Doubled sqrt e drop time.
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@ -198,7 +198,7 @@ Unless otherwise indicated, code appearing in `this style` is to be interpreted
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| `POW_RECEIPT_ROOT_VOTING_PERIOD` | `2**10` (= 1,024) | slots | ~1.7 hours |
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| `POW_RECEIPT_ROOT_VOTING_PERIOD` | `2**10` (= 1,024) | slots | ~1.7 hours |
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| `SHARD_PERSISTENT_COMMITTEE_CHANGE_PERIOD` | `2**17` (= 131,072) | slots | ~9 days |
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| `SHARD_PERSISTENT_COMMITTEE_CHANGE_PERIOD` | `2**17` (= 131,072) | slots | ~9 days |
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| `COLLECTIVE_PENALTY_CALCULATION_PERIOD` | `2**20` (= 1,048,576) | slots | ~73 days |
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| `COLLECTIVE_PENALTY_CALCULATION_PERIOD` | `2**20` (= 1,048,576) | slots | ~73 days |
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| `ZERO_BALANCE_VALIDATOR_TTL` | `2**22` (= 4,194,304) | slots | ~291 days |
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| `ZERO_BALANCE_VALIDATOR_TTL` | `2**24` (= 4,194,304) | slots | ~291 days |
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### Reward and penalty quotients
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### Reward and penalty quotients
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@ -207,10 +207,10 @@ Unless otherwise indicated, code appearing in `this style` is to be interpreted
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| `BASE_REWARD_QUOTIENT` | `2**10` (= 1,024) |
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| `BASE_REWARD_QUOTIENT` | `2**10` (= 1,024) |
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| `WHISTLEBLOWER_REWARD_QUOTIENT` | `2**9` (= 512) |
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| `WHISTLEBLOWER_REWARD_QUOTIENT` | `2**9` (= 512) |
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| `INCLUDER_REWARD_QUOTIENT` | `2**3` (= 8) |
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| `INCLUDER_REWARD_QUOTIENT` | `2**3` (= 8) |
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| `INACTIVITY_PENALTY_QUOTIENT` | `2**22` (= 4,194,304) |
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| `INACTIVITY_PENALTY_QUOTIENT` | `2**24` (= 4,194,304) |
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* The `BASE_REWARD_QUOTIENT` parameter dictates the per-epoch reward. It corresponds to ~2.54% annual interest assuming 10 million participating ETH in every epoch.
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* The `BASE_REWARD_QUOTIENT` parameter dictates the per-epoch reward. It corresponds to ~2.54% annual interest assuming 10 million participating ETH in every epoch.
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* The `INACTIVITY_PENALTY_QUOTIENT` equals `INVERSE_SQRT_E_DROP_TIME**2` where `INVERSE_SQRT_E_DROP_TIME := 2**11 epochs` (~9 days) is the time it takes the inactivity penalty to reduce the balance of non-participating [validators](#dfn-validator) to about `1/sqrt(e) ~= 60.6%`. Indeed, the balance retained by offline [validators](#dfn-validator) after `n` slots is about `(1-1/INACTIVITY_PENALTY_QUOTIENT)**(n**2/2)` so after `INVERSE_SQRT_E_DROP_TIME` slots it is roughly `(1-1/INACTIVITY_PENALTY_QUOTIENT)**(INACTIVITY_PENALTY_QUOTIENT/2) ~= 1/sqrt(e)`.
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* The `INACTIVITY_PENALTY_QUOTIENT` equals `INVERSE_SQRT_E_DROP_TIME**2` where `INVERSE_SQRT_E_DROP_TIME := 2**12 epochs` (~18 days) is the time it takes the inactivity penalty to reduce the balance of non-participating [validators](#dfn-validator) to about `1/sqrt(e) ~= 60.6%`. Indeed, the balance retained by offline [validators](#dfn-validator) after `n` slots is about `(1-1/INACTIVITY_PENALTY_QUOTIENT)**(n**2/2)` so after `INVERSE_SQRT_E_DROP_TIME` slots it is roughly `(1-1/INACTIVITY_PENALTY_QUOTIENT)**(INACTIVITY_PENALTY_QUOTIENT/2) ~= 1/sqrt(e)`.
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### Status codes
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### Status codes
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