance of dealing half the damage. In total, you deal more average damage.
That might be fine, but it is always worth thinking about the numbers in play. If we must have two attacks for two-weapon fighting, then I would find a sweet spot that means a single hit is a bit less than half the damage of a two-handed weapon, and two hits would do more than a two-handed weapon.