Venture-Captain, Australia—NSW—Greater West
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I just wanted to check with the rest of the collective that I have the available Race Boons for SFS straight in my head. Please correct me if I am wrong anywhere.
1. Con boons - can take the form of a random chance at a boon for the players or a confirmed boon for the GMs. Races rotated through mega-regions.
2. RSP Boons - GM Only, confirmed after 12 games.
3. Players' Boons - Players only, confirmed after 6 games.
4. Promotional Boons - given away during online events/interviews, currently Skittermanders.
Have I missed anything??
By my calculations, the only people who miss out on a chance at a race boon is GMs of non-RSP sactioned games. Be nice if we could see something for them, maybe they can tick off the players boon.
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Mostly correct based on my understanding:
I just wanted to check with the rest of the collective that I have the available Race Boons for SFS straight in my head. Please correct me if I am wrong anywhere.
1. Con boons - can take the form of a random chance at a boon for the players or a confirmed boon for the GMs. Races rotated through mega-regions.
The random chance con boons are not race boons. Mega-region rotating boons are for GMing cons. There are also different boons that were given out for GMing Gen Con(which will likely also occur after Origins/Gen Con next year.)
2. RSP Boons - GM Only, confirmed after 12 games.
3. Players' Boons - Players only, confirmed after 6 games.
The current year has a few different playable races after 6 slots worth of games(AP counting 3), and one after 12 slots worth of games(AP counting 3).
4. Promotional Boons - given away during online events/interviews, currently Skittermanders.
Have I missed anything??
By my calculations, the only people who miss out on a chance at a race boon is GMs of non-RSP sactioned games. Be nice if we could see something for them, maybe they can tick off the players boon.
Yes, there is no chance of getting a boon for GMing a non-RSP game, nor do you earn credit toward the boons available through method 3.