Selindrile
02-14-2014, 04:03 PM
SE Reasoning: Combo JAs would possibly make it so there's only one desired subjob choice.
Reality: There's only one desired subjob choice for each event, currently.
Substantially changing something about subjob choices could either exacerbate this problem, or lessen it, depending on what the devs create, but don't tell us that issue doesn't already exist, it makes us think none of you actually play the game, because it's already overwhelmingly the case, creating more powerful abilities for currently unused job combinations and weak ones for currently used ones would actually increase variability among playstyles.
The real reason not to do this is that if you want to treat all jobs fairly it would involve creating 462 unique abilities (22 Jobs x 21 Subjobs), or 231 if you wanted War/Nin to have the same abilities as Nin/War. I don't blame you for not wanting to do it, but lets be honest about why.... It took us how long to get 22 new JAs (SP2s), the OP is kinda asking for the moon here, even if it's a cool concept.
http://www.mathsisfun.com/combinatorics/combinations-permutations-calculator.html
Permutations without repetition (n=22, r=2) List has 462 entries.
{War,Whm} {War,Blm} {War,Mnk} {War,Thf} {War,Rdm} {War,Pld} {War,Drk} {War,Bst} {War,Brd} {War,Rng} {War,Sam} {War,Nin} {War,Drg} {War,Smn} {War,Blu} {War,Cor} {War,Pup} {War,Dnc} {War,Sch} {War,Geo} {War,Run} {Whm,War} {Whm,Blm} {Whm,Mnk} {Whm,Thf} {Whm,Rdm} {Whm,Pld} {Whm,Drk} {Whm,Bst} {Whm,Brd} {Whm,Rng} {Whm,Sam} {Whm,Nin} {Whm,Drg} {Whm,Smn} {Whm,Blu} {Whm,Cor} {Whm,Pup} {Whm,Dnc} {Whm,Sch} {Whm,Geo} {Whm,Run} {Blm,War} {Blm,Whm} {Blm,Mnk} {Blm,Thf} {Blm,Rdm} {Blm,Pld} {Blm,Drk} {Blm,Bst} {Blm,Brd} {Blm,Rng} {Blm,Sam} {Blm,Nin} {Blm,Drg} {Blm,Smn} {Blm,Blu} {Blm,Cor} {Blm,Pup} {Blm,Dnc} {Blm,Sch} {Blm,Geo} {Blm,Run} {Mnk,War} {Mnk,Whm} {Mnk,Blm} {Mnk,Thf} {Mnk,Rdm} {Mnk,Pld} {Mnk,Drk} {Mnk,Bst} {Mnk,Brd} {Mnk,Rng} {Mnk,Sam} {Mnk,Nin} {Mnk,Drg} {Mnk,Smn} {Mnk,Blu} {Mnk,Cor} {Mnk,Pup} {Mnk,Dnc} {Mnk,Sch} {Mnk,Geo} {Mnk,Run} {Thf,War} {Thf,Whm} {Thf,Blm} {Thf,Mnk} {Thf,Rdm} {Thf,Pld} {Thf,Drk} {Thf,Bst} {Thf,Brd} {Thf,Rng} {Thf,Sam} {Thf,Nin} {Thf,Drg} {Thf,Smn} {Thf,Blu} {Thf,Cor} {Thf,Pup} {Thf,Dnc} {Thf,Sch} {Thf,Geo} {Thf,Run} {Rdm,War} {Rdm,Whm} {Rdm,Blm} {Rdm,Mnk} {Rdm,Thf} {Rdm,Pld} {Rdm,Drk} {Rdm,Bst} {Rdm,Brd} {Rdm,Rng} {Rdm,Sam} {Rdm,Nin} {Rdm,Drg} {Rdm,Smn} {Rdm,Blu} {Rdm,Cor} {Rdm,Pup} {Rdm,Dnc} {Rdm,Sch} {Rdm,Geo} {Rdm,Run} {Pld,War} {Pld,Whm} {Pld,Blm} {Pld,Mnk} {Pld,Thf} {Pld,Rdm} {Pld,Drk} {Pld,Bst} {Pld,Brd} {Pld,Rng} {Pld,Sam} {Pld,Nin} {Pld,Drg} {Pld,Smn} {Pld,Blu} {Pld,Cor} {Pld,Pup} {Pld,Dnc} {Pld,Sch} {Pld,Geo} {Pld,Run} {Drk,War} {Drk,Whm} {Drk,Blm} {Drk,Mnk} {Drk,Thf} {Drk,Rdm} {Drk,Pld} {Drk,Bst} {Drk,Brd} {Drk,Rng} {Drk,Sam} {Drk,Nin} {Drk,Drg} {Drk,Smn} {Drk,Blu} {Drk,Cor} {Drk,Pup} {Drk,Dnc} {Drk,Sch} {Drk,Geo} {Drk,Run} {Bst,War} {Bst,Whm} {Bst,Blm} {Bst,Mnk} {Bst,Thf} {Bst,Rdm} {Bst,Pld} {Bst,Drk} {Bst,Brd} {Bst,Rng} {Bst,Sam} {Bst,Nin} {Bst,Drg} {Bst,Smn} {Bst,Blu} {Bst,Cor} {Bst,Pup} {Bst,Dnc} {Bst,Sch} {Bst,Geo} {Bst,Run} {Brd,War} {Brd,Whm} {Brd,Blm} {Brd,Mnk} {Brd,Thf} {Brd,Rdm} {Brd,Pld} {Brd,Drk} {Brd,Bst} {Brd,Rng} {Brd,Sam} {Brd,Nin} {Brd,Drg} {Brd,Smn} {Brd,Blu} {Brd,Cor} {Brd,Pup} {Brd,Dnc} {Brd,Sch} {Brd,Geo} {Brd,Run} {Rng,War} {Rng,Whm} {Rng,Blm} {Rng,Mnk} {Rng,Thf} {Rng,Rdm} {Rng,Pld} {Rng,Drk} {Rng,Bst} {Rng,Brd} {Rng,Sam} {Rng,Nin} {Rng,Drg} {Rng,Smn} {Rng,Blu} {Rng,Cor} {Rng,Pup} {Rng,Dnc} {Rng,Sch} {Rng,Geo} {Rng,Run} {Sam,War} {Sam,Whm} {Sam,Blm} {Sam,Mnk} {Sam,Thf} {Sam,Rdm} {Sam,Pld} {Sam,Drk} {Sam,Bst} {Sam,Brd} {Sam,Rng} {Sam,Nin} {Sam,Drg} {Sam,Smn} {Sam,Blu} {Sam,Cor} {Sam,Pup} {Sam,Dnc} {Sam,Sch} {Sam,Geo} {Sam,Run} {Nin,War} {Nin,Whm} {Nin,Blm} {Nin,Mnk} {Nin,Thf} {Nin,Rdm} {Nin,Pld} {Nin,Drk} {Nin,Bst} {Nin,Brd} {Nin,Rng} {Nin,Sam} {Nin,Drg} {Nin,Smn} {Nin,Blu} {Nin,Cor} {Nin,Pup} {Nin,Dnc} {Nin,Sch} {Nin,Geo} {Nin,Run} {Drg,War} {Drg,Whm} {Drg,Blm} {Drg,Mnk} {Drg,Thf} {Drg,Rdm} {Drg,Pld} {Drg,Drk} {Drg,Bst} {Drg,Brd} {Drg,Rng} {Drg,Sam} {Drg,Nin} {Drg,Smn} {Drg,Blu} {Drg,Cor} {Drg,Pup} {Drg,Dnc} {Drg,Sch} {Drg,Geo} {Drg,Run} {Smn,War} {Smn,Whm} {Smn,Blm} {Smn,Mnk} {Smn,Thf} {Smn,Rdm} {Smn,Pld} {Smn,Drk} {Smn,Bst} {Smn,Brd} {Smn,Rng} {Smn,Sam} {Smn,Nin} {Smn,Drg} {Smn,Blu} {Smn,Cor} {Smn,Pup} {Smn,Dnc} {Smn,Sch} {Smn,Geo} {Smn,Run} {Blu,War} {Blu,Whm} {Blu,Blm} {Blu,Mnk} {Blu,Thf} {Blu,Rdm} {Blu,Pld} {Blu,Drk} {Blu,Bst} {Blu,Brd} {Blu,Rng} {Blu,Sam} {Blu,Nin} {Blu,Drg} {Blu,Smn} {Blu,Cor} {Blu,Pup} {Blu,Dnc} {Blu,Sch} {Blu,Geo} {Blu,Run} {Cor,War} {Cor,Whm} {Cor,Blm} {Cor,Mnk} {Cor,Thf} {Cor,Rdm} {Cor,Pld} {Cor,Drk} {Cor,Bst} {Cor,Brd} {Cor,Rng} {Cor,Sam} {Cor,Nin} {Cor,Drg} {Cor,Smn} {Cor,Blu} {Cor,Pup} {Cor,Dnc} {Cor,Sch} {Cor,Geo} {Cor,Run} {Pup,War} {Pup,Whm} {Pup,Blm} {Pup,Mnk} {Pup,Thf} {Pup,Rdm} {Pup,Pld} {Pup,Drk} {Pup,Bst} {Pup,Brd} {Pup,Rng} {Pup,Sam} {Pup,Nin} {Pup,Drg} {Pup,Smn} {Pup,Blu} {Pup,Cor} {Pup,Dnc} {Pup,Sch} {Pup,Geo} {Pup,Run} {Dnc,War} {Dnc,Whm} {Dnc,Blm} {Dnc,Mnk} {Dnc,Thf} {Dnc,Rdm} {Dnc,Pld} {Dnc,Drk} {Dnc,Bst} {Dnc,Brd} {Dnc,Rng} {Dnc,Sam} {Dnc,Nin} {Dnc,Drg} {Dnc,Smn} {Dnc,Blu} {Dnc,Cor} {Dnc,Pup} {Dnc,Sch} {Dnc,Geo} {Dnc,Run} {Sch,War} {Sch,Whm} {Sch,Blm} {Sch,Mnk} {Sch,Thf} {Sch,Rdm} {Sch,Pld} {Sch,Drk} {Sch,Bst} {Sch,Brd} {Sch,Rng} {Sch,Sam} {Sch,Nin} {Sch,Drg} {Sch,Smn} {Sch,Blu} {Sch,Cor} {Sch,Pup} {Sch,Dnc} {Sch,Geo} {Sch,Run} {Geo,War} {Geo,Whm} {Geo,Blm} {Geo,Mnk} {Geo,Thf} {Geo,Rdm} {Geo,Pld} {Geo,Drk} {Geo,Bst} {Geo,Brd} {Geo,Rng} {Geo,Sam} {Geo,Nin} {Geo,Drg} {Geo,Smn} {Geo,Blu} {Geo,Cor} {Geo,Pup} {Geo,Dnc} {Geo,Sch} {Geo,Run} {Run,War} {Run,Whm} {Run,Blm} {Run,Mnk} {Run,Thf} {Run,Rdm} {Run,Pld} {Run,Drk} {Run,Bst} {Run,Brd} {Run,Rng} {Run,Sam} {Run,Nin} {Run,Drg} {Run,Smn} {Run,Blu} {Run,Cor} {Run,Pup} {Run,Dnc} {Run,Sch} {Run,Geo}