diff --git a/README.md b/README.md index 976a138..b288e42 100644 --- a/README.md +++ b/README.md @@ -24,7 +24,8 @@ Each storyline token trades on a Mint Club V2 bonding curve with 1% creator roya | Contract | Address | |----------|---------| -| StoryFactory | [`0x337c5b96f03fB335b433291695A4171fd5dED8B0`](https://basescan.org/address/0x337c5b96f03fB335b433291695A4171fd5dED8B0) | +| StoryFactory (v2, J-curve) | [`0x92c3bd44fda84e632c3c3cb31387d0c0c1de618d`](https://basescan.org/address/0x92c3bd44fda84e632c3c3cb31387d0c0c1de618d) | +| StoryFactory (v1, deprecated) | [`0x337c5b96f03fB335b433291695A4171fd5dED8B0`](https://basescan.org/address/0x337c5b96f03fB335b433291695A4171fd5dED8B0) | | ZapPlotLinkV2 | [`0xAe50C9444DA2Ac80B209dC8B416d1B4A7D3939B0`](https://basescan.org/address/0xAe50C9444DA2Ac80B209dC8B416d1B4A7D3939B0) | ## External Dependencies @@ -33,7 +34,7 @@ Each storyline token trades on a Mint Club V2 bonding curve with 1% creator roya |----------|---------|------| | MCV2_Bond | `0xc5a076cad94176c2996B32d8466Be1cE757FAa27` | Bonding curve trading, token creation | | MCV2_BondPeriphery | `0x492C412369Db76C9cdD9939e6C521579301473a3` | Reverse calculations for mint | -| PLOT | `0xF8A2C39111FCEB9C950aAf28A9E34EBaD99b85C1` | Protocol token (MCV2, backed by HUNT) | +| PLOT | `0x4F567DACBF9D15A6acBe4A47FC2Ade0719Fb63C4` | Protocol token (MCV2, backed by HUNT) | | HUNT | `0x37f0c2915CeCC7e977183B8543Fc0864d03E064C` | Reserve token for PLOT | | Uniswap V4 Universal Router | `0x6fF5693b99212Da76ad316178A184AB56D299b43` | Swap execution | | Uniswap V4 Quoter | `0x0d5e0F971ED27FBfF6c2837bf31316121532048D` | Price estimation | diff --git a/broadcast/DeployBase.s.sol/8453/run-latest.json b/broadcast/DeployBase.s.sol/8453/run-latest.json index 597f0bb..deb5c52 100644 --- a/broadcast/DeployBase.s.sol/8453/run-latest.json +++ b/broadcast/DeployBase.s.sol/8453/run-latest.json @@ -1,25 +1,25 @@ { "transactions": [ { - "hash": 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+ "nonce": "0x1ee", "chainId": "0x2105" }, "additionalContracts": [], @@ -29,33 +29,33 @@ "receipts": [ { "status": "0x1", - "cumulativeGasUsed": "0x2be7fb6", + "cumulativeGasUsed": "0x2a6ba59", "logs": [], "logsBloom": "0x00000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000", "type": "0x2", - "transactionHash": "0x6952295a1692d2e19bf9dd211870864167f37183bfa3369fef96e3c9b1aa8771", - "transactionIndex": "0x8b", + "transactionHash": "0x1f6635d6fad21d60c7074f81f6931c6dbd3583feeca1ff2b870c31b3aa4861c1", + "transactionIndex": "0x9b", "blockHash": "0x0000000000000000000000000000000000000000000000000000000000000000", - "blockNumber": "0x2996c3e", - "gasUsed": "0xd844bc", - "effectiveGasPrice": "0x4e33c8", - "blobGasUsed": "0x204c54", + "blockNumber": "0x29cb696", + "gasUsed": "0xd82818", + "effectiveGasPrice": "0x4c4b4a", + "blobGasUsed": "0x1e2421", "from": "0x017596303ee2f3c1250aa67d2d33dbae1d1c4dbf", "to": null, - "contractAddress": "0x337c5b96f03fb335b433291695a4171fd5ded8b0", + "contractAddress": "0x92c3bd44fda84e632c3c3cb31387d0c0c1de618d", "daFootprintGasScalar": "0x8b", "l1BaseFeeScalar": "0x8dd", - "l1BlobBaseFee": "0x2de478", + "l1BlobBaseFee": "0x44efa3", "l1BlobBaseFeeScalar": "0x101c12", - "l1Fee": "0x229a283b", - "l1GasPrice": "0x328c049", - "l1GasUsed": "0x3b7c8" + "l1Fee": "0x5221a2ec", + "l1GasPrice": "0x4dc5e22", + "l1GasUsed": "0x37835" } ], "libraries": [], "pending": [], "returns": {}, - "timestamp": 1774007646253, + "timestamp": 1774438925907, "chain": 8453, - "commit": "61f0a0a" + "commit": "147b823" } \ No newline at end of file diff --git a/script/DeployBase.s.sol b/script/DeployBase.s.sol index 2c21fba..ab09dcb 100644 --- a/script/DeployBase.s.sol +++ b/script/DeployBase.s.sol @@ -5,58 +5,546 @@ import {Script, console} from "forge-std/Script.sol"; import {StoryFactory} from "../src/StoryFactory.sol"; /// @title DeployBase — Deploy StoryFactory to Base mainnet -/// @notice Generates an exponential bonding curve (500 steps, 0.001 → 1.8882421 PL_TEST) -/// and deploys StoryFactory pointing at the real MCV2_Bond on Base mainnet. +/// @notice Uses exact J-curve prices from story-token-curve.txt (500 steps, 0.001 → 1.8882421 PLOT) contract DeployBase is Script { // Base mainnet addresses address constant MCV2_BOND = 0xc5a076cad94176c2996B32d8466Be1cE757FAa27; - address constant PL_TEST = 0xF8A2C39111FCEB9C950aAf28A9E34EBaD99b85C1; + address constant PLOT_TOKEN = 0x4F567DACBF9D15A6acBe4A47FC2Ade0719Fb63C4; // Bonding curve parameters uint256 constant STEP_COUNT = 500; uint128 constant MAX_SUPPLY = 1_000_000e18; - uint128 constant SUPPLY_PER_STEP = 2_000e18; // uniform 2,000 token increments - uint128 constant INITIAL_PRICE = 1e15; // 0.001 PL_TEST + uint128 constant SUPPLY_PER_STEP = 2_000e18; function run() external { - (uint128[] memory stepRanges, uint128[] memory stepPrices) = generateCurve(); + (uint128[] memory stepRanges, uint128[] memory stepPrices) = getCurve(); uint256 deployerKey = vm.envUint("DEPLOYER_PRIVATE_KEY"); vm.startBroadcast(deployerKey); - StoryFactory factory = new StoryFactory(MCV2_BOND, PL_TEST, MAX_SUPPLY, stepRanges, stepPrices, 8); + StoryFactory factory = new StoryFactory(MCV2_BOND, PLOT_TOKEN, MAX_SUPPLY, stepRanges, stepPrices, 8); vm.stopBroadcast(); console.log("StoryFactory deployed at:", address(factory)); console.log("Chain ID:", block.chainid); console.log("MCV2_Bond:", MCV2_BOND); - console.log("PL_TEST:", PL_TEST); + console.log("PLOT_TOKEN:", PLOT_TOKEN); console.log("Step count:", STEP_COUNT); console.log("Max supply:", MAX_SUPPLY); console.log("Initial price:", stepPrices[0]); console.log("Final price:", stepPrices[STEP_COUNT - 1]); } - /// @dev Exponential curve: 500 steps from 0.001 to ~1.8882421 PL_TEST per token - /// Supply increments: uniform 2,000 tokens per step (2000, 4000, ..., 1_000_000) - /// Price: INITIAL_PRICE * MULTIPLIER^i where MULTIPLIER = e^(ln(1888.2421)/499) - /// Source of truth: issue #20 discussion (multiplier with ~40k wei max drift) - function generateCurve() public pure returns (uint128[] memory stepRanges, uint128[] memory stepPrices) { + /// @dev Exact J-curve prices from story-token-curve.txt + /// 500 steps, supply 2000→1000000, price 0.001→1.8882421 PLOT per token + function getCurve() public pure returns (uint128[] memory stepRanges, uint128[] memory stepPrices) { stepRanges = new uint128[](STEP_COUNT); stepPrices = new uint128[](STEP_COUNT); - // e^(ln(1888.2421)/499) in 1e18 fixed-point — from issue #20 discussion - uint256 multiplier = 1_015_231_877_572_578_560; - - uint256 price = uint256(INITIAL_PRICE); - for (uint256 i = 0; i < STEP_COUNT; i++) { stepRanges[i] = uint128(SUPPLY_PER_STEP * (i + 1)); - stepPrices[i] = uint128(price); - if (i < STEP_COUNT - 1) { - price = (price * multiplier) / 1e18; - } } + + stepPrices[0] = 1000000000000000; + stepPrices[1] = 1006800000000000; + stepPrices[2] = 1013700000000000; + stepPrices[3] = 1020700000000000; + stepPrices[4] = 1027700000000000; + stepPrices[5] = 1034700000000000; + stepPrices[6] = 1041900000000000; + stepPrices[7] = 1049100000000000; + stepPrices[8] = 1056300000000000; + stepPrices[9] = 1063600000000000; + stepPrices[10] = 1071000000000000; + stepPrices[11] = 1078400000000000; + stepPrices[12] = 1085900000000000; + stepPrices[13] = 1093500000000000; + stepPrices[14] = 1101100000000000; + stepPrices[15] = 1108800000000000; + stepPrices[16] = 1116600000000000; + stepPrices[17] = 1124500000000000; + stepPrices[18] = 1132400000000000; + stepPrices[19] = 1140300000000000; + stepPrices[20] = 1148400000000000; + stepPrices[21] = 1156500000000000; + stepPrices[22] = 1164700000000000; + stepPrices[23] = 1173000000000000; + stepPrices[24] = 1181300000000000; + stepPrices[25] = 1189700000000000; + stepPrices[26] = 1198200000000000; + stepPrices[27] = 1206800000000000; + stepPrices[28] = 1215400000000000; + stepPrices[29] = 1224100000000000; + stepPrices[30] = 1232900000000000; + stepPrices[31] = 1241800000000000; + stepPrices[32] = 1250700000000000; + stepPrices[33] = 1259800000000000; + stepPrices[34] = 1268900000000000; + stepPrices[35] = 1278100000000000; + stepPrices[36] = 1287400000000000; + stepPrices[37] = 1296700000000000; + stepPrices[38] = 1306200000000000; + stepPrices[39] = 1315700000000000; + stepPrices[40] = 1325400000000000; + stepPrices[41] = 1335100000000000; + stepPrices[42] = 1344900000000000; + stepPrices[43] = 1354800000000000; + stepPrices[44] = 1364800000000000; + stepPrices[45] = 1374800000000000; + stepPrices[46] = 1385000000000000; + stepPrices[47] = 1395300000000000; + stepPrices[48] = 1405600000000000; + stepPrices[49] = 1416100000000000; + stepPrices[50] = 1426600000000000; + stepPrices[51] = 1437300000000000; + stepPrices[52] = 1448000000000000; + stepPrices[53] = 1458900000000000; + stepPrices[54] = 1469900000000000; + stepPrices[55] = 1480900000000000; + stepPrices[56] = 1492100000000000; + stepPrices[57] = 1503300000000000; + stepPrices[58] = 1514700000000000; + stepPrices[59] = 1526200000000000; + stepPrices[60] = 1537800000000000; + stepPrices[61] = 1549500000000000; + stepPrices[62] = 1561300000000000; + stepPrices[63] = 1573200000000000; + stepPrices[64] = 1585300000000000; + stepPrices[65] = 1597400000000000; + stepPrices[66] = 1609700000000000; + stepPrices[67] = 1622100000000000; + stepPrices[68] = 1634600000000000; + stepPrices[69] = 1647200000000000; + stepPrices[70] = 1660000000000000; + stepPrices[71] = 1672800000000000; + stepPrices[72] = 1685800000000000; + stepPrices[73] = 1699000000000000; + stepPrices[74] = 1712200000000000; + stepPrices[75] = 1725600000000000; + stepPrices[76] = 1739100000000000; + stepPrices[77] = 1752800000000000; + stepPrices[78] = 1766500000000000; + stepPrices[79] = 1780500000000000; + stepPrices[80] = 1794500000000000; + stepPrices[81] = 1808700000000000; + stepPrices[82] = 1823000000000000; + stepPrices[83] = 1837500000000000; + stepPrices[84] = 1852100000000000; + stepPrices[85] = 1866900000000000; + stepPrices[86] = 1881800000000000; + stepPrices[87] = 1896900000000000; + stepPrices[88] = 1912100000000000; + stepPrices[89] = 1927500000000000; + stepPrices[90] = 1943000000000000; + stepPrices[91] = 1958600000000000; + stepPrices[92] = 1974500000000000; + stepPrices[93] = 1990500000000000; + stepPrices[94] = 2006600000000000; + stepPrices[95] = 2023000000000000; + stepPrices[96] = 2039500000000000; + stepPrices[97] = 2056100000000000; + stepPrices[98] = 2072900000000000; + stepPrices[99] = 2089900000000000; + stepPrices[100] = 2107100000000000; + stepPrices[101] = 2124500000000000; + stepPrices[102] = 2142000000000000; + stepPrices[103] = 2159700000000000; + stepPrices[104] = 2177600000000000; + stepPrices[105] = 2195700000000000; + stepPrices[106] = 2214000000000000; + stepPrices[107] = 2232400000000000; + stepPrices[108] = 2251100000000000; + stepPrices[109] = 2269900000000000; + stepPrices[110] = 2289000000000000; + stepPrices[111] = 2308200000000000; + stepPrices[112] = 2327700000000000; + stepPrices[113] = 2347300000000000; + stepPrices[114] = 2367200000000000; + stepPrices[115] = 2387200000000000; + stepPrices[116] = 2407500000000000; + stepPrices[117] = 2428000000000000; + stepPrices[118] = 2448700000000000; + stepPrices[119] = 2469700000000000; + stepPrices[120] = 2490900000000000; + stepPrices[121] = 2512200000000000; + stepPrices[122] = 2533900000000000; + stepPrices[123] = 2555700000000000; + stepPrices[124] = 2577800000000000; + stepPrices[125] = 2600100000000000; + stepPrices[126] = 2622700000000000; + stepPrices[127] = 2645500000000000; + stepPrices[128] = 2668600000000000; + stepPrices[129] = 2691900000000000; + stepPrices[130] = 2715500000000000; + stepPrices[131] = 2739300000000000; + stepPrices[132] = 2763400000000000; + stepPrices[133] = 2787800000000000; + stepPrices[134] = 2812400000000000; + stepPrices[135] = 2837300000000000; + stepPrices[136] = 2862500000000000; + stepPrices[137] = 2888000000000000; + stepPrices[138] = 2913700000000000; + stepPrices[139] = 2939700000000000; + stepPrices[140] = 2966100000000000; + stepPrices[141] = 2992700000000000; + stepPrices[142] = 3019600000000000; + stepPrices[143] = 3046800000000000; + stepPrices[144] = 3074300000000000; + stepPrices[145] = 3102200000000000; + stepPrices[146] = 3130300000000000; + stepPrices[147] = 3158800000000000; + stepPrices[148] = 3187600000000000; + stepPrices[149] = 3216700000000000; + stepPrices[150] = 3246200000000000; + stepPrices[151] = 3276000000000000; + stepPrices[152] = 3306100000000000; + stepPrices[153] = 3336600000000000; + stepPrices[154] = 3367500000000000; + stepPrices[155] = 3398700000000000; + stepPrices[156] = 3430200000000000; + stepPrices[157] = 3462200000000000; + stepPrices[158] = 3494500000000000; + stepPrices[159] = 3527100000000000; + stepPrices[160] = 3560200000000000; + stepPrices[161] = 3593700000000000; + stepPrices[162] = 3627500000000000; + stepPrices[163] = 3661700000000000; + stepPrices[164] = 3696400000000000; + stepPrices[165] = 3731400000000000; + stepPrices[166] = 3766900000000000; + stepPrices[167] = 3802800000000000; + stepPrices[168] = 3839100000000000; + stepPrices[169] = 3875900000000000; + stepPrices[170] = 3913100000000000; + stepPrices[171] = 3950800000000000; + stepPrices[172] = 3988900000000000; + stepPrices[173] = 4027400000000000; + stepPrices[174] = 4066500000000000; + stepPrices[175] = 4106000000000000; + stepPrices[176] = 4145900000000000; + stepPrices[177] = 4186400000000000; + stepPrices[178] = 4227400000000000; + stepPrices[179] = 4268900000000000; + stepPrices[180] = 4310800000000000; + stepPrices[181] = 4353300000000000; + stepPrices[182] = 4396400000000000; + stepPrices[183] = 4439900000000000; + stepPrices[184] = 4484000000000000; + stepPrices[185] = 4528700000000000; + stepPrices[186] = 4573900000000000; + stepPrices[187] = 4619600000000000; + stepPrices[188] = 4666000000000000; + stepPrices[189] = 4712900000000000; + stepPrices[190] = 4760400000000000; + stepPrices[191] = 4808500000000000; + stepPrices[192] = 4857300000000000; + stepPrices[193] = 4906600000000000; + stepPrices[194] = 4956600000000000; + stepPrices[195] = 5007200000000000; + stepPrices[196] = 5058500000000000; + stepPrices[197] = 5110400000000000; + stepPrices[198] = 5163000000000000; + stepPrices[199] = 5216200000000000; + stepPrices[200] = 5270200000000000; + stepPrices[201] = 5324800000000000; + stepPrices[202] = 5380200000000000; + stepPrices[203] = 5436300000000000; + stepPrices[204] = 5493100000000000; + stepPrices[205] = 5550600000000000; + stepPrices[206] = 5608900000000000; + stepPrices[207] = 5668000000000000; + stepPrices[208] = 5727900000000000; + stepPrices[209] = 5788500000000000; + stepPrices[210] = 5850000000000000; + stepPrices[211] = 5912300000000000; + stepPrices[212] = 5975400000000000; + stepPrices[213] = 6039300000000000; + stepPrices[214] = 6104200000000000; + stepPrices[215] = 6169800000000000; + stepPrices[216] = 6236400000000000; + stepPrices[217] = 6303900000000000; + stepPrices[218] = 6372300000000000; + stepPrices[219] = 6441600000000000; + stepPrices[220] = 6511800000000000; + stepPrices[221] = 6583000000000000; + stepPrices[222] = 6655200000000000; + stepPrices[223] = 6728400000000000; + stepPrices[224] = 6802600000000000; + stepPrices[225] = 6877800000000000; + stepPrices[226] = 6954100000000000; + stepPrices[227] = 7031400000000000; + stepPrices[228] = 7109800000000000; + stepPrices[229] = 7189300000000000; + stepPrices[230] = 7269900000000000; + stepPrices[231] = 7351700000000000; + stepPrices[232] = 7434600000000000; + stepPrices[233] = 7518700000000000; + stepPrices[234] = 7603900000000000; + stepPrices[235] = 7690400000000000; + stepPrices[236] = 7778100000000000; + stepPrices[237] = 7867000000000000; + stepPrices[238] = 7957300000000000; + stepPrices[239] = 8048800000000000; + stepPrices[240] = 8141700000000000; + stepPrices[241] = 8235900000000000; + stepPrices[242] = 8331400000000000; + stepPrices[243] = 8428400000000000; + stepPrices[244] = 8526700000000000; + stepPrices[245] = 8626500000000000; + stepPrices[246] = 8727800000000000; + stepPrices[247] = 8830600000000000; + stepPrices[248] = 8934800000000000; + stepPrices[249] = 9040700000000000; + stepPrices[250] = 9148100000000000; + stepPrices[251] = 9257000000000000; + stepPrices[252] = 9367700000000000; + stepPrices[253] = 9479900000000000; + stepPrices[254] = 9593900000000000; + stepPrices[255] = 9709600000000000; + stepPrices[256] = 9827000000000000; + stepPrices[257] = 9946200000000000; + stepPrices[258] = 10067200000000000; + stepPrices[259] = 10190100000000000; + stepPrices[260] = 10314900000000000; + stepPrices[261] = 10441500000000000; + stepPrices[262] = 10570100000000000; + stepPrices[263] = 10700700000000000; + stepPrices[264] = 10833400000000000; + stepPrices[265] = 10968000000000000; + stepPrices[266] = 11104800000000000; + stepPrices[267] = 11243800000000000; + stepPrices[268] = 11384900000000000; + stepPrices[269] = 11528200000000000; + stepPrices[270] = 11673800000000000; + stepPrices[271] = 11821700000000000; + stepPrices[272] = 11971900000000000; + stepPrices[273] = 12124500000000000; + stepPrices[274] = 12279600000000000; + stepPrices[275] = 12437200000000000; + stepPrices[276] = 12597300000000000; + stepPrices[277] = 12759900000000000; + stepPrices[278] = 12925300000000000; + stepPrices[279] = 13093300000000000; + stepPrices[280] = 13264000000000000; + stepPrices[281] = 13437500000000000; + stepPrices[282] = 13613900000000000; + stepPrices[283] = 13793200000000000; + stepPrices[284] = 13975500000000000; + stepPrices[285] = 14160700000000000; + stepPrices[286] = 14349100000000000; + stepPrices[287] = 14540600000000000; + stepPrices[288] = 14735200000000000; + stepPrices[289] = 14933200000000000; + stepPrices[290] = 15134500000000000; + stepPrices[291] = 15339200000000000; + stepPrices[292] = 15547400000000000; + stepPrices[293] = 15759100000000000; + stepPrices[294] = 15974400000000000; + stepPrices[295] = 16193400000000000; + stepPrices[296] = 16416200000000000; + stepPrices[297] = 16642900000000000; + stepPrices[298] = 16873400000000000; + stepPrices[299] = 17108000000000000; + stepPrices[300] = 17346700000000000; + stepPrices[301] = 17589500000000000; + stepPrices[302] = 17836600000000000; + stepPrices[303] = 18088000000000000; + stepPrices[304] = 18343900000000000; + stepPrices[305] = 18604400000000000; + stepPrices[306] = 18869400000000000; + stepPrices[307] = 19139300000000000; + stepPrices[308] = 19413900000000000; + stepPrices[309] = 19693500000000000; + stepPrices[310] = 19978200000000000; + stepPrices[311] = 20268000000000000; + stepPrices[312] = 20563100000000000; + stepPrices[313] = 20863500000000000; + stepPrices[314] = 21169500000000000; + stepPrices[315] = 21481100000000000; + stepPrices[316] = 21798500000000000; + stepPrices[317] = 22121800000000000; + stepPrices[318] = 22451000000000000; + stepPrices[319] = 22786400000000000; + stepPrices[320] = 23128100000000000; + stepPrices[321] = 23476300000000000; + stepPrices[322] = 23831000000000000; + stepPrices[323] = 24192400000000000; + stepPrices[324] = 24560700000000000; + stepPrices[325] = 24936100000000000; + stepPrices[326] = 25318600000000000; + stepPrices[327] = 25708500000000000; + stepPrices[328] = 26106000000000000; + stepPrices[329] = 26511100000000000; + stepPrices[330] = 26924100000000000; + stepPrices[331] = 27345300000000000; + stepPrices[332] = 27774600000000000; + stepPrices[333] = 28212500000000000; + stepPrices[334] = 28659000000000000; + stepPrices[335] = 29114400000000000; + stepPrices[336] = 29578800000000000; + stepPrices[337] = 30052600000000000; + stepPrices[338] = 30535900000000000; + stepPrices[339] = 31028900000000000; + stepPrices[340] = 31531900000000000; + stepPrices[341] = 32045200000000000; + stepPrices[342] = 32568900000000000; + stepPrices[343] = 33103400000000000; + stepPrices[344] = 33648900000000000; + stepPrices[345] = 34205700000000000; + stepPrices[346] = 34774000000000000; + stepPrices[347] = 35354200000000000; + stepPrices[348] = 35946500000000000; + stepPrices[349] = 36551300000000000; + stepPrices[350] = 37168900000000000; + stepPrices[351] = 37799600000000000; + stepPrices[352] = 38443700000000000; + stepPrices[353] = 39101600000000000; + stepPrices[354] = 39773600000000000; + stepPrices[355] = 40460100000000000; + stepPrices[356] = 41161500000000000; + stepPrices[357] = 41878200000000000; + stepPrices[358] = 42610500000000000; + stepPrices[359] = 43358900000000000; + stepPrices[360] = 44123800000000000; + stepPrices[361] = 44905700000000000; + stepPrices[362] = 45704900000000000; + stepPrices[363] = 46522000000000000; + stepPrices[364] = 47357500000000000; + stepPrices[365] = 48211700000000000; + stepPrices[366] = 49085400000000000; + stepPrices[367] = 49978900000000000; + stepPrices[368] = 50892800000000000; + stepPrices[369] = 51827800000000000; + stepPrices[370] = 52784300000000000; + stepPrices[371] = 53762900000000000; + stepPrices[372] = 54764400000000000; + stepPrices[373] = 55789200000000000; + stepPrices[374] = 56838200000000000; + stepPrices[375] = 57911900000000000; + stepPrices[376] = 59011100000000000; + stepPrices[377] = 60136500000000000; + stepPrices[378] = 61288900000000000; + stepPrices[379] = 62469000000000000; + stepPrices[380] = 63677600000000000; + stepPrices[381] = 64915700000000000; + stepPrices[382] = 66183900000000000; + stepPrices[383] = 67483300000000000; + stepPrices[384] = 68814700000000000; + stepPrices[385] = 70179100000000000; + stepPrices[386] = 71577500000000000; + stepPrices[387] = 73010900000000000; + stepPrices[388] = 74480400000000000; + stepPrices[389] = 75987000000000000; + stepPrices[390] = 77531900000000000; + stepPrices[391] = 79116300000000000; + stepPrices[392] = 80741300000000000; + stepPrices[393] = 82408300000000000; + stepPrices[394] = 84118500000000000; + stepPrices[395] = 85873400000000000; + stepPrices[396] = 87674200000000000; + stepPrices[397] = 89522500000000000; + stepPrices[398] = 91419700000000000; + stepPrices[399] = 93367500000000000; + stepPrices[400] = 95367400000000000; + stepPrices[401] = 97421200000000000; + stepPrices[402] = 99530500000000000; + stepPrices[403] = 101697300000000000; + stepPrices[404] = 103923300000000000; + stepPrices[405] = 106210600000000000; + stepPrices[406] = 108561100000000000; + stepPrices[407] = 110977100000000000; + stepPrices[408] = 113460600000000000; + stepPrices[409] = 116013900000000000; + stepPrices[410] = 118639500000000000; + stepPrices[411] = 121339900000000000; + stepPrices[412] = 124117400000000000; + stepPrices[413] = 126974900000000000; + stepPrices[414] = 129915100000000000; + stepPrices[415] = 132941000000000000; + stepPrices[416] = 136055400000000000; + stepPrices[417] = 139261500000000000; + stepPrices[418] = 142562700000000000; + stepPrices[419] = 145962300000000000; + stepPrices[420] = 149463700000000000; + stepPrices[421] = 153070900000000000; + stepPrices[422] = 156787500000000000; + stepPrices[423] = 160617600000000000; + stepPrices[424] = 164565300000000000; + stepPrices[425] = 168635100000000000; + stepPrices[426] = 172831500000000000; + stepPrices[427] = 177159300000000000; + stepPrices[428] = 181623300000000000; + stepPrices[429] = 186228900000000000; + stepPrices[430] = 190981300000000000; + stepPrices[431] = 195886300000000000; + stepPrices[432] = 200949900000000000; + stepPrices[433] = 206178100000000000; + stepPrices[434] = 211577400000000000; + stepPrices[435] = 217154600000000000; + stepPrices[436] = 222916900000000000; + stepPrices[437] = 228871500000000000; + stepPrices[438] = 235026300000000000; + stepPrices[439] = 241389400000000000; + stepPrices[440] = 247969300000000000; + stepPrices[441] = 254774900000000000; + stepPrices[442] = 261815600000000000; + stepPrices[443] = 269101200000000000; + stepPrices[444] = 276642000000000000; + stepPrices[445] = 284448800000000000; + stepPrices[446] = 292533000000000000; + stepPrices[447] = 300906400000000000; + stepPrices[448] = 309581500000000000; + stepPrices[449] = 318571500000000000; + stepPrices[450] = 327890300000000000; + stepPrices[451] = 337552300000000000; + stepPrices[452] = 347572800000000000; + stepPrices[453] = 357967900000000000; + stepPrices[454] = 368754600000000000; + stepPrices[455] = 379950600000000000; + stepPrices[456] = 391574800000000000; + stepPrices[457] = 403647000000000000; + stepPrices[458] = 416188000000000000; + stepPrices[459] = 429219800000000000; + stepPrices[460] = 442765800000000000; + stepPrices[461] = 456850300000000000; + stepPrices[462] = 471499400000000000; + stepPrices[463] = 486740400000000000; + stepPrices[464] = 502602200000000000; + stepPrices[465] = 519115400000000000; + stepPrices[466] = 536312400000000000; + stepPrices[467] = 554227500000000000; + stepPrices[468] = 572896800000000000; + stepPrices[469] = 592359000000000000; + stepPrices[470] = 612654700000000000; + stepPrices[471] = 633827100000000000; + stepPrices[472] = 655922100000000000; + stepPrices[473] = 678988200000000000; + stepPrices[474] = 703077300000000000; + stepPrices[475] = 728244300000000000; + stepPrices[476] = 754547400000000000; + stepPrices[477] = 782048900000000000; + stepPrices[478] = 810814800000000000; + stepPrices[479] = 840915600000000000; + stepPrices[480] = 872426200000000000; + stepPrices[481] = 905426800000000000; + stepPrices[482] = 940002500000000000; + stepPrices[483] = 976244600000000000; + stepPrices[484] = 1014250300000000000; + stepPrices[485] = 1054123600000000000; + stepPrices[486] = 1095975700000000000; + stepPrices[487] = 1139925600000000000; + stepPrices[488] = 1186100900000000000; + stepPrices[489] = 1234638100000000000; + stepPrices[490] = 1285683600000000000; + stepPrices[491] = 1339394700000000000; + stepPrices[492] = 1395940200000000000; + stepPrices[493] = 1455501300000000000; + stepPrices[494] = 1518273300000000000; + stepPrices[495] = 1584466000000000000; + stepPrices[496] = 1654305700000000000; + stepPrices[497] = 1728036100000000000; + stepPrices[498] = 1805920200000000000; + stepPrices[499] = 1888242100000000000; } } diff --git a/script/DumpCurve.s.sol b/script/DumpCurve.s.sol index 18e5e6b..92df088 100644 --- a/script/DumpCurve.s.sol +++ b/script/DumpCurve.s.sol @@ -7,7 +7,7 @@ import {DeployBase} from "./DeployBase.s.sol"; contract DumpCurve is Script { function run() external { DeployBase deploy = new DeployBase(); - (uint128[] memory ranges, uint128[] memory prices) = deploy.generateCurve(); + (uint128[] memory ranges, uint128[] memory prices) = deploy.getCurve(); bytes32 priceHash = keccak256(abi.encodePacked(prices)); bytes32 rangeHash = keccak256(abi.encodePacked(ranges)); diff --git a/test/DeployBase.t.sol b/test/DeployBase.t.sol index 5ca4894..5bf0ba4 100644 --- a/test/DeployBase.t.sol +++ b/test/DeployBase.t.sol @@ -4,7 +4,7 @@ pragma solidity ^0.8.28; import {Test} from "forge-std/Test.sol"; import {DeployBase} from "../script/DeployBase.s.sol"; -/// @title DeployBaseTest — Validate the mainnet bonding curve +/// @title DeployBaseTest — Validate the mainnet J-curve (hardcoded from story-token-curve.txt) contract DeployBaseTest is Test { DeployBase deploy; @@ -13,13 +13,13 @@ contract DeployBaseTest is Test { } function test_curveLength() public view { - (uint128[] memory ranges, uint128[] memory prices) = deploy.generateCurve(); + (uint128[] memory ranges, uint128[] memory prices) = deploy.getCurve(); assertEq(ranges.length, 500); assertEq(prices.length, 500); } function test_curveSupplyUniform() public view { - (uint128[] memory ranges,) = deploy.generateCurve(); + (uint128[] memory ranges,) = deploy.getCurve(); // First step: 2,000 tokens assertEq(ranges[0], 2_000e18); @@ -34,52 +34,46 @@ contract DeployBaseTest is Test { } function test_curveFirstPrice() public view { - (, uint128[] memory prices) = deploy.generateCurve(); - // Step 0 = 0.001 PL_TEST + (, uint128[] memory prices) = deploy.getCurve(); + // Step 0 = 0.001 PLOT assertEq(prices[0], 1e15); } - function test_curveFinalPriceCloseToTarget() public view { - (, uint128[] memory prices) = deploy.generateCurve(); - // Step 499 should be ~1.8882421 PL_TEST (within ~40k wei per issue #20) - uint256 target = 1_888_242_100_000_000_000; - uint256 actual = prices[499]; - uint256 diff = actual > target ? actual - target : target - actual; - assertTrue(diff < 50_000, "Final price drift exceeds 50k wei"); + function test_curveFinalPriceExact() public view { + (, uint128[] memory prices) = deploy.getCurve(); + // Step 499 = exactly 1.8882421 PLOT (hardcoded) + assertEq(prices[499], 1_888_242_100_000_000_000); } function test_curveMonotonicallyIncreasing() public view { - (, uint128[] memory prices) = deploy.generateCurve(); + (, uint128[] memory prices) = deploy.getCurve(); for (uint256 i = 1; i < 500; i++) { assertTrue(prices[i] >= prices[i - 1], "Price must be monotonically increasing"); } } function test_curvePenultimatePriceCloseToFinal() public view { - (, uint128[] memory prices) = deploy.generateCurve(); - // Step 498 should be within 2% of the snapped final price - // This validates the growth rate approximation hasn't drifted significantly + (, uint128[] memory prices) = deploy.getCurve(); + // J-curve: steeper near the end. Step 498 should be less than final. uint256 penultimate = prices[498]; uint256 final_ = prices[499]; + assertTrue(penultimate < final_, "Penultimate price should be less than final"); + // Allow up to 5% gap for J-curve steepness uint256 ratio = (penultimate * 1e18) / final_; - // Expected ratio ≈ 1/1.015231 ≈ 0.985 → at least 0.97 - assertTrue(ratio > 0.97e18, "Penultimate price too far from final"); - assertTrue(ratio < 1e18, "Penultimate price should be less than final"); + assertTrue(ratio > 0.95e18, "Penultimate price too far from final"); } function test_curveMidpointInRange() public view { - (, uint128[] memory prices) = deploy.generateCurve(); + (, uint128[] memory prices) = deploy.getCurve(); // Step 250 (midpoint) should be between initial and final assertTrue(prices[250] > prices[0], "Midpoint should exceed initial"); assertTrue(prices[250] < prices[499], "Midpoint should be below final"); - // Exponential midpoint: 0.001 * 1888.2421^(250/499) ≈ 0.0434 - // Allow 10% tolerance: 0.039 to 0.048 - assertTrue(prices[250] > 0.039e18, "Midpoint price too low"); - assertTrue(prices[250] < 0.048e18, "Midpoint price too high"); + // J-curve midpoint from curve file + assertEq(prices[250], 9_148_100_000_000_000); } function test_curveNoPriceIsZero() public view { - (, uint128[] memory prices) = deploy.generateCurve(); + (, uint128[] memory prices) = deploy.getCurve(); for (uint256 i = 0; i < 500; i++) { assertTrue(prices[i] > 0, "Price must be non-zero"); } @@ -89,28 +83,28 @@ contract DeployBaseTest is Test { /// Any change to the curve (growth rate, rounding, step count) breaks this test. /// Regenerate hashes via: forge script script/DumpCurve.s.sol:DumpCurve function test_curveFullTableSnapshot() public view { - (uint128[] memory ranges, uint128[] memory prices) = deploy.generateCurve(); + (uint128[] memory ranges, uint128[] memory prices) = deploy.getCurve(); bytes32 priceHash = keccak256(abi.encodePacked(prices)); bytes32 rangeHash = keccak256(abi.encodePacked(ranges)); - assertEq(priceHash, 0x3d876be285e5c9960ae0b657998edae411756de7b15351dac27a06e0fe538e70); + assertEq(priceHash, 0x680fad91da1e7b66d6585321b4cb8498ecaee51a8e782a48dc8538382a2f39e5); assertEq(rangeHash, 0x2fa88b79c2a4811f9e33b02deb52b4991e4dcdf78fc23a2529e5b3fb22194844); } /// @dev Spot-check 10 evenly-spaced prices across the curve to catch drift function test_curveSpotCheckPrices() public view { - (, uint128[] memory prices) = deploy.generateCurve(); + (, uint128[] memory prices) = deploy.getCurve(); assertEq(prices[0], 1_000_000_000_000_000); - assertEq(prices[50], 2_129_424_724_105_709); - assertEq(prices[100], 4_534_449_655_632_720); - assertEq(prices[150], 9_655_769_206_917_063); - assertEq(prices[200], 20_561_233_679_468_092); - assertEq(prices[250], 43_783_599_355_175_084); - assertEq(prices[300], 93_233_878_977_250_204); - assertEq(prices[350], 198_534_527_018_439_521); - assertEq(prices[400], 422_764_330_421_705_389); - assertEq(prices[450], 900_244_817_669_990_563); + assertEq(prices[50], 1_426_600_000_000_000); + assertEq(prices[100], 2_107_100_000_000_000); + assertEq(prices[150], 3_246_200_000_000_000); + assertEq(prices[200], 5_270_200_000_000_000); + assertEq(prices[250], 9_148_100_000_000_000); + assertEq(prices[300], 17_346_700_000_000_000); + assertEq(prices[350], 37_168_900_000_000_000); + assertEq(prices[400], 95_367_400_000_000_000); + assertEq(prices[450], 327_890_300_000_000_000); } }