Sendings from non-Mistlocke places

[Egon the Monkey]

One of the reasons that there's rarely activity outside the main town short of exiles and powerquest teams is the lack of communication. It's fine if your in a nature or outlaw group, but less so when you want to have some activity between areas.

It would be really helpful to have a Dwarven Pathfinder or something at the Delving who would work the same as the Urchin, delivering a message after a delay. Or if Muskroot might be moved out into a further area, as he already has an NPC in town who serves an identical purpose.

[Ebok]

I really like the centralized aspects of Mistlocke, so anything that promotes expansion I'm firmly against. There are loads of people on the roads from here to there, I rarely walk from point A to point B without running across one or two people. Heck, I even run into people when I'm out in the middle of no where.

Keeping a strong reliance of the area directly around Mistlocke is healthy, because it brings the majority of characters into contact with each other. If there were to be another Sending location, it should be from the Conclave. I really don't think dwarves should ever be a focal point for exiles.

[Tarnished_Tulip]

I honestly would like to see settlements for each of the different races... It helps promote xenophobia and other conflict-spurring things when you can actually walk among those of your own kin.

Also, it promotes diversity... The dwarves making better armors, the elves better bows and such... It makes it more realistic... and imo... More fun.

[Craig210]

Team nature has its grove,
Evil people- Murdertown
Sis lamen- whoever,
Dwarf- Hold
Mistlocke- everyone else.

We have enough places already.

[DangerousDan]

Against this. Multiple sending spots and decentralisation was the deathknell of EfU:A.

[Kinslayer988]

Team nature has its grove,

You must not understand nature. Much more to it than the Steward's Groves.

[The Beggar]

Against this. Multiple sending spots and decentralisation was the deathknell of EfU:A

QFT.