4 Commits

Author SHA1 Message Date
tim
01969385c1 ethereum deployment 2025-12-01 17:35:55 -04:00
tim
c2dd33bfac mint & burn streamlining 2025-12-01 17:05:05 -04:00
tim
6795886eab mint & burn streamlining 2025-12-01 16:26:58 -04:00
tim
4e56f54f27 poolPrice() bugfix; burn() and mint() precision bugfixes 2025-12-01 15:42:12 -04:00
87 changed files with 295 additions and 256 deletions

View File

@@ -70,14 +70,15 @@ token() {
echo "$addr"
}
PARTY_POOL_MINT_IMPL=$(contract PartyPoolMintImpl)
PARTY_POOL_SWAP_IMPL=$(contract PartyPoolSwapImpl)
PARTY_INFO=$(contract PartyInfo)
PARTY_POOL_INIT_CODE=$(contractByIndex 3)
PARTY_POOL_INIT_CODE_BP=$(contractByIndex 4)
PARTY_PLANNER=$(contract PartyPlanner)
if [ "$1" == "broadcast" ] || [ "$1" == "record" ]; then
PARTY_POOL_MINT_IMPL=$(contract PartyPoolMintImpl)
PARTY_POOL_SWAP_IMPL=$(contract PartyPoolSwapImpl)
PARTY_INFO=$(contract PartyInfo)
PARTY_POOL_INIT_CODE=$(contractByIndex 3)
PARTY_POOL_INIT_CODE_BP=$(contractByIndex 4)
PARTY_PLANNER=$(contract PartyPlanner)
OUT=deployment/$CHAINID/v1
git rm -rf $OUT > /dev/null 2>&1
mkdir -p $OUT

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@@ -69,29 +69,28 @@ token() {
echo "$addr"
}
PARTY_PLANNER=$(contract PartyPlanner)
PARTY_INFO=$(contract PartyInfo)
PARTY_POOL_MINT_IMPL=$(contract PartyPoolMintImpl)
PARTY_POOL_SWAP_IMPL=$(contract PartyPoolSwapImpl)
PARTY_POOL_INIT_CODE=$(contract PartyPoolInitCode)
PARTY_POOL_INIT_CODE_BP=$(contract PartyPoolBalancedPairInitCode)
USXD=$(token USXD)
FUSD=$(token FUSD)
DIVE=$(token DIVE)
BUTC=$(token BUTC)
WTETH=$(token WTETH)
if [ "$1" == "broadcast" ] || [ "$1" == "record" ]; then
PARTY_PLANNER=$(contract PartyPlanner)
PARTY_INFO=$(contract PartyInfo)
PARTY_POOL_MINT_IMPL=$(contract PartyPoolMintImpl)
PARTY_POOL_SWAP_IMPL=$(contract PartyPoolSwapImpl)
PARTY_POOL_INIT_CODE=$(contract PartyPoolInitCode)
PARTY_POOL_INIT_CODE_BP=$(contract PartyPoolBalancedPairInitCode)
USXD=$(token USXD)
FUSD=$(token FUSD)
DIVE=$(token DIVE)
BUTC=$(token BUTC)
WTETH=$(token WTETH)
OUT=deployment/$CHAINID/v1
git rm -rf $OUT > /dev/null 2>&1
mkdir -p $OUT
cp -r out $OUT/ > /dev/null 2>&1
git add $OUT/out > /dev/null 2>&1
fi
# Build and insert the JSON object directly in jq
jq -n \
# Build and insert the JSON object directly in jq
jq -n \
--arg chainId "$CHAINID" \
--arg partyPlanner "$PARTY_PLANNER" \
--arg partyInfo "$PARTY_INFO" \
@@ -151,4 +150,5 @@ jq -n \
}
}}' > "$METADATA_FILE"
echo "Wrote $METADATA_FILE"
echo "Wrote $METADATA_FILE"
fi

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@@ -1 +1 @@
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@@ -1 +1 @@
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View File

@@ -1 +1 @@
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{"abi":[],"bytecode":{"object":"0x","sourceMap":"","linkReferences":{}},"deployedBytecode":{"object":"0x","sourceMap":"","linkReferences":{}},"methodIdentifiers":{},"rawMetadata":"{\"compiler\":{\"version\":\"0.8.30+commit.73712a01\"},\"language\":\"Solidity\",\"output\":{\"abi\":[],\"devdoc\":{\"kind\":\"dev\",\"methods\":{},\"stateVariables\":{\"CONSOLE\":{\"details\":\"console.sol and console2.sol work by executing a staticcall to this address. Calculated as `address(uint160(uint88(bytes11(\\\"console.log\\\"))))`.\"},\"CREATE2_FACTORY\":{\"details\":\"Used when deploying with create2. Taken from https://github.com/Arachnid/deterministic-deployment-proxy.\"},\"DEFAULT_SENDER\":{\"details\":\"The default address for tx.origin and msg.sender. Calculated as `address(uint160(uint256(keccak256(\\\"foundry default caller\\\"))))`.\"},\"DEFAULT_TEST_CONTRACT\":{\"details\":\"The address of the first contract `CREATE`d by a running test contract. When running tests, each test contract is `CREATE`d by `DEFAULT_SENDER` with nonce 1. Calculated as `VM.computeCreateAddress(VM.computeCreateAddress(DEFAULT_SENDER, 1), 1)`.\"},\"MULTICALL3_ADDRESS\":{\"details\":\"Deterministic deployment address of the Multicall3 contract. Taken from https://www.multicall3.com.\"},\"SECP256K1_ORDER\":{\"details\":\"The order of the secp256k1 curve.\"},\"VM_ADDRESS\":{\"details\":\"Cheat code address. Calculated as `address(uint160(uint256(keccak256(\\\"hevm cheat code\\\"))))`.\"}},\"version\":1},\"userdoc\":{\"kind\":\"user\",\"methods\":{},\"version\":1}},\"settings\":{\"compilationTarget\":{\"lib/forge-std/src/Base.sol\":\"CommonBase\"},\"evmVersion\":\"prague\",\"libraries\":{},\"metadata\":{\"bytecodeHash\":\"ipfs\"},\"optimizer\":{\"enabled\":true,\"runs\":100000000},\"remappings\":[\":@abdk/=lib/abdk-libraries-solidity/\",\":@openzeppelin/=lib/openzeppelin-contracts/\",\":abdk-libraries-solidity/=lib/abdk-libraries-solidity/\",\":erc4626-tests/=lib/openzeppelin-contracts/lib/erc4626-tests/\",\":forge-std/=lib/forge-std/src/\",\":halmos-cheatcodes/=lib/openzeppelin-contracts/lib/halmos-cheatcodes/src/\",\":openzeppelin-contracts/=lib/openzeppelin-contracts/\"],\"viaIR\":true},\"sources\":{\"lib/forge-std/src/Base.sol\":{\"keccak256\":\"0x4b2a5a85e045dcf6a082700c7252e43854c2eed88f860aaa18ec1e85218ae2bf\",\"license\":\"MIT\",\"urls\":[\"bzz-raw://98d060ed5be569a92d908fc358149039dc8f833d61973aa1b9d1d8235676bf6d\",\"dweb:/ipfs/QmaWQpn5dJmbMS5skwmPPMeUWZG35BLkignPpcA3zyagEs\"]},\"lib/forge-std/src/StdStorage.sol\":{\"keccak256\":\"0x04102de0a79398e4bdea57b7a4818655b4cc66d6f81d1cff08bf428cd0b384cd\",\"license\":\"MIT\",\"urls\":[\"bzz-raw://53edc6c8f7f67cafc0129f039637c77d979880f7f1947defea31e8f0c05095bc\",\"dweb:/ipfs/QmUKXJd1vFCkxxrkXNLURdXrx2apoyWQFrFb5UqNkjdHVi\"]},\"lib/forge-std/src/Vm.sol\":{\"keccak256\":\"0x6f235e293b4406784ff3bd89b2e4d51d0922918cf6825e7a7a09413606932e39\",\"license\":\"MIT OR Apache-2.0\",\"urls\":[\"bzz-raw://afc4fceb24a18596a239e82eb354c41d9a4e28d3fc56fcce04146af2c692b1b9\",\"dweb:/ipfs/QmQCHSAb5k9KQW9kEzeoPdirSknkWso4q4t5CSVFLNnMLB\"]}},\"version\":1}","metadata":{"compiler":{"version":"0.8.30+commit.73712a01"},"language":"Solidity","output":{"abi":[],"devdoc":{"kind":"dev","methods":{},"version":1},"userdoc":{"kind":"user","methods":{},"version":1}},"settings":{"remappings":["@abdk/=lib/abdk-libraries-solidity/","@openzeppelin/=lib/openzeppelin-contracts/","abdk-libraries-solidity/=lib/abdk-libraries-solidity/","erc4626-tests/=lib/openzeppelin-contracts/lib/erc4626-tests/","forge-std/=lib/forge-std/src/","halmos-cheatcodes/=lib/openzeppelin-contracts/lib/halmos-cheatcodes/src/","openzeppelin-contracts/=lib/openzeppelin-contracts/"],"optimizer":{"enabled":true,"runs":100000000},"metadata":{"bytecodeHash":"ipfs"},"compilationTarget":{"lib/forge-std/src/Base.sol":"CommonBase"},"evmVersion":"prague","libraries":{},"viaIR":true},"sources":{"lib/forge-std/src/Base.sol":{"keccak256":"0x4b2a5a85e045dcf6a082700c7252e43854c2eed88f860aaa18ec1e85218ae2bf","urls":["bzz-raw://98d060ed5be569a92d908fc358149039dc8f833d61973aa1b9d1d8235676bf6d","dweb:/ipfs/QmaWQpn5dJmbMS5skwmPPMeUWZG35BLkignPpcA3zyagEs"],"license":"MIT"},"lib/forge-std/src/StdStorage.sol":{"keccak256":"0x04102de0a79398e4bdea57b7a4818655b4cc66d6f81d1cff08bf428cd0b384cd","urls":["bzz-raw://53edc6c8f7f67cafc0129f039637c77d979880f7f1947defea31e8f0c05095bc","dweb:/ipfs/QmUKXJd1vFCkxxrkXNLURdXrx2apoyWQFrFb5UqNkjdHVi"],"license":"MIT"},"lib/forge-std/src/Vm.sol":{"keccak256":"0x6f235e293b4406784ff3bd89b2e4d51d0922918cf6825e7a7a09413606932e39","urls":["bzz-raw://afc4fceb24a18596a239e82eb354c41d9a4e28d3fc56fcce04146af2c692b1b9","dweb:/ipfs/QmQCHSAb5k9KQW9kEzeoPdirSknkWso4q4t5CSVFLNnMLB"],"license":"MIT OR Apache-2.0"}},"version":1},"id":1}

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"PartyPlanner": "0xcbCe5FA8A917d12560B073d567673352D30fcBd8",
"PartyInfo": "0x9B160C38Bc74Cb2EFe08f6bAa8Bc8e404A9548a1",
"PartyPoolMintImpl": "0xA7a6Ab012dE0e3B3Fd2624D4603371cb15F3B473",
"PartyPoolSwapImpl": "0x6BFFA20d06DFBb6601C8b85Be88ab270Ad6DB91f",
"PartyPoolInitCode": "",
"PartyPoolBalancedPairInitCode": "",
"USXD": "0x8E4D16886b8946dfE463fA172129eaBf4825fb09",

View File

@@ -32,11 +32,11 @@
| BNB | `0xB8c77482e45F1F44dE1745F52C74426C631bDD52` | nonstandard API |
# Proof of Concept Pool
# OG Pool
```
Name: Liquidity Party POC
Symbol: POC.LP
Name: Original Genesis of Liquidity Party
Symbol: OG.LP
Kappa: 0.01
```
@@ -52,3 +52,14 @@ Symbol: POC.LP
| UNI | 0.00145 | `0x1f9840a85d5aF5bf1D1762F925BDADdC4201F984` |
| PEPE | 0.00215 | |
| SHIB | 0.00215 | |
USDT 0xdAC17F958D2ee523a2206206994597C13D831ec7
USDC 0xA0b86991c6218b36c1d19D4a2e9Eb0cE3606eB48
WBTC 0x2260FAC5E5542a773Aa44fBCfeDf7C193bc2C599
WETH 0xC02aaA39b223FE8D0A0e5C4F27eAD9083C756Cc2
UNI 0x1f9840a85d5aF5bf1D1762F925BDADdC4201F984
WSOL 0xD31a59c85aE9D8edEFeC411D448f90841571b89c
TRX 0x50327c6c5a14DCaDE707ABad2E27eB517df87AB5
AAVE 0x7Fc66500c84A76Ad7e9c93437bFc5Ac33E2DDaE9
PEPE 0x6982508145454Ce325dDbE47a25d4ec3d2311933
SHIB 0x95aD61b0a150d79219dCF64E1E6Cc01f0B64C4cE

View File

@@ -271,7 +271,7 @@ contract DeploySepolia is Script {
console2.log('post-creation supply', pool.totalSupply());
// 1) Proportional mint (request some LP)
uint256 lpToMint = 1_234; // arbitrary non-even amount
uint256 lpToMint = pool.totalSupply() / 10001; // arbitrary non-even amount
// payer = this contract, receiver = this contract
uint256 minted = pool.mint(msg.sender, msg.sender, lpToMint, 0);
@@ -279,7 +279,7 @@ contract DeploySepolia is Script {
console2.log('post-mint supply', pool.totalSupply());
// 2) Proportional burn (withdraw a small, non-even amount of LP)
uint256 lpToBurn = 7;
uint256 lpToBurn = lpToMint * 77 / 100;
pool.burn(msg.sender, msg.sender, lpToBurn, 0, false);
// 3) Flash loan: borrow token 0 and immediately repay in callback

View File

@@ -776,19 +776,19 @@ library LMSRStabilized {
return _exp(qInternal[baseTokenIndex].sub(qInternal[quoteTokenIndex]).mul(invB));
}
/// @notice Price of one unit of the LP size-metric (S = sum q_i) denominated in `quote` asset (Q64.64)
/// @dev Computes: poolPrice_quote = (1 / S) * sum_j q_j * exp((q_j - q_quote) / b)
function poolPrice(State storage s, uint256 quoteTokenIndex) internal view returns (int128) {
return poolPrice(s.kappa, s.qInternal, quoteTokenIndex);
/// @notice Total pool value denominated in `quote` asset (Q64.64, internal quote units)
/// @dev Computes: poolValue_quote = sum_j q_j * exp((q_j - q_quote) / b)
function poolValue(State storage s, uint256 quoteTokenIndex) internal view returns (int128) {
return poolValue(s.kappa, s.qInternal, quoteTokenIndex);
}
/// @notice Pure version: Price of one unit of the LP size-metric (S = sum q_i) denominated in `quote` asset (Q64.64)
/// @dev Computes: poolPrice_quote = (1 / S) * sum_j q_j * exp((q_j - q_quote) / b)
/// @notice Pure version: Total pool value denominated in `quote` asset (Q64.64, internal quote units)
/// @dev Computes: poolValue_quote = sum_j q_j * exp((q_j - q_quote) / b)
/// @param kappa Liquidity parameter κ (64.64 fixed point)
/// @param qInternal Cached internal balances in 64.64 fixed-point format
/// @param quoteTokenIndex Index of quote token
/// @return Pool price in 64.64 fixed-point format
function poolPrice(int128 kappa, int128[] memory qInternal, uint256 quoteTokenIndex) internal pure returns (int128) {
/// @return Total pool value in 64.64 fixed-point format (internal quote units)
function poolValue(int128 kappa, int128[] memory qInternal, uint256 quoteTokenIndex) internal pure returns (int128) {
// Compute b and ensure positivity
int128 sizeMetric = _computeSizeMetric(qInternal);
require(sizeMetric > int128(0), "LMSR: size metric zero");
@@ -814,8 +814,7 @@ library LMSRStabilized {
unchecked { j++; }
}
// pool price in units of quote = (1 / S) * acc
return acc.div(S);
return acc;
}
/* --------------------

View File

@@ -67,8 +67,12 @@ contract PartyInfo is PartyPoolHelpers, IPartyInfo {
require(nAssets > 0, "poolPrice: uninit");
require(quoteTokenIndex < nAssets, "poolPrice: idx");
// price per unit of qTotal (Q64.64) from LMSR
return LMSRStabilized.poolPrice( pool.kappa(), lmsr.qInternal, quoteTokenIndex);
// LMSR total value of pool in terms of quote token
int128 value = LMSRStabilized.poolValue(pool.kappa(), lmsr.qInternal, quoteTokenIndex);
uint256 qd = pool.denominators()[quoteTokenIndex];
uint256 supply = pool.totalSupply();
return value.mul(ABDKMath64x64.divu(qd * LP_SCALE, supply));
}

View File

@@ -38,10 +38,6 @@ abstract contract PartyPoolBase is OwnableInternal, ERC20Internal, ReentrancyGua
// LMSR internal state
LMSRStabilized.State internal _lmsr;
/// @notice Scale factor used when converting LMSR Q64.64 totals to LP token units (uint).
/// @dev LP _tokens are minted in units equal to ABDK.mulu(lastTotalQ64x64, LP_SCALE).
uint256 internal constant LP_SCALE = 1e18; // Scale used to convert LMSR lastTotal (Q64.64) into LP token units (uint)
/// @notice Token addresses comprising the pool. Effectively immutable after construction.
/// @dev _tokens[i] corresponds to the i-th asset and maps to index i in the internal LMSR arrays.
IERC20[] internal _tokens; // effectively immutable since there is no interface to change the _tokens

View File

@@ -6,6 +6,10 @@ import {ABDKMath64x64} from "../lib/abdk-libraries-solidity/ABDKMath64x64.sol";
abstract contract PartyPoolHelpers {
using ABDKMath64x64 for int128;
/// @notice Scale factor used when converting LMSR Q64.64 totals to LP token units (uint).
/// @dev LP _tokens are minted in units equal to ABDK.mulu(lastTotalQ64x64, LP_SCALE).
uint256 internal constant LP_SCALE = 1e18; // Scale used to convert LMSR lastTotal (Q64.64) into LP token units (uint)
/// @notice Ceiling fee helper: computes ceil(x * feePpm / 1_000_000)
/// @dev Internal helper; public-facing functions use this to ensure fees round up in favor of pool.
function _ceilFee(uint256 x, uint256 feePpm) internal pure returns (uint256) {

View File

@@ -91,19 +91,15 @@ contract PartyPoolMintImpl is PartyPoolBase {
uint256[] memory depositAmounts = mintAmounts(lpTokenAmount, _totalSupply, _cachedUintBalances);
// Transfer in all token amounts
for (uint i = 0; i < n; ) {
if (depositAmounts[i] > 0) {
_receiveTokenFrom(payer, _tokens[i], depositAmounts[i]);
}
unchecked { i++; }
}
// Update cached balances and internal q for all assets using depositAmounts
int128[] memory newQInternal = new int128[](n);
for (uint i = 0; i < n; ) {
uint256 newBal = _cachedUintBalances[i] + depositAmounts[i];
uint256 amount = depositAmounts[i];
if (amount > 0) {
_receiveTokenFrom(payer, _tokens[i], amount);
uint256 newBal = _cachedUintBalances[i] + amount;
_cachedUintBalances[i] = newBal;
newQInternal[i] = _uintToInternalFloor(newBal, _bases[i]);
}
unchecked { i++; }
}
@@ -128,11 +124,6 @@ contract PartyPoolMintImpl is PartyPoolBase {
// Ensure the calculated LP amount is not too different from requested
require(actualLpToMint > 0, "mint: zero LP minted");
// Allow actual amount to be at most 0.00001% less than requested
// This accounts for rounding in deposit calculations
uint256 minAcceptable = lpTokenAmount * 99_999 / 100_000;
require(actualLpToMint >= minAcceptable, "mint: insufficient LP minted");
_mint(receiver, actualLpToMint);
emit IPartyPool.Mint(payer, receiver, depositAmounts, actualLpToMint);
@@ -162,33 +153,23 @@ contract PartyPoolMintImpl is PartyPoolBase {
// Compute proportional withdrawal amounts for the requested LP amount (rounded down)
withdrawAmounts = burnAmounts(lpAmount, _totalSupply, _cachedUintBalances);
// Transfer underlying _tokens out to receiver according to computed proportions
for (uint i = 0; i < n; ) {
if (withdrawAmounts[i] > 0) {
_sendTokenTo(_tokens[i], receiver, withdrawAmounts[i], unwrap);
}
unchecked { i++; }
}
// Update cached balances and internal q for all assets using computed withdrawals
bool allZero = true;
int128[] memory newQInternal = new int128[](n);
for (uint i = 0; i < n; ) {
uint256 newBal = _cachedUintBalances[i] - withdrawAmounts[i];
uint256 amount = withdrawAmounts[i];
if (amount > 0) {
_sendTokenTo(_tokens[i], receiver, amount, unwrap);
uint256 newBal = _cachedUintBalances[i] - amount;
_cachedUintBalances[i] = newBal;
newQInternal[i] = _uintToInternalFloor(newBal, _bases[i]);
if (newQInternal[i] != int128(0))
allZero = false;
}
unchecked { i++; }
}
// Apply proportional update or deinitialize if drained
bool allZero = true;
for (uint i = 0; i < n; ) {
if (newQInternal[i] != int128(0)) {
allZero = false;
break;
}
unchecked { i++; }
}
if (allZero) {
_lmsr.deinit();
} else {
@@ -224,13 +205,14 @@ contract PartyPoolMintImpl is PartyPoolBase {
return depositAmounts; // Return zeros, initial deposit handled differently
}
// lpTokenAmount / totalLpSupply = depositAmount / currentBalance
// Therefore: depositAmount = (lpTokenAmount * currentBalance) / totalLpSupply
// We round up to protect the pool
// Compute mint ratio in Q64.64: ratio = lpTokenAmount / totalSupply
int128 ratio = ABDKMath64x64.divu(lpTokenAmount, totalSupply);
require(ratio > 0, 'mint too small');
// depositAmount_i = ceil(ratio * currentBalance_i)
for (uint i = 0; i < numAssets; i++) {
uint256 currentBalance = cachedUintBalances[i];
// Calculate with rounding up: (a * b + c - 1) / c
depositAmounts[i] = (lpTokenAmount * currentBalance + totalSupply - 1) / totalSupply;
depositAmounts[i] = _internalToUintCeilPure(ratio, currentBalance);
}
return depositAmounts;
@@ -247,12 +229,18 @@ contract PartyPoolMintImpl is PartyPoolBase {
return withdrawAmounts; // Return zeros, nothing to withdraw
}
// withdrawAmount = floor(lpTokenAmount * currentBalance / totalLpSupply)
int128 ratio = ABDKMath64x64.divu(lpTokenAmount, totalSupply);
require(ratio > 0, 'burn too small: tiny input');
bool nonZero = false;
for (uint i = 0; i < numAssets; i++) {
uint256 currentBalance = cachedUintBalances[i];
withdrawAmounts[i] = (lpTokenAmount * currentBalance) / totalSupply;
uint256 amount = ratio.mulu(currentBalance);
withdrawAmounts[i] = amount;
if (amount > 0)
nonZero = true;
}
require(nonZero, 'burn too small: no output');
return withdrawAmounts;
}
@@ -536,7 +524,6 @@ contract PartyPoolMintImpl is PartyPoolBase {
IERC20 outputToken = _tokens[outputTokenIndex];
_sendTokenTo(outputToken, receiver, amountOut, unwrap);
// Update cached balances using computed payout and protocol fee; no on-chain reads
int128[] memory newQInternal = new int128[](n);
@@ -574,15 +561,24 @@ contract PartyPoolMintImpl is PartyPoolBase {
/// @notice Pure version of _internalToUintCeil for use in view functions
function _internalToUintCeilPure(int128 amount, uint256 base) internal pure returns (uint256) {
// Convert Q64.64 to uint with ceiling: ceil(amount * base)
// Use mulu which floors, then add remainder check for ceiling
// Fast path: compute floor using mulu, then detect fractional remainder via low 64-bit check
uint256 floored = ABDKMath64x64.mulu(amount, base);
// Check if there's a fractional part by computing amount * base - floored
int128 baseQ64 = ABDKMath64x64.fromUInt(base);
int128 flooredQ64 = ABDKMath64x64.fromUInt(floored);
int128 product = amount.mul(baseQ64);
if (product > flooredQ64) {
// Extract fractional 64 bits of `amount`; if zero, product is already an integer after scaling
uint64 frac = uint64(uint128(amount));
if (frac == 0) {
return floored;
}
unchecked {
// Remainder exists iff (frac * (base mod 2^64)) mod 2^64 != 0
uint64 baseL = uint64(base);
uint128 low = uint128(frac) * uint128(baseL);
if (uint64(low) != 0) {
return floored + 1; // Ceiling
}
}
return floored;
}

View File

@@ -461,7 +461,7 @@ contract GasTest is Test {
for (uint256 k = 0; k < iterations; k++) {
// Request a tiny LP mint (1 wei) - pool will compute deposits and transfer from alice
uint256 lpRequest = 1;
uint256 lpRequest = testPool.totalSupply() / 10000;
// Snapshot alice LP before to compute actual minted
uint256 lpBefore = testPool.balanceOf(alice);

View File

@@ -2,7 +2,6 @@
pragma solidity ^0.8.20;
import "forge-std/Test.sol";
import "forge-std/console2.sol";
import "@openzeppelin/contracts/interfaces/IERC20Metadata.sol";
import "../src/LMSRStabilized.sol";
import "../src/LMSRStabilizedBalancedPair.sol";
@@ -90,7 +89,6 @@ contract LMSRStabilizedTest is Test {
int128 newE0 = eValues[0].mul(_exp(tradeAmount.div(b)));
int128 slippageRatio = newE0.div(eValues[0]).div(eValues[1].div(eValues[1]));
int128 slippage = slippageRatio.sub(ABDKMath64x64.fromInt(1));
console2.log('slippage', slippage);
// Slippage should be close to stdSlippage (within 1% relative error)
int128 relativeError = slippage.sub(stdSlippage).abs().div(stdSlippage);
@@ -133,7 +131,6 @@ contract LMSRStabilizedTest is Test {
int128 newE0 = eValues[0].mul(_exp(tradeAmount.div(b)));
int128 slippageRatio = newE0.div(eValues[0]).div(eValues[1].div(eValues[1]));
int128 slippage = slippageRatio.sub(ABDKMath64x64.fromInt(1));
console2.log('slippage', slippage);
int128 relativeError = slippage.sub(stdSlippage).abs().div(stdSlippage);
assertLt(relativeError, ABDKMath64x64.divu(1, 100), "Almost balanced pool slippage error too high");
}
@@ -175,14 +172,12 @@ contract LMSRStabilizedTest is Test {
int128 newE0 = eValues[0].mul(_exp(tradeAmount.div(b)));
int128 slippageRatio = newE0.div(eValues[0]).div(eValues[2].div(eValues[2]));
int128 slippage = slippageRatio.sub(ABDKMath64x64.fromInt(1));
console2.log('slippage', slippage);
// Since the imbalance is extreme, with one coin worth lots more than the others, the actual slippage for
// this swap is actually off by about 100%
// When we configure kappa, it is a best case slippage (worst case AMM loss) that only occurs with balanced
// assets
int128 relativeError = slippage.sub(stdSlippage).abs().div(stdSlippage);
console2.log('relative error', relativeError);
assertLt(relativeError, ABDKMath64x64.divu(100, 100), "Imbalanced pool slippage error too high");
}
@@ -249,7 +244,6 @@ contract LMSRStabilizedTest is Test {
int128 newE0 = eValues[0].mul(_exp(tradeAmount.div(newB)));
int128 slippageRatio = newE0.div(eValues[0]).div(eValues[1].div(eValues[1]));
int128 slippage = slippageRatio.sub(ABDKMath64x64.fromInt(1));
console2.log('post-deposit slippage', slippage);
int128 relativeError = slippage.sub(stdSlippage).abs().div(stdSlippage);
assertLt(relativeError, ABDKMath64x64.divu(1, 100), "Slippage target not met after deposit");
@@ -398,7 +392,6 @@ contract LMSRStabilizedTest is Test {
int128 newE0 = eValues[0].mul(_exp(tradeAmount.div(newB)));
int128 slippageRatio = newE0.div(eValues[0]).div(eValues[1].div(eValues[1]));
int128 slippage = slippageRatio.sub(ABDKMath64x64.fromInt(1));
console2.log('post-withdrawal slippage', slippage);
int128 relativeError = slippage.sub(stdSlippage).abs().div(stdSlippage);
assertLt(relativeError, ABDKMath64x64.divu(1, 100), "Slippage target not met after withdrawal");
@@ -712,10 +705,6 @@ contract LMSRStabilizedTest is Test {
// The path independence property isn't perfect due to discrete swap mechanics,
// but the difference should be within reasonable bounds
console2.log("Direct swap output:");
console2.logInt(directAmountOut);
console2.log("Indirect swap total output:");
console2.logInt(indirectAmountOut2);
// Basic verification that both paths produce positive outputs
assertTrue(directAmountOut > 0, "Direct swap should produce positive output");
@@ -736,8 +725,6 @@ contract LMSRStabilizedTest is Test {
// Update the state's cached qInternal
_updateCachedQInternal(initialQ);
console2.log("Testing round-trip trades for balanced pool");
// Use standard trade size
int128 tradeAmount = s.qInternal[0].mul(stdTradeSize);
@@ -754,9 +741,6 @@ contract LMSRStabilizedTest is Test {
// Calculate round-trip slippage: (initial amount - final amount) / initial amount
int128 roundTripSlippage = (amountIn1.sub(amountOut2)).div(amountIn1);
console2.log("Round-trip slippage (micro-units):");
console2.logInt(_toMicro(roundTripSlippage));
// Verify round-trip slippage is reasonable
int128 tolerance = ABDKMath64x64.divu(1, 100000); // 0.001% tolerance
assertLt(roundTripSlippage.abs(), tolerance, "Round-trip slippage should be near zero");
@@ -797,15 +781,6 @@ contract LMSRStabilizedTest is Test {
// Second direction: asset 1 -> asset 0
(int128 amountIn1to0, int128 amountOut1to0) = s.swapAmountsForExactInput(1, 0, tradeAmount1, 0);
console2.log("0->1 swap amountIn:");
console2.logInt(amountIn0to1);
console2.log("0->1 swap amountOut:");
console2.logInt(amountOut0to1);
console2.log("1->0 swap amountIn:");
console2.logInt(amountIn1to0);
console2.log("1->0 swap amountOut:");
console2.logInt(amountOut1to0);
// For balanced pools, the swap ratios should be approximately symmetric
int128 ratio0to1 = amountOut0to1.div(amountIn0to1);
int128 ratio1to0 = amountOut1to0.div(amountIn1to0);
@@ -814,9 +789,6 @@ contract LMSRStabilizedTest is Test {
int128 ratioDifference = (ratio0to1.sub(ratio1to0)).abs();
int128 relativeRatioDiff = ratioDifference.div(ratio0to1.add(ratio1to0).div(ABDKMath64x64.fromInt(2)));
console2.log("Relative ratio difference (micro-units):");
console2.logInt(_toMicro(relativeRatioDiff));
// Assert that the relative difference between ratios is small
int128 tolerance = ABDKMath64x64.divu(5, 100); // 5% tolerance
assertLt(relativeRatioDiff, tolerance,

View File

@@ -2,7 +2,6 @@
/* solhint-disable */
pragma solidity ^0.8.30;
import "forge-std/console2.sol";
import {ABDKMath64x64} from "../lib/abdk-libraries-solidity/ABDKMath64x64.sol";
import {CommonBase} from "../lib/forge-std/src/Base.sol";
import {StdAssertions} from "../lib/forge-std/src/StdAssertions.sol";
@@ -254,14 +253,15 @@ contract PartyPoolTest is Test {
/// does not undercharge (no value extraction). This test verifies the request succeeds
/// and that computed deposits are at least the proportional floor (ceil >= floor).
function testProportionalMintOneWeiSucceedsAndProtectsPool() public {
// Request a tiny LP amount (1 wei). Approve pool to transfer _tokens on alice's behalf.
// Request a tiny LP amount. Approve pool to transfer _tokens on alice's behalf.
vm.startPrank(alice);
token0.approve(address(pool), type(uint256).max);
token1.approve(address(pool), type(uint256).max);
token2.approve(address(pool), type(uint256).max);
// Inspect the deposit amounts that the pool will require (these are rounded up)
uint256[] memory deposits = info.mintAmounts(pool, 1);
uint256 lpAmount = pool.totalSupply() / 2**64 + 1; // smallest mintable amount
uint256[] memory deposits = info.mintAmounts(pool, lpAmount);
// Basic sanity: deposits array length must match token count and not all zero necessarily
assertEq(deposits.length, 3);
@@ -270,16 +270,16 @@ contract PartyPoolTest is Test {
uint256 totalLp = pool.totalSupply();
for (uint i = 0; i < deposits.length; i++) {
uint256 bal = IERC20(pool.allTokens()[i]).balanceOf(address(pool));
uint256 floorProportional = (1 * bal) / totalLp; // floor
uint256 floorProportional = (lpAmount * bal) / totalLp; // floor
// Ceil (deposit) must be >= floor (pool protected)
assertTrue(deposits[i] >= floorProportional, "deposit must not be less than floor proportion");
}
// Perform the mint — it should succeed for a 1 wei request (pool uses ceil to protect itself)
pool.mint(alice, alice, 1, 0);
pool.mint(alice, alice, lpAmount, 0);
// After mint, alice should have received at least 1 wei of LP
assertTrue(pool.balanceOf(alice) >= 1, "Alice should receive at least 1 wei LP");
assertTrue(pool.balanceOf(alice) >= lpAmount, "Alice should receive more LP token");
vm.stopPrank();
}
@@ -301,9 +301,10 @@ contract PartyPoolTest is Test {
poolValueBefore += IERC20(toks[i]).balanceOf(address(pool));
}
uint256 totalLpBefore = pool.totalSupply();
uint256 lpAmount = totalLpBefore/10**18; // tiny amount
// Compute required deposits and perform mint for 1 wei
uint256[] memory deposits = info.mintAmounts(pool, 1);
uint256[] memory deposits = info.mintAmounts(pool, lpAmount);
// Sum deposits as deposited_value
uint256 depositedValue = 0;
@@ -311,8 +312,8 @@ contract PartyPoolTest is Test {
depositedValue += deposits[i];
}
// Execute mint; it may revert if actualLpToMint == 0 but for 1 wei we expect it to succeed per design.
pool.mint(alice, alice, 1, 0);
// Execute mint; it may revert if actualLpToMint == 0 but for small nonzero values we expect it to succeed per design.
pool.mint(alice, alice, lpAmount, 0);
// Observe minted LP
uint256 totalLpAfter = pool.totalSupply();
@@ -321,6 +322,7 @@ contract PartyPoolTest is Test {
require(minted > 0, "sanity: minted should be > 0 for this test");
// Economic invariant check:
// The depositor should pay at least as much value per LP token as the pool's rate before the mint:
// depositedValue / minted >= poolValueBefore / totalLpBefore
// Rearranged (to avoid fractional math): depositedValue * totalLpBefore >= poolValueBefore * minted
// Use >= to allow the pool to charge equal-or-more value per LP (protects against extraction).
@@ -456,7 +458,7 @@ contract PartyPoolTest is Test {
// Use a range of LP requests (tiny to large fraction)
uint256 totalLp = pool.totalSupply();
uint256[] memory requests = new uint256[](4);
requests[0] = 1;
requests[0] = totalLp / 1000;
requests[1] = totalLp / 100; // 1%
requests[2] = totalLp / 10; // 10%
requests[3] = totalLp / 2; // 50%
@@ -502,7 +504,7 @@ contract PartyPoolTest is Test {
function testMintDepositAmountsMatchesMint_10TokenPool() public {
uint256 totalLp = pool10.totalSupply();
uint256[] memory requests = new uint256[](4);
requests[0] = 1;
requests[0] = totalLp / 1000;
requests[1] = totalLp / 100;
requests[2] = totalLp / 10;
requests[3] = totalLp / 2;
@@ -566,7 +568,7 @@ contract PartyPoolTest is Test {
// Use address(this) as payer (holds initial LP from setUp)
uint256 totalLp = pool.totalSupply();
uint256[] memory burns = new uint256[](4);
burns[0] = 1;
burns[0] = totalLp / 1000;
burns[1] = totalLp / 100;
burns[2] = totalLp / 10;
burns[3] = totalLp / 2;
@@ -618,7 +620,7 @@ contract PartyPoolTest is Test {
function testBurnReceiveAmountsMatchesBurn_10TokenPool() public {
uint256 totalLp = pool10.totalSupply();
uint256[] memory burns = new uint256[](4);
burns[0] = 1;
burns[0] = totalLp / 1000;
burns[1] = totalLp / 100;
burns[2] = totalLp / 10;
burns[3] = totalLp / 2;
@@ -1079,8 +1081,12 @@ contract PartyPoolTest is Test {
// Expected price is 1.0 in ABDK 64.64 fixed point
int128 expected = ABDKMath64x64.fromInt(1);
// Cast int128 to uint128 then to uint256 for assertEq (values are non-negative)
assertEq(uint256(uint128(price)), uint256(uint128(expected)), "Initial pool price must be 1.0000000");
// Allow a small tolerance for fixed-point rounding (~1e-9)
int128 ratio = ABDKMath64x64.div(price, expected);
int128 expectedRatio = ABDKMath64x64.fromUInt(1);
int128 tol = ABDKMath64x64.divu(1, 1_000_000_000);
int128 diff = ratio.sub(expectedRatio).abs();
assertLe(diff, tol, "poolPrice(token0) should be ~ 1.000000000");
// Mint a small amount of LP into the pool from alice and verify price remains 1.0
vm.startPrank(alice);
@@ -1105,7 +1111,57 @@ contract PartyPoolTest is Test {
// Re-query the pool price and ensure it remains 1.0 (within exact fixed-point equality)
int128 priceAfter = info.poolPrice(pool, 0);
assertEq(uint256(uint128(priceAfter)), uint256(uint128(expected)), "Pool price should remain 1.0000000 after mint");
// Allow a small tolerance for fixed-point rounding (~1e-9)
ratio = ABDKMath64x64.div(price, priceAfter);
expectedRatio = ABDKMath64x64.fromUInt(1);
tol = ABDKMath64x64.divu(1, 1_000_000_000);
diff = ratio.sub(expectedRatio).abs();
assertLe(diff, tol, "Pool price should remain 1.0000000 after mint");
}
/// @notice For the same 3x-imbalanced pool, verify that the LP pool price in terms of
/// token0 is 1/3 of the pool price in terms of token1 (up to rounding).
function testPoolPriceWhenToken0HasThreeTimesToken1() public {
// Build tokens array (reuse test tokens)
IERC20[] memory tokens = new IERC20[](3);
tokens[0] = IERC20(address(token0));
tokens[1] = IERC20(address(token1));
tokens[2] = IERC20(address(token2));
uint256 feePpm = 1000;
int128 kappa = LMSRStabilized.computeKappaFromSlippage(tokens.length, tradeFrac, targetSlippage);
// Same 3x imbalance as in testPriceWhenToken0HasThreeTimesToken1
uint256[] memory deposits = new uint256[](3);
deposits[0] = INIT_BAL * 3; // token0 = 3 * INIT_BAL
deposits[1] = INIT_BAL; // token1 = INIT_BAL
deposits[2] = INIT_BAL * 2; // token2 = 2 * INIT_BAL
(IPartyPool poolCustom, ) = Deploy.newPartyPoolWithDeposits(
"LP3X_POOLPRICE",
"LP3X_POOLPRICE",
tokens,
kappa,
feePpm,
feePpm,
false,
deposits,
INIT_BAL * 6 * 10**18
);
// Get LP price in terms of token0 and token1 (Q64.64, quote units per LP)
int128 p0 = info.poolPrice(poolCustom, 0); // token0 as quote
int128 p1 = info.poolPrice(poolCustom, 1); // token1 as quote
// ratio = p0 / p1 should be close to 3
int128 ratio = ABDKMath64x64.div(p0, p1);
int128 expectedRatio = ABDKMath64x64.fromUInt(3);
// Allow a small tolerance for fixed-point rounding (~1e-6)
int128 tol = ABDKMath64x64.divu(1, 1_000_000);
int128 diff = ratio.sub(expectedRatio).abs();
assertLe(diff, tol, "poolPrice(token0) should be ~ 1/3 of poolPrice(token1)");
}
/// @notice Create a 3-token pool where token0 has 3x the balance of token1 and verify
@@ -1183,12 +1239,9 @@ contract PartyPoolTest is Test {
// Compute swap-implied price as Q64.64 (quote per base) = amountOut / netIn
int128 swapPrice = ABDKMath64x64.divu(amountOut, netIn);
console2.log('info price', infoPrice);
console2.log('swap price', swapPrice);
// Absolute difference between info.price and swap-implied price
int128 slippage = ABDKMath64x64.fromUInt(1) - swapPrice.div(infoPrice);
console2.log('slippage', slippage);
// Tolerance ~ 4e-5 in Q64.64
int128 tol = ABDKMath64x64.divu(4, 100_000);