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→Branching Table, Fastest
|order = A,C,F,H,K,K1,M,P
|order = A,C,F,H,K,K1,M,P
|A/empty -> B = * Does not meet the requirements to go to F
|A/empty -> B = * Does not meet the requirements to go to F
|A/empty -> F = * Meet '''ALL''' of the following requirements:
|A/empty -> F = * '''Force F''' if Fastest
* Meet '''ALL''' of the following requirements:
** Fleet does not contain SS(V)
** Fleet does not contain SS(V)
** Amount of (F)BB(V) + CV(B) ≤ 2
** Amount of (F)BB(V) + CV(B) ≤ 2
** If Slow, amount of (F)BB(V) + CV(L/B) ≤ 3
** If Slow, amount of (F)BB(V) + CV(L/B) ≤ 3
|F -> G = * Does not meet the requirements to go to H
|F -> G = * Does not meet the requirements to go to H
|F -> H/empty = * Meet '''ALL''' of the following requirements:
|F -> H/empty = * '''Force H''' if Fastest
* Meet '''ALL''' of the following requirements:
** Fleet is Fast
** Fleet is Fast
** Amount of (F)BB(V) + CV(L/B) ≤ 2
** Amount of (F)BB(V) + CV(L/B) ≤ 2
** Amount of CL + DD ≥ 3
** Amount of CL + DD ≥ 3
|H/empty -> I,K/empty = Choose your own adventure!
|H/empty -> I,K/empty = Choose your own adventure!
|K/empty -> K1/empty = * Meet '''ANY''' of the following requirements:
|K/empty -> K1/empty = * '''Force K1''' if Fastest
* Meet '''ANY''' of the following requirements:
** Fleet is Slow
** Fleet is Slow
** Amount of DD ≤ 2
** Amount of DD ≤ 2
|K/empty -> K2/empty = * Does not meet the requirements to go to K1
|K/empty -> K2/empty = * Does not meet the requirements to go to K1
|K1/empty -> L = * Does not meet the requirements to go to P
|K1/empty -> L = * Does not meet the requirements to go to P
|K1/empty -> P = * Meet '''ALL''' of the following requirements:
|K1/empty -> P = * '''Force K1''' if Fastest
* Meet '''ALL''' of the following requirements:
** Fleet is Fast
** Fleet is Fast
** Fleet does '''not''' contain (F)BB(V) or CV(B)
** Fleet does '''not''' contain (F)BB(V) or CV(B)