In post 3831, Sinsun1 wrote:Right now, I think it might be better trying to deduce who is town than who is mafia for some of you. You now have:
PereV wagon: Nero, Riabi, KlingonCelt, Titus, Daves
Titus wagon: PereV, Little Gumball, Suzune, (my promised hammer vote)
With knowledge that there is probably 4 scum most likely left alive and looking at both wagons, one is a wagon on scum and one is a wagon on town (scum's counter wagon). Which side do you get the most scum reads on?
For me, I am certain Titus and Riabi are scum and with my lean of scum on Klingon and Nero, that to me clears PereV as being scum's counter wagon target. I only have 1 town read on that wagon. Meanwhile on Titus I have Suzune who I am 100% certain is town with Little Gumball who the cop seemed to hint something at. PereV being townish today as well.
If you're town daves, I hope you can see Titus and Riabi for who they are. Hell I hope all remaining town see them for who they are. Scum are placing a huge gambit today with their wagon on PereV. Because if we get the Titus lynch, they will create a cleared townie by their actions.
Also, I hope the doctor realizes he's basically outed already. I have a suspicion of who he is. But here's how it stands.
Known town (not Doctor)
13. Sinsun1 - Hammer power
14. Psyche - Tracker
16. Thor665 - Named Townie
17. PeregrineV - Oracle
20. Suzune - Lightning rod
Scum
8. Riabi
12. Titus
That leaves 5 people. 2 of which are scum, so the scum team has it narrowed down to just 3 people as potential doctor.
1. Klingoncelt
3. davesaz
7.St Augustine the Hermit
18. Nero Cain
21. LittleGumball
If I am right about Nero and Kling, that means doctor is Dave, Hermit or LG. Anyone else claim doctor and I'm going to be immediately suspicious of them. The scum team might even have it narrowed down to 2 people if there's 5 scum left or have some sort of power (or just able to read slots XD).
So at this point, mass claim does not hurt us very much, but it would be better to do it tomorrow. For now, name claim would work just find for the unknowns.