Proof of concept: raise the PVN to around 350
Anyone want to join me on this? I need 8 other players to make it work, but messing with the dynasty by making the PVN unreasonably high would be loads of fun. Teach ais a lesson for trying to avoid daily actions =) Someone could probably figure out how to make it work with less, but this one is nice and symmetric. (We easily could get away with six by clearing your own list, but it would reduce the amount we can raise the PVN per round by to 9 maxing it out at 45. Fewer than six, if even possible, probably would’nt leave much room for PVN increasing)
Here is how it works:
Nine players, named A1, A2, A3, B1, B2, B3, C1, C2 and C3.
A1 and A2 work to clear A1’s list, A2 and A3 work to clear A3’s list, A3 and A1 work to clear A3’s list. Same for Bs and Cs.
Now each *1 works with himself, and the 4 other 2s and 3s to hack the computers, raising the PVN. Each *2 works with the 1s and 3s, and each *3 works with the 1s and 2s.
This will result in 18 pairs and 9 singles, for a total of 27 added to the PVN. As long as a square is hit, everyones heat goes back to 1. Then A1, B1 and C1 can clear each others lists (effectively becoming the new A1, A2 and A3) and the same for A2, B2 and C2 and A3, B3 and C3. We are back to where we started, so can increase the PVN by 27 again. We can continue to do this as long as all nine people can stay munging with the GNDT.
Growing the PVN by 27 each time, the first time we’d miss a square is getting it to 351 which doesn’t reach 19 squared. But at that point, jailbreaks cost 7000 firework and reporting costs 3500 respect.
So yeah, I’ll be on IRC tonight if enough of you want to help me out. =D
Kevan: he/him
If you need eight accomplices to make it work, you may as well, under current quorum, just make it a proposal.