Soak I have read about the CPPSRB payout system, but I dont understand it yet... Can you explain on an example how it works please? And what if someone quits mining in the middle of a block, would he get paid for shares in that round?
It's quite simple actually.
Everytime the pool solves a block it is rewarded ~50 LTC (something around that, we won't count tx bonus from block to keep everything simple), right ?
During the time to solve a block, the pool needs to pay its miners because they're hashing to solve that block and we are CPPSRB. In CPPSRB there is "PPS". So, we're paying miners like the classic PPS way : a share is worth a fixed amount (this amount only changes according to the network difficulty).
So, you'll guess that sometimes during unlucky round we'll have to pay more than 50 LTC worth of hashing to only get back 50 LTC reward from the network finally solving a block. That's what we call an unlucky round aka when the pool distribute more than the reward it got for solving a block.
During unlucky rounds, it can happen that the pool don't have any fund anymore to pay its miners : the shares the pool can't pay at the moment are logged in a specific database and we call this "the shelve".
Concerning lucky rounds aka when the pool distributed less than 50 LTC during a round to get a 50 LTC reward (== excess funds), the extra money from that lucky round is used to backpay the shelved earnings from previous unlucky rounds.
There's a third case : if the pool have excess funds from many previous lucky round and there is no shares in the shelf, this excess funds are kept to continue the payouts like a classic PPS during unlucky round. As long as there is excess money.
So, the pool is exactly like a classic PPS when there's enough money in the wallet. It delays payment for further backpay if there is no money.
It continues to act like a PPS pool during unlucky rounds when there's excess funds from previous lucky rounds and no shares in the shelf waiting to be backpaid.
If you don't understand let me know I'll try to explain it one more time in a more simple way
