package tendermint.state

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ABCIResponses retains the responses of the various ABCI calls during block processing. It is persisted to disk for each height before calling Commit.

Used in: ABCIResponsesInfo

• repeated abci.ResponseDeliverTx deliver_txs = 1

• optional abci.ResponseEndBlock end_block = 2

• optional abci.ResponseBeginBlock begin_block = 3

• optional ABCIResponses abci_responses = 1

• int64 height = 2

ConsensusParamsInfo represents the latest consensus params, or the last height it changed

• optional types.ConsensusParams consensus_params = 1

• int64 last_height_changed = 2

• optional Version version = 1

• string chain_id = 2

  immutable

• int64 initial_height = 14

• int64 last_block_height = 3

  LastBlockHeight=0 at genesis (ie. block(H=0) does not exist)

• optional types.BlockID last_block_id = 4

• optional google.protobuf.Timestamp last_block_time = 5

• optional types.ValidatorSet next_validators = 6

  LastValidators is used to validate block.LastCommit. Validators are persisted to the database separately every time they change, so we can query for historical validator sets. Note that if s.LastBlockHeight causes a valset change, we set s.LastHeightValidatorsChanged = s.LastBlockHeight + 1 + 1 Extra +1 due to nextValSet delay.

• optional types.ValidatorSet validators = 7

• optional types.ValidatorSet last_validators = 8

• int64 last_height_validators_changed = 9

• optional types.ConsensusParams consensus_params = 10

  Consensus parameters used for validating blocks. Changes returned by EndBlock and updated after Commit.

• int64 last_height_consensus_params_changed = 11

• bytes last_results_hash = 12

  Merkle root of the results from executing prev block

• bytes app_hash = 13

  the latest AppHash we've received from calling abci.Commit()

ValidatorsInfo represents the latest validator set, or the last height it changed

• optional types.ValidatorSet validator_set = 1

• int64 last_height_changed = 2

Used in: State

• optional version.Consensus consensus = 1

• string software = 2