Closed uzyn closed 3 years ago
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I think this way of distribution only works, if only a small percentage of masternodes locks their collateral for 5/10 years. The more masternodes lock their collateral long term, the lower the yield gets for them. If for example "worst case" 100% of all masternodes lock their collateral for 10 years, their yield will decrease back to 1x. I think a constant multiplier of 1.5x (5y) & 2x (10y) can not be achieved, because its depending on how many masternodes are locking their coins. Is this fact considered / accepted?
Please correct me if Im wrong :-)
@Sebz84 The 1.5x and 2x is in relative to non-longterm staking. What you mentioned is a fact, if it's all 10-year node, then effectively it's 1x as everyone is 2x.
However, if there's 1 node that's non-longterm even in a pool of 1 million 10-year nodes, than that 1 node is expected to be getting half the reward of a 10-year node, regardless of the number of nodes overall.
This implementation adheres to that better.
What would you like to be added:
Related: #546, #562 & #619
Introduction of "subnode", where each of the following masternodes will mine at subnode level.
Each of the subnodes not only allows for multiple hashes, but also accumulates coinage independently. This unambiguously yields the desired effect of 10-year lockup masternode effectively running double the number of subnodes of 1 normal masternode – thereby generating 2x more returns.
Why is this needed:
See #619
Previous attempts at implementing coinage adjustment for long-term staking does not consistently yield the desired outcome of 1.5x more return for 5-year lockup and 2x more return for 10-year lockup when difficulty changes.
Subnode brings about the desired outcome unambiguously.
This has also been tested on Monte Carlo simulation:
Simulation code: https://gist.github.com/uzyn/f9766cfd69ff6a586a0877b6cbae11c0