Ok so I realy like ablities with a risk/cost/benift aspect and Porkins fills the bill and well fridays i have downtime while backups run.
First let me say this is done with my logic (not always the most sound) of what is positive negative and of when i would use something. also this is long and ill try and split it up best i can (i show "some" work) also there is always the chance my math is off lol
Porkins + experimental interface + R5-D8 = 32 points
hit = 3/8 = .375
evade + focus = 5/8 = .625
some basiline info i wrote out
37.5% of damage then 62.5% chance of removing then 37.5% chance of damage
5.27% chance of + 2 (1 - 0 + 1) (.375 *.375 *.375)
8.79% chance of + 1 (1 - 1 + 1) (.375 *.625 *.375)
14.65% chance of + 0 (1 - 1 + 0)(.375 *.625 *.625)
8.79% chance of + 1 (1 - 0 + 0) (.375 *.375 *.625)
24.41% chance of - 1 (0 - 1 + 0)(.625 *.625 *.625)
14.65% chance of + 0 (0 - 1 + 1)(.625 *.625 *.375)
14.65% chance of + 0 (0 - 0 + 0)(.625 *.375 *.625)
8.79% chance of +1 (0 - 0 + 1) (.625 *.375 *.375)
When Taking a Stress + action + experimental
such as:K-Turn
Stay on Target
Daredevil(not quite the same but sure if porkins has balls of steel)
Expert Handaling
clearing one durning combat could be seen using this formula but theres a chance you could take damage between the first instance and the driod trigger
if you have 2 damage
46.29% of +1 damage and death
29.30% of +0 damage
24.41% of -1 damage
if you have 1 damage
43.95% of + 0 damage
26.37% of +1 damage
24.41% of - 1 damage
5.27% of +2 damage and death
if you have 0 damage
77.15% of +0 damage
17.58% of +1 damage
5.27% of +2 damage
Just an action + experimental Interface
39.06% of - 1 damage (-1 + 0) (.625 *.625)
23.44% of + 0 damage (-1 + 1) (.625 *.375)
23.44% of + 0 damage (+0 + 0) (.375 *.625)
14.06% of + 1 damage (+0 + 1) (.375 *.375)
46.88% of +0 damage
39.06% of -1 damage
14.06% of +1 damage
Push the limits + experimental Interface
(would only be useful if you already have 1 damage as i belive droid would trigger before any stress)
5.27% of + 2 (0 + 1 + 1) (.375 *.375 *.375)
8.79% of + 1 (0 + 1 + 0) (.375 *.375 *.625)
8.79% of + 1 (0 + 0 + 1) (.375 *.625 *.375)
14.65% of + 0 (0 + 0 + 0) (.375 *.625 *.625)
8.79% of + 1 (-1 + 1 + 1) (.625 *.375 *.375)
14.65% of + 0 (-1 + 1 + 0) (.625 *.375 *.625)
24.41% of - 1 (-1 + 0 + 0) (.625 *.625 *.625)
14.65% of + 0 (-1 + 0 + 1) (.625 *.625 *.375)
if you have 2 damage
43.95% of +0 damage
31.64% of +1 damage and death
24.41% of -1 damage
if you have 1 damage
43.95% of + 0 damage
26.37% of + 1 damage
24.41% of - 1 damage
5.27% of + 2 damage and death
