Elastic Peripheral Library Contracts

AntiSnipingAttack​

The motivation and explanation of the mechanism can be found here. The function containing the bulk of the logic is update().

Struct: Data​

FieldTypeFormula VariableExplanation

lastActionTime

uint32

tlastt_{last}

timestamp of last action performed

lockTime

uint32

tlockt_{lock}

average start time of lock schedule

unlockTime

uint32

tunlockt_{unlock}

average unlock time of locked fees

feesLocked

uint32

feelockedfee_{locked}

locked rToken qty since last update

initialize()​

Initializes Data values for a new position. The time variables are set to the current timestamp, while feesLocked is set to zero.

update()​

Updates Data values for an existing position. Calculates the amount of claimable reinvestment tokens to be sent to the user and, in the case of liquidity removal, the amount of burnable reinvestment tokens as well.

Formula​

claimBpsnew=min(BPS,tnow−tlockttarget)claimBps_{new} = min(BPS, \frac{t_{now}-t_{lock}}{t_{target}})

claimBpscurrent=min(BPS,tnow−tlasttunlock−ttarget)claimBps_{current} = min(BPS, \frac{t_{now}-t_{last}}{t_{unlock} - t_{target}})

if tunlock>ttargett_{unlock} > t_{target}, BPSBPS otherwise feeharvestfee_{harvest} and feelockfee_{lock} updated through calcFeeProportions()

tunlock=(tlock+ttarget)∗(BPS−claimBpsnew)∗feecollect+tunlock∗(BPS−claimBpscurrent)∗feelockedfeelock∗BPSt_{unlock} = \frac{(t_{lock} + t_{target}) * (BPS - claimBps_{new}) * fee_{collect} + t_{unlock} * (BPS - claimBps_{current}) * fee_{locked}}{fee_{lock} * BPS}

  • If adding liquidity, update tlock=ceil(max(tlock,tnow−ttarget)∗L+tnow∗ΔLL+ΔL)t_{lock} = ceil(\frac{max(t_{lock}, t_{now} - t_{target})*L + t_{now} * \Delta{L}}{L + \Delta{L}})

  • If removing liquidity,

    • feeburn=feeharvest∗ΔLLfee_{burn} = fee_{harvest} * \frac{\Delta{L}}{L}

    • feeharvestfee_{harvest} -= feeburnfee_{burn}

Input​

FieldTypeFormula VariableExplanation

self

Data

N.A.

stored data values for an existing position

currentLiquidity

uint128

LL

current position liquidity

liquidityDelta

uint128

ΔL\Delta{L}

quantity change to be applied

currentTime

uint32

tnowt_{now}

current block timestamp

isAddLiquidity

bool

N.A.

true = add liquidity, false = remove liquidity

feesSinceLastAction

uint256

feecollectfee_{collect}

fees accrued since last action

vestingPeriod

uint256

ttargett_{target}

maximum time duration for which LP fees are proportionally burnt upon LP removals

Output​

FieldTypeFormula VariableExplanation

feesClaimable

uint256

feeharvestfee_{harvest}

claimable reinvestment token amount

feesBurnable

uint256

feeburnfee_{burn}

reinvestment token amount to burn

calcFeeProportions()​

Calculates the proportion of locked fees and claimable fees given the fee amounts and claimable fee basis points.

Formula​

feeharvest=claimBpscurrentBPS∗feelocked+claimBpsnewBPS∗feecollectfee_{harvest} = \frac{claimBps_{current}}{BPS} * fee_{locked} + \frac{claimBps_{new}}{BPS} * fee_{collect} feelock=feelocked+feecollect−feeharvestfee_{lock} = fee_{locked} + fee_{collect} - fee_{harvest}

Input​

FieldTypeFormula VariableExplanation

currentFees

uint256

feelockedfee_{locked}

currently locked fees

nextFees

uint256

feecollectfee_{collect}

fees since last action

currentClaimableBps

uint256

claimBpscurrentclaimBps_{current}

proportion of claimable / unlocked currentFees in basis points

nextClaimableBps

uint256

claimBpsnewclaimBps_{new}

proportion of claimable nextFees in basis points

Output​

FieldTypeFormula VariableExplanation

feesLockedNew

uint256

feelockfee_{lock}

new fee amount to be locked

feesClaimable

uint256

feeharvestfee_{harvest}

claimable fees to be sent to user

BytesLib​

Solidity Bytes Arrays Utils @author Gonçalo Sá goncalo.sa@consensys.net

Bytes tightly packed arrays utility library for ethereum contracts written in Solidity. The library lets you slice and type cast bytes arrays both in memory and storage.

LiquidityMath​

Contract to calculate the expected amount of liquidity given the amounts of tokens.

getLiquidityFromQty0()​

Params:
    uint160 lowerSqrtP     // a lower sqrt price of the position
    uint160 upperSqrtP     // a upper sqrt price of the position
    uint256 qty0           // the amount of token0 to add
Returns:
    uint128 liquidity       // amount of liquidity to receive

Get liquidity from qty0 of the first token given the price range.

getLiquidityFromQty1()​

Params:
    uint160 lowerSqrtP     // a lower sqrt price of the position
    uint160 upperSqrtP     // a upper sqrt price of the position
    uint256 qty1           // the amount of token1 to add
Returns:
    uint128 liquidity       // amount of liquidity to receive

Get liquidity from qty1 of the second token given the price range.

getLiquidityFromQties()​

Params:
    uint160 currentSqrtP    // the current price, e.g the pool's current price
    uint160 lowerSqrtP      // a lower sqrt price of the position
    uint160 upperSqrtP      // a upper sqrt price of the position
    uint256 qty0            // the amount of token0 to add
    uint256 qty1            // the amount of token1 to add
Returns:
    uint128 liquidity       // amount of liquidity to receive

Get liquidity given the price range and amounts of 2 tokens

PathHelper​

Functions for manipulating path data for multihop swaps

Variables​

ADDR_SIZE = 20 // length of the address, i.e 20 bytes
FEE_SIZE = 2 // length of the fee, i.e 2 bytes
TOKEN_AND_POOL_OFFSET = ADDR_SIZE + FEE_SIZE// the offset of a single token address + pool fee
POOL_DATA_OFFSET = TOKEN_AND_POOL_OFFSET + ADDR_SIZE // the offset of 2 token addresses + pool fee
MULTIPLE_POOLS_MIN_LENGTH = POOL_DATA_OFFSET + TOKEN_AND_POOL_OFFSET // min length that contains at least 2 pools

hasMultiplePools()​

Params:
    bytes path
Returns:
    bool

Return true if the path contains 2 or more pools, false otherwise

numPools()​

Params:
    bytes path
Returns:
    uint256

Returns the number of pools in the path.

decodeFirstPool()​

Params:
    bytes path
Returns:
    address tokenA
    address tokenB
    uint16 fee

Return the first pool's data from the path, including tokenA, tokenB and fee.

getFirstPool()​

Params:
    bytes path
Returns:
    bytes data

Return the segment corresponding to the first pool in the path.

skipToken()​

Params:
    bytes path
Returns:
    bytes newPath

Skip a token + fee from the buffer and returns the remainder.

PoolAddress​

Provides a function for deriving a pool address from the factory, tokens, and swap fee

computeAddress()​

Params:
    address factory   // DMMv2 factory contract
    address token0    // the first token of the pool
    address token1    // the second token of the pool
    uint16 swapFee    // the fee of the pool
    bytes32 poolInitHash    // the keccake256 hash of the Pool creation code
Returns:
    address pool    // the pool address

Deterministically computes the pool address from the given data.

PoolTicksCounter​

countInitializedTicksCrossed()​

Params:
    IProAMMPool
    int24 nearestCurrentTickBefore
    int24 nearestCurrentTickAfter
Returns:
    uint32 initializedTicksCrossed

Count the number of initialized ticks have been crossed given the previous/current nearest initialized ticks to the current tick.

TokenHelper​

A helper contract to transfer token/ETH.

transferToken()​

Params:
    IERC20 token
    uint256 amount
    address sender
    address receiver

Transfer an amount of ERC20 token from the sender to the receiver.

transferEth()​

Params:
    uint256 amount
    address receiver

Transfer an amount of ETH to the receiver.

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Last updated

#477: Elastic fee tier and token launches

Change request updated