Class: Policy
Constructors
new Policy()
new Policy():
Policy
Returns
Properties
BATCHES_PER_EPOCH
readonlystaticBATCHES_PER_EPOCH:number
How many batches constitute an epoch
Defined in
web.d.ts:1472
BLOCKS_DELAY_DECAY
readonlystaticBLOCKS_DELAY_DECAY:number
The slope of the exponential decay used to punish validators for not producing block in time
Defined in
web.d.ts:1476
BLOCKS_PER_BATCH
readonlystaticBLOCKS_PER_BATCH:number
Length of a batch including the macro block
Defined in
web.d.ts:1480
BLOCKS_PER_EPOCH
readonlystaticBLOCKS_PER_EPOCH:number
Length of an epoch including the election block
Defined in
web.d.ts:1484
BLOCK_PRODUCER_TIMEOUT
readonlystaticBLOCK_PRODUCER_TIMEOUT:bigint
The timeout in milliseconds for a validator to produce a block (2s)
Defined in
web.d.ts:1488
BLOCK_SEPARATION_TIME
readonlystaticBLOCK_SEPARATION_TIME:bigint
The optimal time in milliseconds between blocks (1s)
Defined in
web.d.ts:1492
BLS_CACHE_MAX_CAPACITY
readonlystaticBLS_CACHE_MAX_CAPACITY:number
The maximum size of the BLS public key cache.
Defined in
web.d.ts:1496
COINBASE_ADDRESS
readonlystaticCOINBASE_ADDRESS:string
This is the address for the coinbase. Note that this is not a real account, it is just the address we use to denote that some coins originated from a coinbase event.
Defined in
web.d.ts:1501
F_PLUS_ONE
readonlystaticF_PLUS_ONE:number
Calculates f+1 slots which is the minimum number of slots necessary to be guaranteed to have at least one honest slots. That's because from a total of 3f+1 slots at most f will be malicious. It is calculated as ceil(SLOTS/3) and we use the formula ceil(x/y) = (x+y-1)/y for the ceiling division.
Defined in
web.d.ts:1508
GENESIS_BLOCK_NUMBER
readonlystaticGENESIS_BLOCK_NUMBER:number
Genesis block number
Defined in
web.d.ts:1512
HISTORY_CHUNKS_MAX_SIZE
readonlystaticHISTORY_CHUNKS_MAX_SIZE:bigint
Maximum size of history chunks. 25 MB.
Defined in
web.d.ts:1517
INITIAL_SUPPLY_VELOCITY
readonlystaticINITIAL_SUPPLY_VELOCITY:number
This is the number of Lunas (1 NIM = 100,000 Lunas) created by millisecond at the genesis of the Nimiq 2.0 chain. The velocity then decreases following the formula: Supply_velocity (t) = Initial_supply_velocity * e^(- Supply_decay * t) Where e is the exponential function and t is the time in milliseconds since the genesis block.
Defined in
web.d.ts:1524
JAIL_EPOCHS
readonlystaticJAIL_EPOCHS:number
The number of epochs a validator is put in jail for. The jailing only happens for severe offenses.
Defined in
web.d.ts:1528
MAX_SIZE_MICRO_BODY
readonlystaticMAX_SIZE_MICRO_BODY:number
The maximum allowed size, in bytes, for a micro block body.
Defined in
web.d.ts:1532
MINIMUM_REWARDS_PERCENTAGE
readonlystaticMINIMUM_REWARDS_PERCENTAGE:number
The minimum rewards percentage that we allow
Defined in
web.d.ts:1536
MIN_EPOCHS_STORED
readonlystaticMIN_EPOCHS_STORED:number
Minimum number of epochs that the ChainStore will store fully
Defined in
web.d.ts:1540
SLOTS
readonlystaticSLOTS:number
Number of available validator slots. Note that a single validator may own several validator slots.
Defined in
web.d.ts:1544
STAKING_CONTRACT_ADDRESS
readonlystaticSTAKING_CONTRACT_ADDRESS:string
This is the address for the staking contract.
Defined in
web.d.ts:1548
STATE_CHUNKS_MAX_SIZE
readonlystaticSTATE_CHUNKS_MAX_SIZE:number
Maximum size of accounts trie chunks.
Defined in
web.d.ts:1552
SUPPLY_DECAY
readonlystaticSUPPLY_DECAY:number
The supply decay is a constant that is calculated so that the supply velocity decreases at a steady 1.47% per year.
Defined in
web.d.ts:1557
TENDERMINT_TIMEOUT_DELTA
readonlystaticTENDERMINT_TIMEOUT_DELTA:bigint
Tendermint's timeout delta, in milliseconds.
See https://arxiv.org/abs/1807.04938v3 for more information.
Defined in
web.d.ts:1563
TENDERMINT_TIMEOUT_INIT
readonlystaticTENDERMINT_TIMEOUT_INIT:bigint
Tendermint's initial timeout, in milliseconds.
See https://arxiv.org/abs/1807.04938v3 for more information.
Defined in
web.d.ts:1569
TIMESTAMP_MAX_DRIFT
readonlystaticTIMESTAMP_MAX_DRIFT:bigint
The maximum drift, in milliseconds, that is allowed between any block's timestamp and the node's system time. We only care about drifting to the future.
Defined in
web.d.ts:1574
TOTAL_SUPPLY
readonlystaticTOTAL_SUPPLY:bigint
Total supply in units.
Defined in
web.d.ts:1578
TRANSACTION_VALIDITY_WINDOW
readonlystaticTRANSACTION_VALIDITY_WINDOW:number
Number of batches a transaction is valid with Albatross consensus.
Defined in
web.d.ts:1582
TRANSACTION_VALIDITY_WINDOW_BLOCKS
readonlystaticTRANSACTION_VALIDITY_WINDOW_BLOCKS:number
Number of blocks a transaction is valid with Albatross consensus.
Defined in
web.d.ts:1586
TWO_F_PLUS_ONE
readonlystaticTWO_F_PLUS_ONE:number
Calculates 2f+1 slots which is the minimum number of slots necessary to produce a macro block, a skip block and other actions. It is also the minimum number of slots necessary to be guaranteed to have a majority of honest slots. That's because from a total of 3f+1 slots at most f will be malicious. If in a group of 2f+1 slots we have f malicious ones (which is the worst case scenario), that still leaves us with f+1 honest slots. Which is more than the f slots that are not in this group (which must all be honest). It is calculated as ceil(SLOTS*2/3) and we use the formula ceil(x/y) = (x+y-1)/y for the ceiling division.
Defined in
web.d.ts:1598
VALIDATOR_DEPOSIT
readonlystaticVALIDATOR_DEPOSIT:bigint
The deposit necessary to create a validator in Lunas (1 NIM = 100,000 Lunas). A validator is someone who actually participates in block production. They are akin to miners in proof-of-work.
Defined in
web.d.ts:1604
VERSION
readonlystaticVERSION:number
The current version number of the protocol. Changing this always results in a hard fork.
Defined in
web.d.ts:1608
Methods
free()
free():
void
Returns
void
Defined in
web.d.ts:1307
batchAt()
staticbatchAt(block_number):number
Returns the batch number at a given block_number (height)
Parameters
• block_number: number
Returns
number
Defined in
web.d.ts:1326
batchDelayPenalty()
staticbatchDelayPenalty(delay):number
Returns the percentage reduction that should be applied to the rewards due to a delayed batch. This function returns a float in the range [0, 1] I.e 1 means that the full rewards should be given, whereas 0.5 means that half of the rewards should be given The input to this function is the batch delay, in milliseconds The function is: [(1 - MINIMUM_REWARDS_PERCENTAGE) * e ^(-BLOCKS_DELAY_DECAY * t^2)] + MINIMUM_REWARDS_PERCENTAGE
Parameters
• delay: bigint
Returns
number
Defined in
web.d.ts:1468
batchIndexAt()
staticbatchIndexAt(block_number):number
Returns the batch index at a given block number. The batch index is the number of a block relative to the batch it is in. For example, the first block of any batch always has an batch index of 0.
Parameters
• block_number: number
Returns
number
Defined in
web.d.ts:1333
blockAfterJail()
staticblockAfterJail(block_number):number
Returns the first block after the jail period of a given block number has ended.
Parameters
• block_number: number
Returns
number
Defined in
web.d.ts:1446
blockAfterReportingWindow()
staticblockAfterReportingWindow(block_number):number
Returns the first block after the reporting window of a given block number has ended.
Parameters
• block_number: number
Returns
number
Defined in
web.d.ts:1440
electionBlockAfter()
staticelectionBlockAfter(block_number):number
Returns the number (height) of the next election macro block after a given block number (height).
Parameters
• block_number: number
Returns
number
Defined in
web.d.ts:1339
electionBlockBefore()
staticelectionBlockBefore(block_number):number
Returns the block number (height) of the preceding election macro block before a given block number (height). If the given block number is an election macro block, it returns the election macro block before it.
Parameters
• block_number: number
Returns
number
Defined in
web.d.ts:1346
electionBlockOf()
staticelectionBlockOf(epoch):number
Returns the block number of the election macro block of the given epoch (which is always the last block). If the index is out of bounds, None is returned
Parameters
• epoch: number
Returns
number
Defined in
web.d.ts:1412
epochAt()
staticepochAt(block_number):number
Returns the epoch number at a given block number (height).
Parameters
• block_number: number
Returns
number
Defined in
web.d.ts:1313
epochIndexAt()
staticepochIndexAt(block_number):number
Returns the epoch index at a given block number. The epoch index is the number of a block relative to the epoch it is in. For example, the first block of any epoch always has an epoch index of 0.
Parameters
• block_number: number
Returns
number
Defined in
web.d.ts:1320
firstBatchOfEpoch()
staticfirstBatchOfEpoch(block_number):boolean
Returns a boolean expressing if the batch at a given block number (height) is the first batch of the epoch.
Parameters
• block_number: number
Returns
boolean
Defined in
web.d.ts:1427
firstBlockOf()
staticfirstBlockOf(epoch):number
Returns the block number of the first block of the given epoch (which is always a micro block). If the index is out of bounds, None is returned
Parameters
• epoch: number
Returns
number
Defined in
web.d.ts:1398
firstBlockOfBatch()
staticfirstBlockOfBatch(batch):number
Returns the block number of the first block of the given batch (which is always a micro block). If the index is out of bounds, None is returned
Parameters
• batch: number
Returns
number
Defined in
web.d.ts:1405
isElectionBlockAt()
staticisElectionBlockAt(block_number):boolean
Returns a boolean expressing if the block at a given block number (height) is an election macro block.
Parameters
• block_number: number
Returns
boolean
Defined in
web.d.ts:1359
isMacroBlockAt()
staticisMacroBlockAt(block_number):boolean
Returns a boolean expressing if the block at a given block number (height) is a macro block.
Parameters
• block_number: number
Returns
boolean
Defined in
web.d.ts:1385
isMicroBlockAt()
staticisMicroBlockAt(block_number):boolean
Returns a boolean expressing if the block at a given block number (height) is a micro block.
Parameters
• block_number: number
Returns
boolean
Defined in
web.d.ts:1391
lastBlockOfReportingWindow()
staticlastBlockOfReportingWindow(block_number):number
Returns the block height for the last block of the reporting window of a given block number. Note: This window is meant for reporting malicious behaviour (aka jailable behaviour).
Parameters
• block_number: number
Returns
number
Defined in
web.d.ts:1434
lastElectionBlock()
staticlastElectionBlock(block_number):number
Returns the block number (height) of the last election macro block at a given block number (height). If the given block number is an election macro block, then it returns that block number.
Parameters
• block_number: number
Returns
number
Defined in
web.d.ts:1353
lastMacroBlock()
staticlastMacroBlock(block_number):number
Returns the block number (height) of the last macro block at a given block number (height). If the given block number is a macro block, then it returns that block number.
Parameters
• block_number: number
Returns
number
Defined in
web.d.ts:1379
macroBlockAfter()
staticmacroBlockAfter(block_number):number
Returns the block number (height) of the next macro block after a given block number (height).
Parameters
• block_number: number
Returns
number
Defined in
web.d.ts:1365
macroBlockBefore()
staticmacroBlockBefore(block_number):number
Returns the block number (height) of the preceding macro block before a given block number (height). If the given block number is a macro block, it returns the macro block before it.
Parameters
• block_number: number
Returns
number
Defined in
web.d.ts:1372
macroBlockOf()
staticmacroBlockOf(batch):number
Returns the block number of the macro block (checkpoint or election) of the given batch (which is always the last block). If the index is out of bounds, None is returned
Parameters
• batch: number
Returns
number
Defined in
web.d.ts:1420
supplyAt()
staticsupplyAt(genesis_supply,genesis_time,current_time):bigint
Returns the supply at a given time (as Unix time) in Lunas (1 NIM = 100,000 Lunas). It is calculated using the following formula: Supply (t) = Genesis_supply + Initial_supply_velocity / Supply_decay * (1 - e^(- Supply_decay * t)) Where e is the exponential function, t is the time in milliseconds since the genesis block and Genesis_supply is the supply at the genesis of the Nimiq 2.0 chain.
Parameters
• genesis_supply: bigint
• genesis_time: bigint
• current_time: bigint
Returns
bigint
Defined in
web.d.ts:1458