CG predictions...

Yesterday's also arrived quite late 😕
I had to do a manual refresh yesterday the server would never give me the update page with F5... ctrl+F5 finaly forced the update from the domain host Boo stupid site telling me I was not allowed an updated page, take that cached web pages...

Still nothing
Ive built a quick krait mk 2 build... (python welcome to dumpedville population = You ) with 4 salvation augmented weapons.... just encase it realy is collect thargoid bits and bobs after killing them...
 
Last edited:
New rare good, stock of 20 currently

1639055351529.png
 
So 1.5M total - supply of 20. if there are as many ppl as last week (2500) then that's 125 loads each. Sounds like a lot. And the anti-Salvation ppl are massing (not sure you can dump effectively due to usual supply situation though).
 
So 1.5M total - supply of 20. if there are as many ppl as last week (2500) then that's 125 loads each. Sounds like a lot. And the anti-Salvation ppl are massing (not sure you can dump effectively due to usual supply situation though).
Yeah, it being a rare will make that impossible. Which is fair, and I like that this is now a trackable CG. 4 days is also not really enough time to get any negative states going, assuming that is even possible. So while there don't seem to be any opportunities for direct opposition, I look forward to seeing how this plays out.
 
Eeeek.
In Qarato - I got a contradictory message from a Prof Tesreau to drop these at Felice Dock for analysis and NOT to give them to Salvation!!!
What to do?
 
So 1.5M total - supply of 20. if there are as many ppl as last week (2500) then that's 125 loads each. Sounds like a lot. And the anti-Salvation ppl are massing (not sure you can dump effectively due to usual supply situation though).
And they're all single-tier CGs with a shorter than normal time-frame.

Based on previous rares CGs, a total of about 1M would be reasonable to predict, which would let one CG succeed, maybe two with ideal distribution - or could have all three fail even without opposition just because the distribution is too even.

Then there's this Meene option as well, which adds a bit more interest to it.

Very impressive.
 
Back
Top Bottom