The bard lich in particular comes to mind for a non-physical phylactery
The bard lich in particular comes to mind for a non-physical phylactery
Question, as I was unfamiliar with the size discount on ST, but shouldn’t you get Move+1 due to gigantism? Which would have given you the size limitation discount on your ST?
Question, as I was unfamiliar with the size discount on ST, but shouldn’t you get Move+1 due to gigantism? Which would have given you the size limitation discount on your ST?
C = (M / (1 - M))^2 -1
Otherwise you end up with a negative answer. Though the original 1 - … was more aesthetically pleasing to me haha
C = (M / (1 - M))^2 -1
Otherwise you end up with a negative answer. Though the original 1 - … was more aesthetically pleasing to me haha
And the other numbers are just whatever is needed for that multiplier to be 1 when you have 1 planet in trade.
And the other numbers are just whatever is needed for that multiplier to be 1 when you have 1 planet in trade.
N - (M / (R - M))^2 = C [where R is the resulting modifier in previous reply)
And since N and R are both 1 (multiplier of 1 when you have 1 planet) the usable formula is something like:
C = 1 - (M / (1 - M))^2
2/2
N - (M / (R - M))^2 = C [where R is the resulting modifier in previous reply)
And since N and R are both 1 (multiplier of 1 when you have 1 planet) the usable formula is something like:
C = 1 - (M / (1 - M))^2
2/2
M - (M / sqrt(C + N))
M is the maximum result you could have, e.g. for class A starports that would be 2. N is the number of planets in trade, and C is a constant which means having 1 planet N = 1 gives you a multiplier of 1
1/2
M - (M / sqrt(C + N))
M is the maximum result you could have, e.g. for class A starports that would be 2. N is the number of planets in trade, and C is a constant which means having 1 planet N = 1 gives you a multiplier of 1
1/2
I’d also recommend Chris Normand’s series on YT, that helped me get started.
I’d also recommend Chris Normand’s series on YT, that helped me get started.
Chris Normand has a good intro series on YouTube which captures the toolkit, build-as-you-go approach to learning
Chris Normand has a good intro series on YouTube which captures the toolkit, build-as-you-go approach to learning