1. Context
The Nakamoto coefficient is a key indicator of the Hub’s decentralization. Unfortunately, it has been trending downward, which creates risks both for consensus security and for the resilience of the network against capture by a small number of validators. Today, some validators particularly centralized exchanges and a few large incumbents concentrate a disproportionate share of the voting power, mechanically reducing the Nakamoto coefficient.
The community broadly agrees that we need to rebalance distribution, while still preserving:
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the attractiveness of staking for delegators,
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the economic sustainability of validators,
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the simplicity of the governance and incentive model.
2. Problem Statement
Without safeguards, large validators will continue to accumulate stake. Rational delegators usually favor the most visible or well-known validators, or those offering slightly higher yields, regardless of decentralization. Strict voting power caps are not seen as a solution, since they can be bypassed (for example, through duplicate validators like Coinbase1, Coinbase2, etc.).
3. Proposal for Discussion
I propose combining two complementary mechanisms:
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Redistribution via a Nakamoto Bonus, inspired by the AtomOne model.
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A proportional self-stake requirement, based on a 1/250 rule.
Together, these mechanisms aim to support smaller validators, raise the cost of Sybil behavior, and improve the Nakamoto coefficient in a balanced and sustainable way.
4. Mechanism 1 – Nakamoto Bonus (AtomOne Model)
In the current Cosmos Hub model, inflation (about 7–10% annually) is distributed entirely in proportion to voting power. This means that a validator with 10% VP receives 10% of rewards, reinforcing a snowball effect where large validators grow larger and the Nakamoto coefficient shrinks.
AtomOne changes this dynamic by decoupling part of the rewards from voting power. A fixed fraction of inflation (e.g. 10%) is redirected to a Nakamoto Pool, which is then distributed equally among all active validators. For example:
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Inflation = 1,000 ATOM.
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Nakamoto Pool = 10% = 100 ATOM.
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With 180 validators, each receives ≈ 0.57 ATOM per block.
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The remaining 900 ATOM are distributed proportionally by VP as usual.
Effects of this model:
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Small validators: gain a stable income, higher APR, and better survival chances.
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Large validators: see their relative rewards reduced slightly.
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Delegators: yields become more balanced, which creates an incentive to stake beyond the top 10.
This mechanism strengthens decentralization and avoids artificial caps or complex formulas. The main risk is Sybil farming, which can be addressed by combining it with a self-stake requirement.
5. Mechanism 2 – Proportional Self-Stake Requirement
The principle is simple: each validator must maintain a self-stake equal to at least 1/250 of the delegated stake (≈0.4%). For example, with 1 million ATOM delegated, the validator would need to self-bond 4,000 ATOM.
Why this matters:
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Without such a rule, a large actor (e.g. a CEX) could easily split 10 million ATOM across 10 validators with negligible cost, inflating the Nakamoto coefficient without real decentralization.
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With the rule, the same actor would need to commit 40,000 ATOM in self-bond at slashing risk, making duplication far more costly and risky.
Case study – Cosmostation (July 2025):
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Stake: 12.51M ATOM
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Current self-bond: 33,140 ATOM
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Required under 1/250 rule: 50,040 ATOM
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Gap: ~16,900 ATOM
This shows that even strong validators would need to adjust, while small validators remain unaffected since the requirement is minimal.
Expected impacts:
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Stronger security from greater validator commitment.
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Higher costs for Sybil farming.
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No negative impact on delegator APR.
6. Quantitative Impact (Mintscan data)
Nakamoto Bonus (10% of inflation redirected to the pool):
The pool would total around 4.695M ATOM per year, resulting in a bonus of about 26,086 ATOM for each of the ~180 active validators.
For small validators, the APR would increase from 17.22% to 37.61%, representing an improvement of more than 118%.
For large validators (top two-thirds by voting power), the APR would drop from 17.22% to 9.23%, a reduction of around 46.5%.
In practice, this means that smaller validators become much more sustainable, while large validators see their rewards reduced, slowing the snowball effect.
Self-Stake Requirement (1/250 rule):
For the top validator, the self-stake requirement would amount to 153,800 ATOM.
Across the whole active set, the network would require around 1.07M ATOM in self-bonded stake, representing roughly 0.23% of the total supply.
This also makes Sybil attacks significantly more expensive. To control one-third of the voting power, an attacker would need to put around 35.2 ATOM at risk in the event of a 0.01% downtime slash, or approximately 17,630 ATOM at risk in the event of a 5% double-signing slash.
In practical terms, this rule ensures that large validators must commit more of their own capital, while Sybil splitting becomes far more costly and risky. For example, Cosmostation would need to add around 16,900 ATOM to meet the requirement.
7. Combining Both Mechanisms
Individually, each mechanism has limitations:
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The Nakamoto Bonus sustains smaller validators but exposes the network to Sybil farming.
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The self-stake requirement deters Sybil validators but does not improve smaller validators’ APR.
Combined, however, they are complementary:
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The self-stake rule prevents abuse of the bonus.
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The bonus ensures small validators remain viable.
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The result is a higher Nakamoto coefficient, balanced incentives, and more sustainable security.
8. Risks and Limitations
There are still challenges. Large validators may attempt Sybil splits, requiring community vigilance. Parameters such as the self-stake ratio and the fraction of inflation reserved for the Nakamoto Pool will need careful calibration. On the technical side, implementing these mechanisms requires modifications to the staking module and thorough audits.
9. Conclusion
This framework is not a rigid proposal but a starting point for debate. A combination of proportional self-stake (1/250) and AtomOne-style redistribution appears practical, balanced, and effective. It supports small validators without punishing delegators, strengthens decentralization, and raises the Nakamoto coefficient.
The community is invited to provide feedback on parameter tuning, possible risks or unintended effects, and alternative or complementary mechanisms.


