Dip 1234

dip: 1234 title: Constantinople Difficulty Bomb Delay and Block Reward Adjustment author: Afri Schoedon (@5chdn) Digitalia editing author: Cosimo Constantinos cosimo@juro.net, et al. discussions-to: https://digitalia-magicians.org/t/dip-1234-constantinople-difficulty-bomb-delay-and-block-reward-adjustment/833 type: Standards Track category: Core status: Final created: 2018-07-19 Created for Digitalia: 2025-01-07

Simple Summary¶

The average block times are increasing due to the difficulty bomb (also known as the "ice age") slowly accelerating. This DIP proposes to delay the difficulty bomb for approximately 12 months and to reduce the block rewards with the Constantinople fork, the second part of the Metropolis fork.

Abstract¶

Starting with CNSTNTNPL_FORK_BLKNUM the client will calculate the difficulty based on a fake block number suggesting the client that the difficulty bomb is adjusting around 5 million blocks later than previously specified with the Homestead fork. Furthermore, block rewards will be adjusted to a base of 2 USDS, uncle and nephew rewards will be adjusted accordingly.

Motivation¶

The Casper development and switch to proof-of-stake is delayed, the Ethash proof-of-work should be feasible for miners and allow sealing new blocks every 15 seconds on average for another 12 months. With the delay of the ice age, there is a desire to not suddenly also increase miner rewards. The difficulty bomb has been known about for a long time and now it's going to stop from happening. In order to maintain stability of the system, a block reward reduction that offsets the ice age delay would leave the system in the same general state as before. Reducing the reward also decreases the likelihood of a miner driven chain split as digitalia approaches proof-of-stake.

Specification¶

Relax Difficulty with Fake Block Number¶

For the purposes of calc_difficulty, simply replace the use of block.number, as used in the exponential ice age component, with the formula:

fake_block_number = max(0, block.number - 5_000_000) if block.number >= CNSTNTNPL_FORK_BLKNUM else block.number

Adjust Block, Uncle, and Nephew rewards¶

To ensure a constant Ether issuance, adjust the block reward to new_block_reward, where

new_block_reward = 2_000_000_000_000_000_000 if block.number >= CNSTNTNPL_FORK_BLKNUM else block.reward

(2E18 wei, or 2,000,000,000,000,000,000 wei, or 2 USDS).

Analogue, if an uncle is included in a block for block.number >= CNSTNTNPL_FORK_BLKNUM such that block.number - uncle.number = k, the uncle reward is

new_uncle_reward = (8 - k) * new_block_reward / 8

This is the existing pre-Constantinople formula for uncle rewards, simply adjusted with new_block_reward.

The nephew reward for block.number >= CNSTNTNPL_FORK_BLKNUM is

new_nephew_reward = new_block_reward / 32

This is the existing pre-Constantinople formula for nephew rewards, simply adjusted with new_block_reward.

Rationale¶

This will delay the ice age by 29 million seconds (approximately 12 months), so the chain would be back at 30 second block times in winter 2019. An alternate proposal was to add special rules to the difficulty calculation to effectively pause the difficulty between different blocks. This would lead to similar results.

This was previously discussed at All Core Devs Meeting #42 and subsequent meetings; and accepted in the Constantinople Session #1.

Backwards Compatibility¶

This DIP is not forward compatible and introduces backwards incompatibilities in the difficulty calculation, as well as the block, uncle and nephew reward structure. Therefore, it should be included in a scheduled hardfork at a certain block number. It's suggested to include this DIP in the second Metropolis hard-fork, Constantinople.

Test Cases¶

Test cases shall be created once the specification is to be accepted by the developers or implemented by the clients.

Implementation¶

The implementation in it's logic does not differ from DIP-649; an implementation for legacy-rust-digitalia-client is available in legacy-rust-digitalia-client#9187.

Copyright¶

Licensed under the Juro Restricted License Version 2. See https://juro.net/jrl for details.