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The proposed improvement slashes the reward based on the amount of GRG tokens a pool operator holds. This has the dual effect of making it exponentially difficult to cheat the system and of creating an incentive for holding/accumulating GRGs.
Motivation
The proposed improvement addresses an edge case where a pool operator can accumulate GRGs by moving ETH from different token pools. By making it exponentially more expensive for the pool operator to accumulate GRGs, we can make the system overall more robust and increase demand for GRG.
Specification
In the ProofOfPerformance.sol contract, once the pop components are calculated, their sum is adjusted by an exponentially decaying factor according to the formula: y = (1-decay factor)*k^[(1-decay factor)^(n-1)]
and a decay factor of 18%. The exponential curve is approximated by intervals as follows:
Summary
The proposed improvement slashes the reward based on the amount of GRG tokens a pool operator holds. This has the dual effect of making it exponentially difficult to cheat the system and of creating an incentive for holding/accumulating GRGs.
Motivation
The proposed improvement addresses an edge case where a pool operator can accumulate GRGs by moving ETH from different token pools. By making it exponentially more expensive for the pool operator to accumulate GRGs, we can make the system overall more robust and increase demand for GRG.
Specification
In the ProofOfPerformance.sol contract, once the pop components are calculated, their sum is adjusted by an exponentially decaying factor according to the formula:
y = (1-decay factor)*k^[(1-decay factor)^(n-1)]
and a decay factor of 18%. The exponential curve is approximated by intervals as follows:
% of total supply multiplier
[ 0.05 +++ [ 100%
[ 0.04 0.05 [ 82%
[ 0.03 0.04 [ 20.1%
[ 0.02 0.03 [ 2.9%
[ 0.01 0.02 [ 0.5%
[ 0.00 0.01 [ 0.2%
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