Math Time

Here's a quick question.

An Outlaw does exactly 5k damage max with one bullet of maxed Burst Fire, and a Hermit does exactly 5.5k damage max with one star of Lucky Seven. Burst Fire hits three times, and Lucky Seven hits four [huh?] times.

Who does more damage in one second, assuming no other skills are used?

1. Your initial thoughts?

 More info here

Burst Fire is 210% and hits 3 times. Outlaws have 54% ".9*mastery." You can assume no STR. It takes 690 milliseconds to shoot once.
Lucky Seven (+SP) is 150% with a 50% chance to proc critical for 250%, hits twice, and each star is trailed by a shadow star that does exactly half damage of the real star. Hermits have 50% ".9*mastery." It takes 600 milliseconds to attack once.

Basically, the mastery for Outlaws is 0.54*0.9, and for hermits 0.6*0.9?
Then, I'd do the following:

Find the average damage:
(max + min) / 2
(5000 + 5000 * 0.54 * 0.9) /2
2500*(1 + 0.54 * 0.9) - outlaw

Proceed by already solved equation:
2750 * (1 + 0.6 * 0.9) - hermit
More damage per star than outlaw.

These are the average damages per strike. Now, given that hermits have 2 hits (yes, no other skills involved, as stated), they have the following average damage per attack:

2 * 2750 * (1 + 0.6 * 0.9) =
5500 * (1 + 0.6 * 0.9)

Outlaw has:
2500 * 3 * (1 + 0.54 * 0.9) =
7500 * (1 + 0.54 * 0.9)

Then, we find the average damage per second:

Outlaw: 7500 * (1 + 0,54 * 0,9) / 0,690 = 16000
Hermit: 5500 * (1 + 0,6 * 0,9) / 0,600 = 14000

Outlaw wins.

hey, I assumed no other skills, right?