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"use strict";
/*
* ATTENTION: An "eval-source-map" devtool has been used.
* This devtool is neither made for production nor for readable output files.
* It uses "eval()" calls to create a separate source file with attached SourceMaps in the browser devtools.
* If you are trying to read the output file, select a different devtool (https://webpack.js.org/configuration/devtool/)
* or disable the default devtool with "devtool: false".
* If you are looking for production-ready output files, see mode: "production" (https://webpack.js.org/configuration/mode/).
*/
exports.id = "vendor-chunks/@noble";
exports.ids = ["vendor-chunks/@noble"];
exports.modules = {
/***/ "(ssr)/./node_modules/@noble/ciphers/esm/_arx.js":
/*!*************************************************!*\
!*** ./node_modules/@noble/ciphers/esm/_arx.js ***!
\*************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ createCipher: () => (/* binding */ createCipher),\n/* harmony export */ rotl: () => (/* binding */ rotl)\n/* harmony export */ });\n/* harmony import */ var _assert_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./_assert.js */ \"(ssr)/./node_modules/@noble/ciphers/esm/_assert.js\");\n/* harmony import */ var _utils_js__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! ./utils.js */ \"(ssr)/./node_modules/@noble/ciphers/esm/utils.js\");\n// Basic utils for ARX (add-rotate-xor) salsa and chacha ciphers.\n\n\n/*\nRFC8439 requires multi-step cipher stream, where\nauthKey starts with counter: 0, actual msg with counter: 1.\n\nFor this, we need a way to re-use nonce / counter:\n\n const counter = new Uint8Array(4);\n chacha(..., counter, ...); // counter is now 1\n chacha(..., counter, ...); // counter is now 2\n\nThis is complicated:\n\n- 32-bit counters are enough, no need for 64-bit: max ArrayBuffer size in JS is 4GB\n- Original papers don't allow mutating counters\n- Counter overflow is undefined [^1]\n- Idea A: allow providing (nonce | counter) instead of just nonce, re-use it\n- Caveat: Cannot be re-used through all cases:\n- * chacha has (counter | nonce)\n- * xchacha has (nonce16 | counter | nonce16)\n- Idea B: separate nonce / counter and provide separate API for counter re-use\n- Caveat: there are different counter sizes depending on an algorithm.\n- salsa & chacha also differ in structures of key & sigma:\n salsa20: s[0] | k(4) | s[1] | nonce(2) | ctr(2) | s[2] | k(4) | s[3]\n chacha: s(4) | k(8) | ctr(1) | nonce(3)\n chacha20orig: s(4) | k(8) | ctr(2) | nonce(2)\n- Idea C: helper method such as `setSalsaState(key, nonce, sigma, data)`\n- Caveat: we can't re-use counter array\n\nxchacha [^2] uses the subkey and remaining 8 byte nonce with ChaCha20 as normal\n(prefixed by 4 NUL bytes, since [RFC8439] specifies a 12-byte nonce).\n\n[^1]: https://mailarchive.ietf.org/arch/msg/cfrg/gsOnTJzcbgG6OqD8Sc0GO5aR_tU/\n[^2]: https://datatracker.ietf.org/doc/html/draft-irtf-cfrg-xchacha#appendix-A.2\n*/ const sigma16 = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.utf8ToBytes)(\"expand 16-byte k\");\nconst sigma32 = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.utf8ToBytes)(\"expand 32-byte k\");\nconst sigma16_32 = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.u32)(sigma16);\nconst sigma32_32 = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.u32)(sigma32);\nfunction rotl(a, b) {\n return a << b | a >>> 32 - b;\n}\n// Is byte array aligned to 4 byte offset (u32)?\nfunction isAligned32(b) {\n return b.byteOffset % 4 === 0;\n}\n// Salsa and Chacha block length is always 512-bit\nconst BLOCK_LEN = 64;\nconst BLOCK_LEN32 = 16;\n// new Uint32Array([2**32]) // => Uint32Array(1) [ 0 ]\n// new Uint32Array([2**32-1]) // => Uint32Array(1) [ 4294967295 ]\nconst MAX_COUNTER = 2 ** 32 - 1;\nconst U32_EMPTY = new Uint32Array();\nfunction runCipher(core, sigma, key, nonce, data, output, counter, rounds) {\n const len = data.length;\n const block = new Uint8Array(BLOCK_LEN);\n const b32 = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.u32)(block);\n // Make sure that buffers aligned to 4 bytes\n const isAligned = isAligned32(data) && isAligned32(output);\n const d32 = isAligned ? (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.u32)(data) : U32_EMPTY;\n const o32 = isAligned ? (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.u32)(output) : U32_EMPTY;\n for(let pos = 0; pos < len; counter++){\n core(sigma, key, nonce, b32, counter, rounds);\n if (counter >= MAX_COUNTER) throw new Error(\"arx: counter overflow\");\n const take = Math.min(BLOCK_LEN, len - pos);\n // aligned to 4 bytes\n if (isAligned && take === BLOCK_LEN) {\n const pos32 = pos / 4;\n if (pos % 4 !== 0) throw new Error(\"arx: invalid block position\");\n for(let j = 0, posj; j < BLOCK_LEN32; j++){\n posj = pos32 + j;\n o32[posj] = d32[posj] ^ b32[j];\n }\n pos += BLOCK_LEN;\n continue;\n }\n for(let j = 0, posj; j < take; j++){\n posj = pos + j;\n output[posj] = data[posj] ^ block[j];\n }\n pos += take;\n }\n}\nfunction createCipher(core, opts) {\n const { allowShortKeys, extendNonceFn, counterLength, counterRight, rounds } = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.checkOpts)({\n allowShortKeys: false,\n counterLength: 8,\n counterRight: false,\n rounds: 20\n }, opts);\n if (typeof core !== \"function\") throw new Error(\"core must be a function\");\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.number)(counterLength);\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.number)(rounds);\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.bool)(counterRight);\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.bool)(allowShortKeys);\n return (key, nonce, data, output, counter = 0)=>{\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.bytes)(key);\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.bytes)(nonce);\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.bytes)(data);\n const len = data.length;\n if (!output) output = new Uint8Array(len);\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.bytes)(output);\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.number)(counter);\n if (counter < 0 || counter >= MAX_COUNTER) throw new Error(\"arx: counter overflow\");\n if (output.length < len) throw new Error(`arx: output (${output.length}) is shorter than data (${len})`);\n const toClean = [];\n // Key & sigma\n // key=16 -> sigma16, k=key|key\n // key=32 -> sigma32, k=key\n let l = key.length, k, sigma;\n if (l === 32) {\n k = key.slice();\n toClean.push(k);\n sigma = sigma32_32;\n } else if (l === 16 && allowShortKeys) {\n k = new Uint8Array(32);\n k.set(key);\n k.set(key, 16);\n sigma = sigma16_32;\n toClean.push(k);\n } else {\n throw new Error(`arx: invalid 32-byte key, got length=${l}`);\n }\n // Nonce\n // salsa20: 8 (8-byte counter)\n // chacha20orig: 8 (8-byte counter)\n // chacha20: 12 (4-byte counter)\n // xsalsa20: 24 (16 -> hsalsa, 8 -> old nonce)\n // xchacha20: 24 (16 -> hchacha, 8 -> old nonce)\n // Align nonce to 4 bytes\n if (!isAligned32(nonce)) {\n nonce = nonce.slice();\n toClean.push(nonce);\n }\n const k32 = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.u32)(k);\n // hsalsa & hchacha: handle extended nonce\n if (extendNonceFn) {\n if (nonce.length !== 24) throw new Error(`arx: extended nonce must be 24 bytes`);\n extendNonceFn(sigma, k32, 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Basic utils for ARX (add-rotate-xor) salsa and chacha ciphers.\nimport { number as anumber, bytes as abytes, bool as abool } from './_assert.js';\nimport { checkOpts, u32, utf8ToBytes } from './utils.js';\n/*\nRFC8439 requires multi-step cipher stream, where\nauthKey starts with counter: 0, actual msg with counter: 1.\n\nFor this, we need a way to re-use nonce / counter:\n\n    const counter = new Uint8Array(4);\n    chacha(..., counter, ...); // counter is now 1\n    chacha(..., counter, ...); // counter is now 2\n\nThis is complicated:\n\n- 32-bit counters are enough, no need for 64-bit: max ArrayBuffer size in JS is 4GB\n- Original papers don't allow mutating counters\n- Counter overflow is undefined [^1]\n- Idea A: allow providing (nonce | counter) instead of just nonce, re-use it\n- Caveat: Cannot be re-used through all cases:\n- * chacha has (counter | nonce)\n- * xchacha has (nonce16 | counter | nonce16)\n- Idea B: separate nonce / counter and provide separate API for counter re-use\n- Caveat: there are different counter sizes depending on an algorithm.\n- salsa & chacha also differ in structures of key & sigma:\n  salsa20:      s[0] | k(4) | s[1] | nonce(2) | ctr(2) | s[2] | k(4) | s[3]\n  chacha:       s(4) | k(8) | ctr(1) | nonce(3)\n  chacha20orig: s(4) | k(8) | ctr(2) | nonce(2)\n- Idea C: helper method such as `setSalsaState(key, nonce, sigma, data)`\n- Caveat: we can't re-use counter array\n\nxchacha [^2] uses the subkey and remaining 8 byte nonce with ChaCha20 as normal\n(prefixed by 4 NUL bytes, since [RFC8439] specifies a 12-byte nonce).\n\n[^1]: https://mailarchive.ietf.org/arch/msg/cfrg/gsOnTJzcbgG6OqD8Sc0GO5aR_tU/\n[^2]: https://datatracker.ietf.org/doc/html/draft-irtf-cfrg-xchacha#appendix-A.2\n*/\nconst sigma16 = utf8ToBytes('expand 16-byte k');\nconst sigma32 = utf8ToBytes('expand 32-byte k');\nconst sigma16_32 = u32(sigma16);\nconst sigma32_32 = u32(sigma32);\nexport function rotl(a, b) {\n    return (a << b) | (a >>> (32 - b));\n}\n// Is byte array aligned to 4 byte offset (u32)?\nfunction isAligned32(b) {\n    return b.byteOffset % 4 === 0;\n}\n// Salsa and Chacha block length is always 512-bit\nconst BLOCK_LEN = 64;\nconst BLOCK_LEN32 = 16;\n// new Uint32Array([2**32])   // => Uint32Array(1) [ 0 ]\n// new Uint32Array([2**32-1]) // => Uint32Array(1) [ 4294967295 ]\nconst MAX_COUNTER = 2 ** 32 - 1;\nconst U32_EMPTY = new Uint32Array();\nfunction runCipher(core, sigma, key, nonce, data, output, counter, rounds) {\n    const len = data.length;\n    const block = new Uint8Array(BLOCK_LEN);\n    const b32 = u32(block);\n    // Make sure that buffers aligned to 4 bytes\n    const isAligned = isAligned32(data) && isAligned32(output);\n    const d32 = isAligned ? u32(data) : U32_EMPTY;\n    const o32 = isAligned ? u32(output) : U32_EMPTY;\n    for (let pos = 0; pos < len; counter++) {\n        core(sigma, key, nonce, b32, counter, rounds);\n        if (counter >= MAX_COUNTER)\n            throw new Error('arx: counter overflow');\n        const take = Math.min(BLOCK_LEN, len - pos);\n        // aligned to 4 bytes\n        if (isAligned && take === BLOCK_LEN) {\n            const pos32 = pos / 4;\n            if (pos % 4 !== 0)\n                throw new Error('arx: invalid block position');\n            for (let j = 0, posj; j < BLOCK_LEN32; j++) {\n                posj = pos32 + j;\n                o32[posj] = d32[posj] ^ b32[j];\n            }\n            pos += BLOCK_LEN;\n            continue;\n        }\n        for (let j = 0, posj; j < take; j++) {\n            posj = pos + j;\n            output[posj] = data[posj] ^ block[j];\n        }\n        pos += take;\n    }\n}\nexport function createCipher(core, opts) {\n    const { allowShortKeys, extendNonceFn, counterLength, counterRight, rounds } = checkOpts({ allowShortKeys: false, counterLength: 8, counterRight: false, rounds: 20 }, opts);\n    if (typeof core !== 'function')\n        throw new Error('core must be a function');\n    anumber(counterLength);\n    anumber(rounds);\n    abool(counterRight);\n    abool(allowShortKeys);\n    return (key, nonce, data, output, counter = 0) => {\n        abytes(key);\n        abytes(nonce);\n        abytes(data);\n        const len = data.length;\n        if (!output)\n            output = new Uint8Array(len);\n        abytes(output);\n        anumber(counter);\n        if (counter < 0 || counter >= MAX_COUNTER)\n            throw new Error('arx: counter overflow');\n        if (output.length < len)\n            throw new Error(`arx: output (${output.length}) is shorter than data (${len})`);\n        const toClean = [];\n        // Key & sigma\n        // key=16 -> sigma16, k=key|key\n        // key=32 -> sigma32, k=key\n        let l = key.length, k, sigma;\n        if (l === 32) {\n            k = key.slice();\n            toClean.push(k);\n            sigma = sigma32_32;\n        }\n        else if (l === 16 && allowShortKeys) {\n            k = new Uint8Array(32);\n            k.set(key);\n            k.set(key, 16);\n            sigma = sigma16_32;\n            toClean.push(k);\n        }\n        else {\n            throw new Error(`arx: invalid 32-byte key, got length=${l}`);\n        }\n        // Nonce\n        // salsa20:      8   (8-byte counter)\n        // chacha20orig: 8   (8-byte counter)\n        // chacha20:     12  (4-byte counter)\n        // xsalsa20:     24  (16 -> hsalsa,  8 -> old nonce)\n        // xchacha20:    24  (16 -> hchacha, 8 -> old nonce)\n        // Align nonce to 4 bytes\n        if (!isAligned32(nonce)) {\n            nonce = nonce.slice();\n            toClean.push(nonce);\n        }\n        const k32 = u32(k);\n        // hsalsa & hchacha: handle extended nonce\n        if (extendNonceFn) {\n            if (nonce.length !== 24)\n                throw new Error(`arx: extended nonce must be 24 bytes`);\n            extendNonceFn(sigma, k32, u32(nonce.subarray(0, 16)), k32);\n            nonce = nonce.subarray(16);\n        }\n        // Handle nonce counter\n        const nonceNcLen = 16 - counterLength;\n        if (nonceNcLen !== nonce.length)\n            throw new Error(`arx: nonce must be ${nonceNcLen} or 16 bytes`);\n        // Pad counter when nonce is 64 bit\n        if (nonceNcLen !== 12) {\n            const nc = new Uint8Array(12);\n            nc.set(nonce, counterRight ? 0 : 12 - nonce.length);\n            nonce = nc;\n            toClean.push(nonce);\n        }\n        const n32 = u32(nonce);\n        runCipher(core, sigma, k32, n32, data, output, counter, rounds);\n        while (toClean.length > 0)\n            toClean.pop().fill(0);\n        return output;\n    };\n}\n//# sourceMappingURL=_arx.js.map"],"names":["number","anumber","bytes","abytes","bool","abool","checkOpts","u32","utf8ToBytes","sigma16","sigma32","sigma16_32","sigma32_32","rotl","a","b","isAligned32","byteOffset","BLOCK_LEN","BLOCK_LEN32","MAX_COUNTER","U32_EMPTY","Uint32Array","runCipher","core","sigma","key","nonce","data","output","counter","rounds","len","length","block","Uint8Array","b32","isAligned","d32","o32","pos","Error","take","Math","min","pos32","j","posj","createCipher","opts","allowShortKeys","extendNonceFn","counterLength","counterRight","toClean","l","k","slice","push","set","k32","subarray","nonceNcLen","nc","n32","pop","fill"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/ciphers/esm/_arx.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/ciphers/esm/_assert.js":
/*!****************************************************!*\
!*** ./node_modules/@noble/ciphers/esm/_assert.js ***!
\****************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ bool: () => (/* binding */ bool),\n/* harmony export */ bytes: () => (/* binding */ bytes),\n/* harmony export */ \"default\": () => (__WEBPACK_DEFAULT_EXPORT__),\n/* harmony export */ exists: () => (/* binding */ exists),\n/* harmony export */ hash: () => (/* binding */ hash),\n/* harmony export */ number: () => (/* binding */ number),\n/* harmony export */ output: () => (/* binding */ output)\n/* harmony export */ });\nfunction number(n) {\n if (!Number.isSafeInteger(n) || n < 0) throw new Error(`wrong positive integer: ${n}`);\n}\nfunction bool(b) {\n if (typeof b !== \"boolean\") throw new Error(`boolean expected, not ${b}`);\n}\n// TODO: merge with utils\nfunction isBytes(a) {\n return a != null && typeof a === \"object\" && (a instanceof Uint8Array || a.constructor.name === \"Uint8Array\");\n}\nfunction bytes(b, ...lengths) {\n if (!isBytes(b)) throw new Error(\"Uint8Array expected\");\n if (lengths.length > 0 && !lengths.includes(b.length)) throw new Error(`Uint8Array expected of length ${lengths}, not of length=${b.length}`);\n}\nfunction hash(hash) {\n if (typeof hash !== \"function\" || typeof hash.create !== \"function\") throw new Error(\"hash must be wrapped by utils.wrapConstructor\");\n number(hash.outputLen);\n number(hash.blockLen);\n}\nfunction exists(instance, checkFinished = true) {\n if (instance.destroyed) throw new Error(\"Hash instance has been destroyed\");\n if (checkFinished && instance.finished) throw new Error(\"Hash#digest() has already been called\");\n}\nfunction output(out, instance) {\n bytes(out);\n const min = instance.outputLen;\n if (out.length < min) {\n throw new Error(`digestInto() expects output buffer of length at least ${min}`);\n }\n}\n\nconst assert = {\n number,\n bool,\n bytes,\n hash,\n exists,\n output\n};\n/* harmony default export */ const __WEBPACK_DEFAULT_EXPORT__ = (assert); //# sourceMappingURL=_assert.js.map\n//# sourceURL=[module]\n//# sourceMappingURL=data:application/json;charset=utf-8;base64,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\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/ciphers/esm/_assert.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/ciphers/esm/_poly1305.js":
/*!******************************************************!*\
!*** ./node_modules/@noble/ciphers/esm/_poly1305.js ***!
\******************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ poly1305: () => (/* binding */ poly1305),\n/* harmony export */ wrapConstructorWithKey: () => (/* binding */ wrapConstructorWithKey)\n/* harmony export */ });\n/* harmony import */ var _assert_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./_assert.js */ \"(ssr)/./node_modules/@noble/ciphers/esm/_assert.js\");\n/* harmony import */ var _utils_js__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! ./utils.js */ \"(ssr)/./node_modules/@noble/ciphers/esm/utils.js\");\n\n\n// Poly1305 is a fast and parallel secret-key message-authentication code.\n// https://cr.yp.to/mac.html, https://cr.yp.to/mac/poly1305-20050329.pdf\n// https://datatracker.ietf.org/doc/html/rfc8439\n// Based on Public Domain poly1305-donna https://github.com/floodyberry/poly1305-donna\nconst u8to16 = (a, i)=>a[i++] & 0xff | (a[i++] & 0xff) << 8;\nclass Poly1305 {\n constructor(key){\n this.blockLen = 16;\n this.outputLen = 16;\n this.buffer = new Uint8Array(16);\n this.r = new Uint16Array(10);\n this.h = new Uint16Array(10);\n this.pad = new Uint16Array(8);\n this.pos = 0;\n this.finished = false;\n key = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.toBytes)(key);\n (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(key, 32);\n const t0 = u8to16(key, 0);\n const t1 = u8to16(key, 2);\n const t2 = u8to16(key, 4);\n const t3 = u8to16(key, 6);\n const t4 = u8to16(key, 8);\n const t5 = u8to16(key, 10);\n const t6 = u8to16(key, 12);\n const t7 = u8to16(key, 14);\n // https://github.com/floodyberry/poly1305-donna/blob/e6ad6e091d30d7f4ec2d4f978be1fcfcbce72781/poly1305-donna-16.h#L47\n this.r[0] = t0 & 0x1fff;\n this.r[1] = (t0 >>> 13 | t1 << 3) & 0x1fff;\n this.r[2] = (t1 >>> 10 | t2 << 6) & 0x1f03;\n this.r[3] = (t2 >>> 7 | t3 << 9) & 0x1fff;\n this.r[4] = (t3 >>> 4 | t4 << 12) & 0x00ff;\n this.r[5] = t4 >>> 1 & 0x1ffe;\n this.r[6] = (t4 >>> 14 | t5 << 2) & 0x1fff;\n this.r[7] = (t5 >>> 11 | t6 << 5) & 0x1f81;\n this.r[8] = (t6 >>> 8 | t7 << 8) & 0x1fff;\n this.r[9] = t7 >>> 5 & 0x007f;\n for(let i = 0; i < 8; i++)this.pad[i] = u8to16(key, 16 + 2 * i);\n }\n process(data, offset, isLast = false) {\n const hibit = isLast ? 0 : 1 << 11;\n const { h, r } = this;\n const r0 = r[0];\n const r1 = r[1];\n const r2 = r[2];\n const r3 = r[3];\n const r4 = r[4];\n const r5 = r[5];\n const r6 = r[6];\n const r7 = r[7];\n const r8 = r[8];\n const r9 = r[9];\n const t0 = u8to16(data, offset + 0);\n const t1 = u8to16(data, offset + 2);\n const t2 = u8to16(data, offset + 4);\n const t3 = u8to16(data, offset + 6);\n const t4 = u8to16(data, offset + 8);\n const t5 = u8to16(data, offset + 10);\n const t6 = u8to16(data, offset + 12);\n const t7 = u8to16(data, offset + 14);\n let h0 = h[0] + (t0 & 0x1fff);\n let h1 = h[1] + ((t0 >>> 13 | t1 << 3) & 0x1fff);\n let h2 = h[2] + ((t1 >>> 10 | t2 << 6) & 0x1fff);\n let h3 = h[3] + ((t2 >>> 7 | t3 << 9) & 0x1fff);\n let h4 = h[4] + ((t3 >>> 4 | t4 << 12) & 0x1fff);\n let h5 = h[5] + (t4 >>> 1 & 0x1fff);\n let h6 = h[6] + ((t4 >>> 14 | t5 << 2) & 0x1fff);\n let h7 = h[7] + ((t5 >>> 11 | t6 << 5) & 0x1fff);\n let h8 = h[8] + ((t6 >>> 8 | t7 << 8) & 0x1fff);\n let h9 = h[9] + (t7 >>> 5 | hibit);\n let c = 0;\n let d0 = c + h0 * r0 + h1 * (5 * r9) + h2 * (5 * r8) + h3 * (5 * r7) + h4 * (5 * r6);\n c = d0 >>> 13;\n d0 &= 0x1fff;\n d0 += h5 * (5 * r5) + h6 * (5 * r4) + h7 * (5 * r3) + h8 * (5 * r2) + h9 * (5 * r1);\n c += d0 >>> 13;\n d0 &= 0x1fff;\n let d1 = c + h0 * r1 + h1 * r0 + h2 * (5 * r9) + h3 * (5 * r8) + h4 * (5 * r7);\n c = d1 >>> 13;\n d1 &= 0x1fff;\n d1 += h5 * (5 * r6) + h6 * (5 * r5) + h7 * (5 * r4) + h8 * (5 * r3) + h9 * (5 * r2);\n c += d1 >>> 13;\n d1 &= 0x1fff;\n let d2 = c + h0 * r2 + h1 * r1 + h2 * r0 + h3 * (5 * r9) + h4 * (5 * r8);\n c = d2 >>> 13;\n d2 &= 0x1fff;\n d2 += h5 * (5 * r7) + h6 * (5 * r6) + h7 * (5 * r5) + h8 * (5 * r4) + h9 * (5 * r3);\n c += d2 >>> 13;\n d2 &= 0x1fff;\n let d3 = c + h0 * r3 + h1 * r2 + h2 * r1 + h3 * r0 + h4 * (5 * r9);\n c = d3 >>> 13;\n d3 &= 0x1fff;\n d3 += h5 * (5 * r8) + h6 * (5 * r7) + h7 * (5 * r6) + h8 * (5 * r5) + h9 * (5 * r4);\n c += d3 >>> 13;\n d3 &= 0x1fff;\n let d4 = c + h0 * r4 + h1 * r3 + h2 * r2 + h3 * r1 + h4 * r0;\n c = d4 >>> 13;\n d4 &= 0x1fff;\n d4 += h5 * (5 * r9) + h6 * (5 * r8) + h7 * (5 * r7) + h8 * (5 * r6) + h9 * (5 * r5);\n c += d4 >>> 13;\n d4 &= 0x1fff;\n let d5 = c + h0 * r5 + h1 * r4 + h2 * r3 + h3 * r2 + h4 * r1;\n c = d5 >>> 13;\n d5 &= 0x1fff;\n d5 += h5 * r0 + h6 * (5 * r9) + h7 * (5 * r8) + h8 * (5 * r7) + h9 * (5 * r6);\n c += d5 >>> 13;\n d5 &= 0x1fff;\n let d6 = c + h0 * r6 + h1 * r5 + h2 * r4 + h3 * r3 + h4 * r2;\n c = d6 >>> 13;\n d6 &= 0x1fff;\n d6 += h5 * r1 + h6 * r0 + h7 * (5 * r9) + h8 * (5 * r8) + h9 * (5 * r7);\n c += d6 >>> 13;\n d6 &= 0x1fff;\n let d7 = c + h0 * r7 + h1 * r6 + h2 * r5 + h3 * r4 + h4 * r3;\n c = d7 >>> 13;\n d7 &= 0x1fff;\n d7 += h5 * r2 + h6 * r1 + h7 * r0 + h8 * (5 * r9) + h9 * (5 * r8);\n c += d7 >>> 13;\n d7 &= 0x1fff;\n let d8 = c + h0 * r8 + h1 * r7 + h2 * r6 + h3 * r5 + h4 * r4;\n c = d8 >>> 13;\n d8 &= 0x1fff;\n d8 += h5 * r3 + h6 * r2 + h7 * r1 + h8 * r0 + h9 * (5 * r9);\n c += d8 >>> 13;\n d8 &= 0x1fff;\n let d9 = c + h0 * r9 + h1 * r8 + h2 * r7 + h3 * r6 + h4 * r5;\n c = d9 >>> 13;\n d9 &= 0x1fff;\n d9 += h5 * r4 + h6 * r3 + h7 * r2 + h8 * r1 + h9 * r0;\n c += d9 >>> 13;\n d9 &= 0x1fff;\n c = (c << 2) + c | 0;\n c = c + d0 | 0;\n d0 = c & 0x1fff;\n c = c >>> 13;\n d1 += c;\n h[0] = d0;\n h[1] = d1;\n h[2] = d2;\n h[3] = d3;\n h[4] = d4;\n h[5] = d5;\n h[6] = d6;\n h[7] = d7;\n h[8] = d8;\n h[9] = d9;\n }\n finalize() {\n const { h, pad } = this;\n const g = new Uint16Array(10);\n let c = h[1] >>> 13;\n h[1] &= 0x1fff;\n for(let i = 2; i < 10; i++){\n h[i] += c;\n c = h[i] >>> 13;\n h[i] &= 0x1fff;\n }\n h[0] += c * 5;\n c = h[0] >>> 13;\n h[0] &= 0x1fff;\n h[1] += c;\n c = h[1] >>> 13;\n h[1] &= 0x1fff;\n h[2] += c;\n g[0] = h[0] + 5;\n c = g[0] >>> 13;\n g[0] &= 0x1fff;\n for(let i = 1; i < 10; i++){\n g[i] = h[i] + c;\n c = g[i] >>> 13;\n g[i] &= 0x1fff;\n }\n g[9] -= 1 << 13;\n let mask = (c ^ 1) - 1;\n for(let i = 0; i < 10; i++)g[i] &= mask;\n mask = ~mask;\n for(let i = 0; i < 10; i++)h[i] = h[i] & mask | g[i];\n h[0] = (h[0] | h[1] << 13) & 0xffff;\n h[1] = (h[1] >>> 3 | h[2] << 10) & 0xffff;\n h[2] = (h[2] >>> 6 | h[3] << 7) & 0xffff;\n h[3] = (h[3] >>> 9 | h[4] << 4) & 0xffff;\n h[4] = (h[4] >>> 12 | h[5] << 1 | h[6] << 14) & 0xffff;\n h[5] = (h[6] >>> 2 | h[7] << 11) & 0xffff;\n h[6] = (h[7] >>> 5 | h[8] << 8) & 0xffff;\n h[7] = (h[8] >>> 8 | h[9] << 5) & 0xffff;\n let f = h[0] + pad[0];\n h[0] = f & 0xffff;\n for(let i = 1; i < 8; i++){\n f = (h[i] + pad[i] | 0) + (f >>> 16) | 0;\n h[i] = f & 0xffff;\n }\n }\n update(data) {\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.exists)(this);\n const { buffer, blockLen } = this;\n data = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.toBytes)(data);\n const len = data.length;\n for(let pos = 0; pos < len;){\n const take = Math.min(blockLen - this.pos, len - pos);\n // Fast path: we have at least one block in input\n if (take === blockLen) {\n for(; blockLen <= len - pos; pos += blockLen)this.process(data, pos);\n continue;\n }\n buffer.set(data.subarray(pos, pos + take), this.pos);\n this.pos += take;\n pos += take;\n if (this.pos === blockLen) {\n this.process(buffer, 0, false);\n this.pos = 0;\n }\n }\n return this;\n }\n destroy() {\n this.h.fill(0);\n this.r.fill(0);\n this.buffer.fill(0);\n this.pad.fill(0);\n }\n digestInto(out) {\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.exists)(this);\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.output)(out, this);\n this.finished = true;\n const { buffer, h } = this;\n let { pos } = this;\n if (pos) {\n buffer[pos++] = 1;\n // buffer.subarray(pos).fill(0);\n for(; pos < 16; pos++)buffer[pos] = 0;\n this.process(buffer, 0, true);\n }\n this.finalize();\n let opos = 0;\n for(let i = 0; i < 8; i++){\n out[opos++] = h[i] >>> 0;\n out[opos++] = h[i] >>> 8;\n }\n return out;\n }\n digest() {\n const { buffer, outputLen } = this;\n this.digestInto(buffer);\n const res = buffer.slice(0, outputLen);\n this.destroy();\n return res;\n }\n}\nfunction wrapConstructorWithKey(hashCons) {\n const hashC = (msg, key)=>hashCons(key).update((0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.toBytes)(msg)).digest();\n const tmp = hashCons(new Uint8Array(32));\n hashC.outputLen = tmp.outputLen;\n hashC.blockLen = tmp.blockLen;\n hashC.create = (key)=>hashCons(key);\n return hashC;\n}\nconst poly1305 = wrapConstructorWithKey((key)=>new Poly1305(key)); //# sourceMappingURL=_poly1305.js.map\n//# sourceURL=[module]\n//# 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ble/ciphers/esm/_poly1305.js?5934"],"sourcesContent":["import { exists as aexists, output as aoutput } from './_assert.js';\nimport { ensureBytes, toBytes } from './utils.js';\n// Poly1305 is a fast and parallel secret-key message-authentication code.\n// https://cr.yp.to/mac.html, https://cr.yp.to/mac/poly1305-20050329.pdf\n// https://datatracker.ietf.org/doc/html/rfc8439\n// Based on Public Domain poly1305-donna https://github.com/floodyberry/poly1305-donna\nconst u8to16 = (a, i) => (a[i++] & 0xff) | ((a[i++] & 0xff) << 8);\nclass Poly1305 {\n    constructor(key) {\n        this.blockLen = 16;\n        this.outputLen = 16;\n        this.buffer = new Uint8Array(16);\n        this.r = new Uint16Array(10);\n        this.h = new Uint16Array(10);\n        this.pad = new Uint16Array(8);\n        this.pos = 0;\n        this.finished = false;\n        key = toBytes(key);\n        ensureBytes(key, 32);\n        const t0 = u8to16(key, 0);\n        const t1 = u8to16(key, 2);\n        const t2 = u8to16(key, 4);\n        const t3 = u8to16(key, 6);\n        const t4 = u8to16(key, 8);\n        const t5 = u8to16(key, 10);\n        const t6 = u8to16(key, 12);\n        const t7 = u8to16(key, 14);\n        // https://github.com/floodyberry/poly1305-donna/blob/e6ad6e091d30d7f4ec2d4f978be1fcfcbce72781/poly1305-donna-16.h#L47\n        this.r[0] = t0 & 0x1fff;\n        this.r[1] = ((t0 >>> 13) | (t1 << 3)) & 0x1fff;\n        this.r[2] = ((t1 >>> 10) | (t2 << 6)) & 0x1f03;\n        this.r[3] = ((t2 >>> 7) | (t3 << 9)) & 0x1fff;\n        this.r[4] = ((t3 >>> 4) | (t4 << 12)) & 0x00ff;\n        this.r[5] = (t4 >>> 1) & 0x1ffe;\n        this.r[6] = ((t4 >>> 14) | (t5 << 2)) & 0x1fff;\n        this.r[7] = ((t5 >>> 11) | (t6 << 5)) & 0x1f81;\n        this.r[8] = ((t6 >>> 8) | (t7 << 8)) & 0x1fff;\n        this.r[9] = (t7 >>> 5) & 0x007f;\n        for (let i = 0; i < 8; i++)\n            this.pad[i] = u8to16(key, 16 + 2 * i);\n    }\n    process(data, offset, isLast = false) {\n        const hibit = isLast ? 0 : 1 << 11;\n        const { h, r } = this;\n        const r0 = r[0];\n        const r1 = r[1];\n        const r2 = r[2];\n        const r3 = r[3];\n        const r4 = r[4];\n        const r5 = r[5];\n        const r6 = r[6];\n        const r7 = r[7];\n        const r8 = r[8];\n        const r9 = r[9];\n        const t0 = u8to16(data, offset + 0);\n        const t1 = u8to16(data, offset + 2);\n        const t2 = u8to16(data, offset + 4);\n        const t3 = u8to16(data, offset + 6);\n        const t4 = u8to16(data, offset + 8);\n        const t5 = u8to16(data, offset + 10);\n        const t6 = u8to16(data, offset + 12);\n        const t7 = u8to16(data, offset + 14);\n        let h0 = h[0] + (t0 & 0x1fff);\n        let h1 = h[1] + (((t0 >>> 13) | (t1 << 3)) & 0x1fff);\n        let h2 = h[2] + (((t1 >>> 10) | (t2 << 6)) & 0x1fff);\n        let h3 = h[3] + (((t2 >>> 7) | (t3 << 9)) & 0x1fff);\n        let h4 = h[4] + (((t3 >>> 4) | (t4 << 12)) & 0x1fff);\n        let h5 = h[5] + ((t4 >>> 1) & 0x1fff);\n        let h6 = h[6] + (((t4 >>> 14) | (t5 << 2)) & 0x1fff);\n        let h7 = h[7] + (((t5 >>> 11) | (t6 << 5)) & 0x1fff);\n        let h8 = h[8] + (((t6 >>> 8) | (t7 << 8)) & 0x1fff);\n        let h9 = h[9] + ((t7 >>> 5) | hibit);\n        let c = 0;\n        let d0 = c + h0 * r0 + h1 * (5 * r9) + h2 * (5 * r8) + h3 * (5 * r7) + h4 * (5 * r6);\n        c = d0 >>> 13;\n        d0 &= 0x1fff;\n        d0 += h5 * (5 * r5) + h6 * (5 * r4) + h7 * (5 * r3) + h8 * (5 * r2) + h9 * (5 * r1);\n        c += d0 >>> 13;\n        d0 &= 0x1fff;\n        let d1 = c + h0 * r1 + h1 * r0 + h2 * (5 * r9) + h3 * (5 * r8) + h4 * (5 * r7);\n        c = d1 >>> 13;\n        d1 &= 0x1fff;\n        d1 += h5 * (5 * r6) + h6 * (5 * r5) + h7 * (5 * r4) + h8 * (5 * r3) + h9 * (5 * r2);\n        c += d1 >>> 13;\n        d1 &= 0x1fff;\n        let d2 = c + h0 * r2 + h1 * r1 + h2 * r0 + h3 * (5 * r9) + h4 * (5 * r8);\n        c = d2 >>> 13;\n        d2 &= 0x1fff;\n        d2 += h5 * (5 * r7) + h6 * (5 * r6) + h7 * (5 * r5) + h8 * (5 * r4) + h9 * (5 * r3);\n        c += d2 >>> 13;\n        d2 &= 0x1fff;\n        let d3 = c + h0 * r3 + h1 * r2 + h2 * r1 + h3 * r0 + h4 * (5 * r9);\n        c = d3 >>> 13;\n        d3 &= 0x1fff;\n        d3 += h5 * (5 * r8) + h6 * (5 * r7) + h7 * (5 * r6) + h8 * (5 * r5) + h9 * (5 * r4);\n        c += d3 >>> 13;\n        d3 &= 0x1fff;\n        let d4 = c + h0 * r4 + h1 * r3 + h2 * r2 + h3 * r1 + h4 * r0;\n        c = d4 >>> 13;\n        d4 &= 0x1fff;\n        d4 += h5 * (5 * r9) + h6 * (5 * r8) + h7 * (5 * r7) + h8 * (5 * r6) + h9 * (5 * r5);\n        c += d4 >>> 13;\n        d4 &= 0x1fff;\n        let d5 = c + h0 * r5 + h1 * r4 + h2 * r3 + h3 * r2 + h4 * r1;\n        c = d5 >>> 13;\n        d5 &= 0x1fff;\n        d5 += h5 * r0 + h6 * (5 * r9) + h7 * (5 * r8) + h8 * (5 * r7) + h9 * (5 * r6);\n        c += d5 >>> 13;\n        d5 &= 0x1fff;\n        let d6 = c + h0 * r6 + h1 * r5 + h2 * r4 + h3 * r3 + h4 * r2;\n        c = d6 >>> 13;\n        d6 &= 0x1fff;\n        d6 += h5 * r1 + h6 * r0 + h7 * (5 * r9) + h8 * (5 * r8) + h9 * (5 * r7);\n        c += d6 >>> 13;\n        d6 &= 0x1fff;\n        let d7 = c + h0 * r7 + h1 * r6 + h2 * r5 + h3 * r4 + h4 * r3;\n        c = d7 >>> 13;\n        d7 &= 0x1fff;\n        d7 += h5 * r2 + h6 * r1 + h7 * r0 + h8 * (5 * r9) + h9 * (5 * r8);\n        c += d7 >>> 13;\n        d7 &= 0x1fff;\n        let d8 = c + h0 * r8 + h1 * r7 + h2 * r6 + h3 * r5 + h4 * r4;\n        c = d8 >>> 13;\n        d8 &= 0x1fff;\n        d8 += h5 * r3 + h6 * r2 + h7 * r1 + h8 * r0 + h9 * (5 * r9);\n        c += d8 >>> 13;\n        d8 &= 0x1fff;\n        let d9 = c + h0 * r9 + h1 * r8 + h2 * r7 + h3 * r6 + h4 * r5;\n        c = d9 >>> 13;\n        d9 &= 0x1fff;\n        d9 += h5 * r4 + h6 * r3 + h7 * r2 + h8 * r1 + h9 * r0;\n        c += d9 >>> 13;\n        d9 &= 0x1fff;\n        c = ((c << 2) + c) | 0;\n        c = (c + d0) | 0;\n        d0 = c & 0x1fff;\n        c = c >>> 13;\n        d1 += c;\n        h[0] = d0;\n        h[1] = d1;\n        h[2] = d2;\n        h[3] = d3;\n        h[4] = d4;\n        h[5] = d5;\n        h[6] = d6;\n        h[7] = d7;\n        h[8] = d8;\n        h[9] = d9;\n    }\n    finalize() {\n        const { h, pad } = this;\n        const g = new Uint16Array(10);\n        let c = h[1] >>> 13;\n        h[1] &= 0x1fff;\n        for (let i = 2; i < 10; i++) {\n            h[i] += c;\n            c = h[i] >>> 13;\n            h[i] &= 0x1fff;\n        }\n        h[0] += c * 5;\n        c = h[0] >>> 13;\n        h[0] &= 0x1fff;\n        h[1] += c;\n        c = h[1] >>> 13;\n        h[1] &= 0x1fff;\n        h[2] += c;\n        g[0] = h[0] + 5;\n        c = g[0] >>> 13;\n        g[0] &= 0x1fff;\n        for (let i = 1; i < 10; i++) {\n            g[i] = h[i] + c;\n            c = g[i] >>> 13;\n            g[i] &= 0x1fff;\n        }\n        g[9] -= 1 << 13;\n        let mask = (c ^ 1) - 1;\n        for (let i = 0; i < 10; i++)\n            g[i] &= mask;\n        mask = ~mask;\n        for (let i = 0; i < 10; i++)\n            h[i] = (h[i] & mask) | g[i];\n        h[0] = (h[0] | (h[1] << 13)) & 0xffff;\n        h[1] = ((h[1] >>> 3) | (h[2] << 10)) & 0xffff;\n        h[2] = ((h[2] >>> 6) | (h[3] << 7)) & 0xffff;\n        h[3] = ((h[3] >>> 9) | (h[4] << 4)) & 0xffff;\n        h[4] = ((h[4] >>> 12) | (h[5] << 1) | (h[6] << 14)) & 0xffff;\n        h[5] = ((h[6] >>> 2) | (h[7] << 11)) & 0xffff;\n        h[6] = ((h[7] >>> 5) | (h[8] << 8)) & 0xffff;\n        h[7] = ((h[8] >>> 8) | (h[9] << 5)) & 0xffff;\n        let f = h[0] + pad[0];\n        h[0] = f & 0xffff;\n        for (let i = 1; i < 8; i++) {\n            f = (((h[i] + pad[i]) | 0) + (f >>> 16)) | 0;\n            h[i] = f & 0xffff;\n        }\n    }\n    update(data) {\n        aexists(this);\n        const { buffer, blockLen } = this;\n        data = toBytes(data);\n        const len = data.length;\n        for (let pos = 0; pos < len;) {\n            const take = Math.min(blockLen - this.pos, len - pos);\n            // Fast path: we have at least one block in input\n            if (take === blockLen) {\n                for (; blockLen <= len - pos; pos += blockLen)\n                    this.process(data, pos);\n                continue;\n            }\n            buffer.set(data.subarray(pos, pos + take), this.pos);\n            this.pos += take;\n            pos += take;\n            if (this.pos === blockLen) {\n                this.process(buffer, 0, false);\n                this.pos = 0;\n            }\n        }\n        return this;\n    }\n    destroy() {\n        this.h.fill(0);\n        this.r.fill(0);\n        this.buffer.fill(0);\n        this.pad.fill(0);\n    }\n    digestInto(out) {\n        aexists(this);\n        aoutput(out, this);\n        this.finished = true;\n        const { buffer, h } = this;\n        let { pos } = this;\n        if (pos) {\n            buffer[pos++] = 1;\n            // buffer.subarray(pos).fill(0);\n            for (; pos < 16; pos++)\n                buffer[pos] = 0;\n            this.process(buffer, 0, true);\n        }\n        this.finalize();\n        let opos = 0;\n        for (let i = 0; i < 8; i++) {\n            out[opos++] = h[i] >>> 0;\n            out[opos++] = h[i] >>> 8;\n        }\n        return out;\n    }\n    digest() {\n        const { buffer, outputLen } = this;\n        this.digestInto(buffer);\n        const res = buffer.slice(0, outputLen);\n        this.destroy();\n        return res;\n    }\n}\nexport function wrapConstructorWithKey(hashCons) {\n    const hashC = (msg, key) => hashCons(key).update(toBytes(msg)).digest();\n    const tmp = hashCons(new Uint8Array(32));\n    hashC.outputLen = tmp.outputLen;\n    hashC.blockLen = tmp.blockLen;\n    hashC.create = (key) => hashCons(key);\n    return hashC;\n}\nexport const poly1305 = wrapConstructorWithKey((key) => new Poly1305(key));\n//# sourceMappingURL=_poly1305.js.map"],"names":["exists","aexists","output","aoutput","ensureBytes","toBytes","u8to16","a","i","Poly1305","constructor","key","blockLen","outputLen","buffer","Uint8Array","r","Uint16Array","h","pad","pos","finished","t0","t1","t2","t3","t4","t5","t6","t7","process","data","offset","isLast","hibit","r0","r1","r2","r3","r4","r5","r6","r7","r8","r9","h0","h1","h2","h3","h4","h5","h6","h7","h8","h9","c","d0","d1","d2","d3","d4","d5","d6","d7","d8","d9","finalize","g","mask","f","update","len","length","take","Math","min","set","subarray","destroy","fill","digestInto","out","opos","digest","res","slice","wrapConstructorWithKey","hashCons","hashC","msg","tmp","create","poly1305"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/ciphers/esm/_poly1305.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/ciphers/esm/chacha.js":
/*!***************************************************!*\
!*** ./node_modules/@noble/ciphers/esm/chacha.js ***!
\***************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ _poly1305_aead: () => (/* binding */ _poly1305_aead),\n/* harmony export */ chacha12: () => (/* binding */ chacha12),\n/* harmony export */ chacha20: () => (/* binding */ chacha20),\n/* harmony export */ chacha20orig: () => (/* binding */ chacha20orig),\n/* harmony export */ chacha20poly1305: () => (/* binding */ chacha20poly1305),\n/* harmony export */ chacha8: () => (/* binding */ chacha8),\n/* harmony export */ hchacha: () => (/* binding */ hchacha),\n/* harmony export */ xchacha20: () => (/* binding */ xchacha20),\n/* harmony export */ xchacha20poly1305: () => (/* binding */ xchacha20poly1305)\n/* harmony export */ });\n/* harmony import */ var _utils_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./utils.js */ \"(ssr)/./node_modules/@noble/ciphers/esm/utils.js\");\n/* harmony import */ var _poly1305_js__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! ./_poly1305.js */ \"(ssr)/./node_modules/@noble/ciphers/esm/_poly1305.js\");\n/* harmony import */ var _arx_js__WEBPACK_IMPORTED_MODULE_2__ = __webpack_require__(/*! ./_arx.js */ \"(ssr)/./node_modules/@noble/ciphers/esm/_arx.js\");\n\n\n\n// ChaCha20 stream cipher was released in 2008. ChaCha aims to increase\n// the diffusion per round, but had slightly less cryptanalysis.\n// https://cr.yp.to/chacha.html, http://cr.yp.to/chacha/chacha-20080128.pdf\n/**\n * ChaCha core function.\n */ // prettier-ignore\nfunction chachaCore(s, k, n, out, cnt, rounds = 20) {\n let y00 = s[0], y01 = s[1], y02 = s[2], y03 = s[3], y04 = k[0], y05 = k[1], y06 = k[2], y07 = k[3], y08 = k[4], y09 = k[5], y10 = k[6], y11 = k[7], y12 = cnt, y13 = n[0], y14 = n[1], y15 = n[2]; // Counter Counter\tNonce Nonce\n // Save state to temporary variables\n let x00 = y00, x01 = y01, x02 = y02, x03 = y03, x04 = y04, x05 = y05, x06 = y06, x07 = y07, x08 = y08, x09 = y09, x10 = y10, x11 = y11, x12 = y12, x13 = y13, x14 = y14, x15 = y15;\n for(let r = 0; r < rounds; r += 2){\n x00 = x00 + x04 | 0;\n x12 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x12 ^ x00, 16);\n x08 = x08 + x12 | 0;\n x04 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x04 ^ x08, 12);\n x00 = x00 + x04 | 0;\n x12 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x12 ^ x00, 8);\n x08 = x08 + x12 | 0;\n x04 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x04 ^ x08, 7);\n x01 = x01 + x05 | 0;\n x13 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x13 ^ x01, 16);\n x09 = x09 + x13 | 0;\n x05 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x05 ^ x09, 12);\n x01 = x01 + x05 | 0;\n x13 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x13 ^ x01, 8);\n x09 = x09 + x13 | 0;\n x05 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x05 ^ x09, 7);\n x02 = x02 + x06 | 0;\n x14 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x14 ^ x02, 16);\n x10 = x10 + x14 | 0;\n x06 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x06 ^ x10, 12);\n x02 = x02 + x06 | 0;\n x14 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x14 ^ x02, 8);\n x10 = x10 + x14 | 0;\n x06 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x06 ^ x10, 7);\n x03 = x03 + x07 | 0;\n x15 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x15 ^ x03, 16);\n x11 = x11 + x15 | 0;\n x07 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x07 ^ x11, 12);\n x03 = x03 + x07 | 0;\n x15 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x15 ^ x03, 8);\n x11 = x11 + x15 | 0;\n x07 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x07 ^ x11, 7);\n x00 = x00 + x05 | 0;\n x15 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x15 ^ x00, 16);\n x10 = x10 + x15 | 0;\n x05 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x05 ^ x10, 12);\n x00 = x00 + x05 | 0;\n x15 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x15 ^ x00, 8);\n x10 = x10 + x15 | 0;\n x05 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x05 ^ x10, 7);\n x01 = x01 + x06 | 0;\n x12 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x12 ^ x01, 16);\n x11 = x11 + x12 | 0;\n x06 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x06 ^ x11, 12);\n x01 = x01 + x06 | 0;\n x12 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x12 ^ x01, 8);\n x11 = x11 + x12 | 0;\n x06 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x06 ^ x11, 7);\n x02 = x02 + x07 | 0;\n x13 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x13 ^ x02, 16);\n x08 = x08 + x13 | 0;\n x07 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x07 ^ x08, 12);\n x02 = x02 + x07 | 0;\n x13 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x13 ^ x02, 8);\n x08 = x08 + x13 | 0;\n x07 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x07 ^ x08, 7);\n x03 = x03 + x04 | 0;\n x14 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x14 ^ x03, 16);\n x09 = x09 + x14 | 0;\n x04 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x04 ^ x09, 12);\n x03 = x03 + x04 | 0;\n x14 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x14 ^ x03, 8);\n x09 = x09 + x14 | 0;\n x04 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x04 ^ x09, 7);\n }\n // Write output\n let oi = 0;\n out[oi++] = y00 + x00 | 0;\n out[oi++] = y01 + x01 | 0;\n out[oi++] = y02 + x02 | 0;\n out[oi++] = y03 + x03 | 0;\n out[oi++] = y04 + x04 | 0;\n out[oi++] = y05 + x05 | 0;\n out[oi++] = y06 + x06 | 0;\n out[oi++] = y07 + x07 | 0;\n out[oi++] = y08 + x08 | 0;\n out[oi++] = y09 + x09 | 0;\n out[oi++] = y10 + x10 | 0;\n out[oi++] = y11 + x11 | 0;\n out[oi++] = y12 + x12 | 0;\n out[oi++] = y13 + x13 | 0;\n out[oi++] = y14 + x14 | 0;\n out[oi++] = y15 + x15 | 0;\n}\n/**\n * hchacha helper method, used primarily in xchacha, to hash\n * key and nonce into key' and nonce'.\n * Same as chachaCore, but there doesn't seem to be a way to move the block\n * out without 25% performance hit.\n */ // prettier-ignore\nfunction hchacha(s, k, i, o32) {\n let x00 = s[0], x01 = s[1], x02 = s[2], x03 = s[3], x04 = k[0], x05 = k[1], x06 = k[2], x07 = k[3], x08 = k[4], x09 = k[5], x10 = k[6], x11 = k[7], x12 = i[0], x13 = i[1], x14 = i[2], x15 = i[3];\n for(let r = 0; r < 20; r += 2){\n x00 = x00 + x04 | 0;\n x12 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x12 ^ x00, 16);\n x08 = x08 + x12 | 0;\n x04 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x04 ^ x08, 12);\n x00 = x00 + x04 | 0;\n x12 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x12 ^ x00, 8);\n x08 = x08 + x12 | 0;\n x04 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x04 ^ x08, 7);\n x01 = x01 + x05 | 0;\n x13 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x13 ^ x01, 16);\n x09 = x09 + x13 | 0;\n x05 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x05 ^ x09, 12);\n x01 = x01 + x05 | 0;\n x13 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x13 ^ x01, 8);\n x09 = x09 + x13 | 0;\n x05 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x05 ^ x09, 7);\n x02 = x02 + x06 | 0;\n x14 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x14 ^ x02, 16);\n x10 = x10 + x14 | 0;\n x06 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x06 ^ x10, 12);\n x02 = x02 + x06 | 0;\n x14 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x14 ^ x02, 8);\n x10 = x10 + x14 | 0;\n x06 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x06 ^ x10, 7);\n x03 = x03 + x07 | 0;\n x15 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x15 ^ x03, 16);\n x11 = x11 + x15 | 0;\n x07 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x07 ^ x11, 12);\n x03 = x03 + x07 | 0;\n x15 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x15 ^ x03, 8);\n x11 = x11 + x15 | 0;\n x07 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x07 ^ x11, 7);\n x00 = x00 + x05 | 0;\n x15 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x15 ^ x00, 16);\n x10 = x10 + x15 | 0;\n x05 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x05 ^ x10, 12);\n x00 = x00 + x05 | 0;\n x15 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x15 ^ x00, 8);\n x10 = x10 + x15 | 0;\n x05 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x05 ^ x10, 7);\n x01 = x01 + x06 | 0;\n x12 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x12 ^ x01, 16);\n x11 = x11 + x12 | 0;\n x06 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x06 ^ x11, 12);\n x01 = x01 + x06 | 0;\n x12 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x12 ^ x01, 8);\n x11 = x11 + x12 | 0;\n x06 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x06 ^ x11, 7);\n x02 = x02 + x07 | 0;\n x13 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x13 ^ x02, 16);\n x08 = x08 + x13 | 0;\n x07 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x07 ^ x08, 12);\n x02 = x02 + x07 | 0;\n x13 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x13 ^ x02, 8);\n x08 = x08 + x13 | 0;\n x07 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x07 ^ x08, 7);\n x03 = x03 + x04 | 0;\n x14 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x14 ^ x03, 16);\n x09 = x09 + x14 | 0;\n x04 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x04 ^ x09, 12);\n x03 = x03 + x04 | 0;\n x14 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x14 ^ x03, 8);\n x09 = x09 + x14 | 0;\n x04 = (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.rotl)(x04 ^ x09, 7);\n }\n let oi = 0;\n o32[oi++] = x00;\n o32[oi++] = x01;\n o32[oi++] = x02;\n o32[oi++] = x03;\n o32[oi++] = x12;\n o32[oi++] = x13;\n o32[oi++] = x14;\n o32[oi++] = x15;\n}\n/**\n * Original, non-RFC chacha20 from DJB. 8-byte nonce, 8-byte counter.\n */ const chacha20orig = /* @__PURE__ */ (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.createCipher)(chachaCore, {\n counterRight: false,\n counterLength: 8,\n allowShortKeys: true\n});\n/**\n * ChaCha stream cipher. Conforms to RFC 8439 (IETF, TLS). 12-byte nonce, 4-byte counter.\n * With 12-byte nonce, it's not safe to use fill it with random (CSPRNG), due to collision chance.\n */ const chacha20 = /* @__PURE__ */ (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.createCipher)(chachaCore, {\n counterRight: false,\n counterLength: 4,\n allowShortKeys: false\n});\n/**\n * XChaCha eXtended-nonce ChaCha. 24-byte nonce.\n * With 24-byte nonce, it's safe to use fill it with random (CSPRNG).\n * https://datatracker.ietf.org/doc/html/draft-irtf-cfrg-xchacha\n */ const xchacha20 = /* @__PURE__ */ (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.createCipher)(chachaCore, {\n counterRight: false,\n counterLength: 8,\n extendNonceFn: hchacha,\n allowShortKeys: false\n});\n/**\n * Reduced 8-round chacha, described in original paper.\n */ const chacha8 = /* @__PURE__ */ (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.createCipher)(chachaCore, {\n counterRight: false,\n counterLength: 4,\n rounds: 8\n});\n/**\n * Reduced 12-round chacha, described in original paper.\n */ const chacha12 = /* @__PURE__ */ (0,_arx_js__WEBPACK_IMPORTED_MODULE_2__.createCipher)(chachaCore, {\n counterRight: false,\n counterLength: 4,\n rounds: 12\n});\nconst ZEROS16 = /* @__PURE__ */ new Uint8Array(16);\n// Pad to digest size with zeros\nconst updatePadded = (h, msg)=>{\n h.update(msg);\n const left = msg.length % 16;\n if (left) h.update(ZEROS16.subarray(left));\n};\nconst ZEROS32 = /* @__PURE__ */ new Uint8Array(32);\nfunction computeTag(fn, key, nonce, data, AAD) {\n const authKey = fn(key, nonce, ZEROS32);\n const h = _poly1305_js__WEBPACK_IMPORTED_MODULE_1__.poly1305.create(authKey);\n if (AAD) updatePadded(h, AAD);\n updatePadded(h, data);\n const num = new Uint8Array(16);\n const view = (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.createView)(num);\n (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.setBigUint64)(view, 0, BigInt(AAD ? AAD.length : 0), true);\n (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.setBigUint64)(view, 8, BigInt(data.length), true);\n h.update(num);\n const res = h.digest();\n authKey.fill(0);\n return res;\n}\n/**\n * AEAD algorithm from RFC 8439.\n * Salsa20 and chacha (RFC 8439) use poly1305 differently.\n * We could have composed them similar to:\n * https://github.com/paulmillr/scure-base/blob/b266c73dde977b1dd7ef40ef7a23cc15aab526b3/index.ts#L250\n * But it's hard because of authKey:\n * In salsa20, authKey changes position in salsa stream.\n * In chacha, authKey can't be computed inside computeTag, it modifies the counter.\n */ const _poly1305_aead = (xorStream)=>(key, nonce, AAD)=>{\n const tagLength = 16;\n (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.ensureBytes)(key, 32);\n (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.ensureBytes)(nonce);\n return {\n encrypt: (plaintext, output)=>{\n const plength = plaintext.length;\n const clength = plength + tagLength;\n if (output) {\n (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.ensureBytes)(output, clength);\n } else {\n output = new Uint8Array(clength);\n }\n xorStream(key, nonce, plaintext, output, 1);\n const tag = computeTag(xorStream, key, nonce, output.subarray(0, -tagLength), AAD);\n output.set(tag, plength); // append tag\n return output;\n },\n decrypt: (ciphertext, output)=>{\n const clength = ciphertext.length;\n const plength = clength - tagLength;\n if (clength < tagLength) throw new Error(`encrypted data must be at least ${tagLength} bytes`);\n if (output) {\n (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.ensureBytes)(output, plength);\n } else {\n output = new Uint8Array(plength);\n }\n const data = ciphertext.subarray(0, -tagLength);\n const passedTag = ciphertext.subarray(-tagLength);\n const tag = computeTag(xorStream, key, nonce, data, AAD);\n if (!(0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.equalBytes)(passedTag, tag)) throw new Error(\"invalid tag\");\n xorStream(key, nonce, data, output, 1);\n return output;\n }\n };\n };\n/**\n * ChaCha20-Poly1305 from RFC 8439.\n * With 12-byte nonce, it's not safe to use fill it with random (CSPRNG), due to collision chance.\n */ const chacha20poly1305 = /* @__PURE__ */ (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.wrapCipher)({\n blockSize: 64,\n nonceLength: 12,\n tagLength: 16\n}, _poly1305_aead(chacha20));\n/**\n * XChaCha20-Poly1305 extended-nonce chacha.\n * https://datatracker.ietf.org/doc/html/draft-irtf-cfrg-xchacha\n * With 24-byte nonce, it's safe to use fill it with random (CSPRNG).\n */ const xchacha20poly1305 = /* @__PURE__ */ (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.wrapCipher)({\n blockSize: 64,\n nonceLength: 24,\n tagLength: 16\n}, _poly1305_aead(xchacha20)); //# sourceMappingURL=chacha.js.map\n//# sourceURL=[module]\n//# 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{ wrapCipher, createView, ensureBytes, equalBytes, setBigUint64, } from './utils.js';\nimport { poly1305 } from './_poly1305.js';\nimport { createCipher, rotl } from './_arx.js';\n// ChaCha20 stream cipher was released in 2008. ChaCha aims to increase\n// the diffusion per round, but had slightly less cryptanalysis.\n// https://cr.yp.to/chacha.html, http://cr.yp.to/chacha/chacha-20080128.pdf\n/**\n * ChaCha core function.\n */\n// prettier-ignore\nfunction chachaCore(s, k, n, out, cnt, rounds = 20) {\n    let y00 = s[0], y01 = s[1], y02 = s[2], y03 = s[3], // \"expa\"   \"nd 3\"  \"2-by\"  \"te k\"\n    y04 = k[0], y05 = k[1], y06 = k[2], y07 = k[3], // Key      Key     Key     Key\n    y08 = k[4], y09 = k[5], y10 = k[6], y11 = k[7], // Key      Key     Key     Key\n    y12 = cnt, y13 = n[0], y14 = n[1], y15 = n[2]; // Counter  Counter\tNonce   Nonce\n    // Save state to temporary variables\n    let x00 = y00, x01 = y01, x02 = y02, x03 = y03, x04 = y04, x05 = y05, x06 = y06, x07 = y07, x08 = y08, x09 = y09, x10 = y10, x11 = y11, x12 = y12, x13 = y13, x14 = y14, x15 = y15;\n    for (let r = 0; r < rounds; r += 2) {\n        x00 = (x00 + x04) | 0;\n        x12 = rotl(x12 ^ x00, 16);\n        x08 = (x08 + x12) | 0;\n        x04 = rotl(x04 ^ x08, 12);\n        x00 = (x00 + x04) | 0;\n        x12 = rotl(x12 ^ x00, 8);\n        x08 = (x08 + x12) | 0;\n        x04 = rotl(x04 ^ x08, 7);\n        x01 = (x01 + x05) | 0;\n        x13 = rotl(x13 ^ x01, 16);\n        x09 = (x09 + x13) | 0;\n        x05 = rotl(x05 ^ x09, 12);\n        x01 = (x01 + x05) | 0;\n        x13 = rotl(x13 ^ x01, 8);\n        x09 = (x09 + x13) | 0;\n        x05 = rotl(x05 ^ x09, 7);\n        x02 = (x02 + x06) | 0;\n        x14 = rotl(x14 ^ x02, 16);\n        x10 = (x10 + x14) | 0;\n        x06 = rotl(x06 ^ x10, 12);\n        x02 = (x02 + x06) | 0;\n        x14 = rotl(x14 ^ x02, 8);\n        x10 = (x10 + x14) | 0;\n        x06 = rotl(x06 ^ x10, 7);\n        x03 = (x03 + x07) | 0;\n        x15 = rotl(x15 ^ x03, 16);\n        x11 = (x11 + x15) | 0;\n        x07 = rotl(x07 ^ x11, 12);\n        x03 = (x03 + x07) | 0;\n        x15 = rotl(x15 ^ x03, 8);\n        x11 = (x11 + x15) | 0;\n        x07 = rotl(x07 ^ x11, 7);\n        x00 = (x00 + x05) | 0;\n        x15 = rotl(x15 ^ x00, 16);\n        x10 = (x10 + x15) | 0;\n        x05 = rotl(x05 ^ x10, 12);\n        x00 = (x00 + x05) | 0;\n        x15 = rotl(x15 ^ x00, 8);\n        x10 = (x10 + x15) | 0;\n        x05 = rotl(x05 ^ x10, 7);\n        x01 = (x01 + x06) | 0;\n        x12 = rotl(x12 ^ x01, 16);\n        x11 = (x11 + x12) | 0;\n        x06 = rotl(x06 ^ x11, 12);\n        x01 = (x01 + x06) | 0;\n        x12 = rotl(x12 ^ x01, 8);\n        x11 = (x11 + x12) | 0;\n        x06 = rotl(x06 ^ x11, 7);\n        x02 = (x02 + x07) | 0;\n        x13 = rotl(x13 ^ x02, 16);\n        x08 = (x08 + x13) | 0;\n        x07 = rotl(x07 ^ x08, 12);\n        x02 = (x02 + x07) | 0;\n        x13 = rotl(x13 ^ x02, 8);\n        x08 = (x08 + x13) | 0;\n        x07 = rotl(x07 ^ x08, 7);\n        x03 = (x03 + x04) | 0;\n        x14 = rotl(x14 ^ x03, 16);\n        x09 = (x09 + x14) | 0;\n        x04 = rotl(x04 ^ x09, 12);\n        x03 = (x03 + x04) | 0;\n        x14 = rotl(x14 ^ x03, 8);\n        x09 = (x09 + x14) | 0;\n        x04 = rotl(x04 ^ x09, 7);\n    }\n    // Write output\n    let oi = 0;\n    out[oi++] = (y00 + x00) | 0;\n    out[oi++] = (y01 + x01) | 0;\n    out[oi++] = (y02 + x02) | 0;\n    out[oi++] = (y03 + x03) | 0;\n    out[oi++] = (y04 + x04) | 0;\n    out[oi++] = (y05 + x05) | 0;\n    out[oi++] = (y06 + x06) | 0;\n    out[oi++] = (y07 + x07) | 0;\n    out[oi++] = (y08 + x08) | 0;\n    out[oi++] = (y09 + x09) | 0;\n    out[oi++] = (y10 + x10) | 0;\n    out[oi++] = (y11 + x11) | 0;\n    out[oi++] = (y12 + x12) | 0;\n    out[oi++] = (y13 + x13) | 0;\n    out[oi++] = (y14 + x14) | 0;\n    out[oi++] = (y15 + x15) | 0;\n}\n/**\n * hchacha helper method, used primarily in xchacha, to hash\n * key and nonce into key' and nonce'.\n * Same as chachaCore, but there doesn't seem to be a way to move the block\n * out without 25% performance hit.\n */\n// prettier-ignore\nexport function hchacha(s, k, i, o32) {\n    let x00 = s[0], x01 = s[1], x02 = s[2], x03 = s[3], x04 = k[0], x05 = k[1], x06 = k[2], x07 = k[3], x08 = k[4], x09 = k[5], x10 = k[6], x11 = k[7], x12 = i[0], x13 = i[1], x14 = i[2], x15 = i[3];\n    for (let r = 0; 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Conforms to RFC 8439 (IETF, TLS). 12-byte nonce, 4-byte counter.\n * With 12-byte nonce, it's not safe to use fill it with random (CSPRNG), due to collision chance.\n */\nexport const chacha20 = /* @__PURE__ */ createCipher(chachaCore, {\n    counterRight: false,\n    counterLength: 4,\n    allowShortKeys: false,\n});\n/**\n * XChaCha eXtended-nonce ChaCha. 24-byte nonce.\n * With 24-byte nonce, it's safe to use fill it with random (CSPRNG).\n * https://datatracker.ietf.org/doc/html/draft-irtf-cfrg-xchacha\n */\nexport const xchacha20 = /* @__PURE__ */ createCipher(chachaCore, {\n    counterRight: false,\n    counterLength: 8,\n    extendNonceFn: hchacha,\n    allowShortKeys: false,\n});\n/**\n * Reduced 8-round chacha, described in original paper.\n */\nexport const chacha8 = /* @__PURE__ */ createCipher(chachaCore, {\n    counterRight: false,\n    counterLength: 4,\n    rounds: 8,\n});\n/**\n * Reduced 12-round chacha, described in original paper.\n */\nexport const chacha12 = /* @__PURE__ */ createCipher(chachaCore, {\n    counterRight: false,\n    counterLength: 4,\n    rounds: 12,\n});\nconst ZEROS16 = /* @__PURE__ */ new Uint8Array(16);\n// Pad to digest size with zeros\nconst updatePadded = (h, msg) => {\n    h.update(msg);\n    const left = msg.length % 16;\n    if (left)\n        h.update(ZEROS16.subarray(left));\n};\nconst ZEROS32 = /* @__PURE__ */ new Uint8Array(32);\nfunction computeTag(fn, key, nonce, data, AAD) {\n    const authKey = fn(key, nonce, ZEROS32);\n    const h = poly1305.create(authKey);\n    if (AAD)\n        updatePadded(h, AAD);\n    updatePadded(h, data);\n    const num = new Uint8Array(16);\n    const view = createView(num);\n    setBigUint64(view, 0, BigInt(AAD ? AAD.length : 0), true);\n    setBigUint64(view, 8, BigInt(data.length), true);\n    h.update(num);\n    const res = h.digest();\n    authKey.fill(0);\n    return res;\n}\n/**\n * AEAD algorithm from RFC 8439.\n * Salsa20 and chacha (RFC 8439) use poly1305 differently.\n * We could have composed them similar to:\n * https://github.com/paulmillr/scure-base/blob/b266c73dde977b1dd7ef40ef7a23cc15aab526b3/index.ts#L250\n * But it's hard because of authKey:\n * In salsa20, authKey changes position in salsa stream.\n * In chacha, authKey can't be computed inside computeTag, it modifies the counter.\n */\nexport const _poly1305_aead = (xorStream) => (key, nonce, AAD) => {\n    const tagLength = 16;\n    ensureBytes(key, 32);\n    ensureBytes(nonce);\n    return {\n        encrypt: (plaintext, output) => {\n            const plength = plaintext.length;\n            const clength = plength + tagLength;\n            if (output) {\n                ensureBytes(output, clength);\n            }\n            else {\n                output = new Uint8Array(clength);\n            }\n            xorStream(key, nonce, plaintext, output, 1);\n            const tag = computeTag(xorStream, key, nonce, output.subarray(0, -tagLength), AAD);\n            output.set(tag, plength); // append tag\n            return output;\n        },\n        decrypt: (ciphertext, output) => {\n            const clength = ciphertext.length;\n            const plength = clength - tagLength;\n            if (clength < tagLength)\n                throw new Error(`encrypted data must be at least ${tagLength} bytes`);\n            if (output) {\n                ensureBytes(output, plength);\n            }\n            else {\n                output = new Uint8Array(plength);\n            }\n            const data = ciphertext.subarray(0, -tagLength);\n            const passedTag = ciphertext.subarray(-tagLength);\n            const tag = computeTag(xorStream, key, nonce, data, AAD);\n            if (!equalBytes(passedTag, tag))\n                throw new Error('invalid tag');\n            xorStream(key, nonce, data, output, 1);\n            return output;\n        },\n    };\n};\n/**\n * ChaCha20-Poly1305 from RFC 8439.\n * With 12-byte nonce, it's not safe to use fill it with random (CSPRNG), due to collision chance.\n */\nexport const chacha20poly1305 = /* @__PURE__ */ wrapCipher({ blockSize: 64, nonceLength: 12, tagLength: 16 }, _poly1305_aead(chacha20));\n/**\n * XChaCha20-Poly1305 extended-nonce chacha.\n * https://datatracker.ietf.org/doc/html/draft-irtf-cfrg-xchacha\n * With 24-byte nonce, it's safe to use fill it with random (CSPRNG).\n */\nexport const xchacha20poly1305 = /* @__PURE__ */ wrapCipher({ blockSize: 64, nonceLength: 24, tagLength: 16 }, _poly1305_aead(xchacha20));\n//# sourceMappingURL=chacha.js.map"],"names":["wrapCipher","createView","ensureBytes","equalBytes","setBigUint64","poly1305","createCipher","rotl","chachaCore","s","k","n","out","cnt","rounds","y00","y01","y02","y03","y04","y05","y06","y07","y08","y09","y10","y11","y12","y13","y14","y15","x00","x01","x02","x03","x04","x05","x06","x07","x08","x09","x10","x11","x12","x13","x14","x15","r","oi","hchacha","i","o32","chacha20orig","counterRight","counterLength","allowShortKeys","chacha20","xchacha20","extendNonceFn","chacha8","chacha12","ZEROS16","Uint8Array","updatePadded","h","msg","update","left","length","subarray","ZEROS32","computeTag","fn","key","nonce","data","AAD","authKey","create","num","view","BigInt","res","digest","fill","_poly1305_aead","xorStream","tagLength","encrypt","plaintext","output","plength","clength","tag","set","decrypt","ciphertext","Error","passedTag","chacha20poly1305","blockSize","nonceLength","xchacha20poly1305"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/ciphers/esm/chacha.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/ciphers/esm/utils.js":
/*!**************************************************!*\
!*** ./node_modules/@noble/ciphers/esm/utils.js ***!
\**************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
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noble-ciphers - MIT License (c) 2023 Paul Miller (paulmillr.com) */\n// Cast array to different type\nexport const u8 = (arr) => new Uint8Array(arr.buffer, arr.byteOffset, arr.byteLength);\nexport const u16 = (arr) => new Uint16Array(arr.buffer, arr.byteOffset, Math.floor(arr.byteLength / 2));\nexport const u32 = (arr) => new Uint32Array(arr.buffer, arr.byteOffset, Math.floor(arr.byteLength / 4));\nfunction isBytes(a) {\n    return (a instanceof Uint8Array ||\n        (a != null && typeof a === 'object' && a.constructor.name === 'Uint8Array'));\n}\n// Cast array to view\nexport const createView = (arr) => new DataView(arr.buffer, arr.byteOffset, arr.byteLength);\n// big-endian hardware is rare. Just in case someone still decides to run ciphers:\n// early-throw an error because we don't support BE yet.\nexport const isLE = new Uint8Array(new Uint32Array([0x11223344]).buffer)[0] === 0x44;\nif (!isLE)\n    throw new Error('Non little-endian hardware is not supported');\n// Array where index 0xf0 (240) is mapped to string 'f0'\nconst hexes = /* @__PURE__ */ Array.from({ length: 256 }, (_, i) => i.toString(16).padStart(2, '0'));\n/**\n * @example bytesToHex(Uint8Array.from([0xca, 0xfe, 0x01, 0x23])) // 'cafe0123'\n */\nexport function bytesToHex(bytes) {\n    if (!isBytes(bytes))\n        throw new Error('Uint8Array expected');\n    // pre-caching improves the speed 6x\n    let hex = '';\n    for (let i = 0; i < bytes.length; i++) {\n        hex += hexes[bytes[i]];\n    }\n    return hex;\n}\n// We use optimized technique to convert hex string to byte array\nconst asciis = { _0: 48, _9: 57, _A: 65, _F: 70, _a: 97, _f: 102 };\nfunction asciiToBase16(char) {\n    if (char >= asciis._0 && char <= asciis._9)\n        return char - asciis._0;\n    if (char >= asciis._A && char <= asciis._F)\n        return char - (asciis._A - 10);\n    if (char >= asciis._a && char <= asciis._f)\n        return char - (asciis._a - 10);\n    return;\n}\n/**\n * @example hexToBytes('cafe0123') // Uint8Array.from([0xca, 0xfe, 0x01, 0x23])\n */\nexport function hexToBytes(hex) {\n    if (typeof hex !== 'string')\n        throw new Error('hex string expected, got ' + typeof hex);\n    const hl = hex.length;\n    const al = hl / 2;\n    if (hl % 2)\n        throw new Error('padded hex string expected, got unpadded hex of length ' + hl);\n    const array = new Uint8Array(al);\n    for (let ai = 0, hi = 0; ai < al; ai++, hi += 2) {\n        const n1 = asciiToBase16(hex.charCodeAt(hi));\n        const n2 = asciiToBase16(hex.charCodeAt(hi + 1));\n        if (n1 === undefined || n2 === undefined) {\n            const char = hex[hi] + hex[hi + 1];\n            throw new Error('hex string expected, got non-hex character \"' + char + '\" at index ' + hi);\n        }\n        array[ai] = n1 * 16 + n2;\n    }\n    return array;\n}\nexport function hexToNumber(hex) {\n    if (typeof hex !== 'string')\n        throw new Error('hex string expected, got ' + typeof hex);\n    // Big Endian\n    return BigInt(hex === '' ? '0' : `0x${hex}`);\n}\n// BE: Big Endian, LE: Little Endian\nexport function bytesToNumberBE(bytes) {\n    return hexToNumber(bytesToHex(bytes));\n}\nexport function numberToBytesBE(n, len) {\n    return hexToBytes(n.toString(16).padStart(len * 2, '0'));\n}\n// There is no setImmediate in browser and setTimeout is slow.\n// call of async fn will return Promise, which will be fullfiled only on\n// next scheduler queue processing step and this is exactly what we need.\nexport const nextTick = async () => { };\n// Returns control to thread each 'tick' ms to avoid blocking\nexport async function asyncLoop(iters, tick, cb) {\n    let ts = Date.now();\n    for (let i = 0; i < iters; i++) {\n        cb(i);\n        // Date.now() is not monotonic, so in case if clock goes backwards we return return control too\n        const diff = Date.now() - ts;\n        if (diff >= 0 && diff < tick)\n            continue;\n        await nextTick();\n        ts += diff;\n    }\n}\n/**\n * @example utf8ToBytes('abc') // new Uint8Array([97, 98, 99])\n */\nexport function utf8ToBytes(str) {\n    if (typeof str !== 'string')\n        throw new Error(`utf8ToBytes expected string, got ${typeof str}`);\n    return new Uint8Array(new TextEncoder().encode(str)); // https://bugzil.la/1681809\n}\nexport function bytesToUtf8(bytes) {\n    return new TextDecoder().decode(bytes);\n}\n/**\n * Normalizes (non-hex) string or Uint8Array to Uint8Array.\n * Warning: when Uint8Array is passed, it would NOT get copied.\n * Keep in mind for future mutable operations.\n */\nexport function toBytes(data) {\n    if (typeof data === 'string')\n        data = utf8ToBytes(data);\n    else if (isBytes(data))\n        data = data.slice();\n    else\n        throw new Error(`expected Uint8Array, got ${typeof data}`);\n    return data;\n}\n/**\n * Copies several Uint8Arrays into one.\n */\nexport function concatBytes(...arrays) {\n    let sum = 0;\n    for (let i = 0; i < arrays.length; i++) {\n        const a = arrays[i];\n        if (!isBytes(a))\n            throw new Error('Uint8Array expected');\n        sum += a.length;\n    }\n    const res = new Uint8Array(sum);\n    for (let i = 0, pad = 0; i < arrays.length; i++) {\n        const a = arrays[i];\n        res.set(a, pad);\n        pad += a.length;\n    }\n    return res;\n}\n// Check if object doens't have custom constructor (like Uint8Array/Array)\nconst isPlainObject = (obj) => Object.prototype.toString.call(obj) === '[object Object]' && obj.constructor === Object;\nexport function checkOpts(defaults, opts) {\n    if (opts !== undefined && (typeof opts !== 'object' || !isPlainObject(opts)))\n        throw new Error('options must be object or undefined');\n    const merged = Object.assign(defaults, opts);\n    return merged;\n}\nexport function ensureBytes(b, len) {\n    if (!isBytes(b))\n        throw new Error('Uint8Array expected');\n    if (typeof len === 'number')\n        if (b.length !== len)\n            throw new Error(`Uint8Array length ${len} expected`);\n}\n// Compares 2 u8a-s in kinda constant time\nexport function equalBytes(a, b) {\n    if (a.length !== b.length)\n        return false;\n    let diff = 0;\n    for (let i = 0; i < a.length; i++)\n        diff |= a[i] ^ b[i];\n    return diff === 0;\n}\n// For runtime check if class implements interface\nexport class Hash {\n}\nexport const wrapCipher = (params, c) => {\n    Object.assign(c, params);\n    return c;\n};\n// Polyfill for Safari 14\nexport function setBigUint64(view, byteOffset, value, isLE) {\n    if (typeof view.setBigUint64 === 'function')\n        return view.setBigUint64(byteOffset, value, isLE);\n    const _32n = BigInt(32);\n    const _u32_max = BigInt(0xffffffff);\n    const wh = Number((value >> _32n) & _u32_max);\n    const wl = Number(value & _u32_max);\n    const h = isLE ? 4 : 0;\n    const l = isLE ? 0 : 4;\n    view.setUint32(byteOffset + h, wh, isLE);\n    view.setUint32(byteOffset + l, wl, isLE);\n}\nexport function u64Lengths(ciphertext, AAD) {\n    const num = new Uint8Array(16);\n    const view = createView(num);\n    setBigUint64(view, 0, BigInt(AAD ? AAD.length : 0), true);\n    setBigUint64(view, 8, BigInt(ciphertext.length), true);\n    return num;\n}\n//# sourceMappingURL=utils.js.map"],"names":["u8","arr","Uint8Array","buffer","byteOffset","byteLength","u16","Uint16Array","Math","floor","u32","Uint32Array","isBytes","a","constructor","name","createView","DataView","isLE","Error","hexes","Array","from","length","_","i","toString","padStart","bytesToHex","bytes","hex","asciis","_0","_9","_A","_F","_a","_f","asciiToBase16","char","hexToBytes","hl","al","array","ai","hi","n1","charCodeAt","n2","undefined","hexToNumber","BigInt","bytesToNumberBE","numberToBytesBE","n","len","nextTick","asyncLoop","iters","tick","cb","ts","Date","now","diff","utf8ToBytes","str","TextEncoder","encode","bytesToUtf8","TextDecoder","decode","toBytes","data","slice","concatBytes","arrays","sum","res","pad","set","isPlainObject","obj","Object","prototype","call","checkOpts","defaults","opts","merged","assign","ensureBytes","b","equalBytes","Hash","wrapCipher","params","c","setBigUint64","view","value","_32n","_u32_max","wh","Number","wl","h","l","setUint32","u64Lengths","ciphertext","AAD","num"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/ciphers/esm/utils.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/curves/esm/_shortw_utils.js":
/*!*********************************************************!*\
!*** ./node_modules/@noble/curves/esm/_shortw_utils.js ***!
\*********************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ createCurve: () => (/* binding */ createCurve),\n/* harmony export */ getHash: () => (/* binding */ getHash)\n/* harmony export */ });\n/* harmony import */ var _noble_hashes_hmac__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! @noble/hashes/hmac */ \"(ssr)/./node_modules/@noble/hashes/esm/hmac.js\");\n/* harmony import */ var _noble_hashes_utils__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! @noble/hashes/utils */ \"(ssr)/./node_modules/@noble/hashes/esm/utils.js\");\n/* harmony import */ var _abstract_weierstrass_js__WEBPACK_IMPORTED_MODULE_2__ = __webpack_require__(/*! ./abstract/weierstrass.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/weierstrass.js\");\n/*! noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */ \n\n\n// connects noble-curves to noble-hashes\nfunction getHash(hash) {\n return {\n hash,\n hmac: (key, ...msgs)=>(0,_noble_hashes_hmac__WEBPACK_IMPORTED_MODULE_0__.hmac)(hash, key, (0,_noble_hashes_utils__WEBPACK_IMPORTED_MODULE_1__.concatBytes)(...msgs)),\n randomBytes: _noble_hashes_utils__WEBPACK_IMPORTED_MODULE_1__.randomBytes\n };\n}\nfunction createCurve(curveDef, defHash) {\n const create = (hash)=>(0,_abstract_weierstrass_js__WEBPACK_IMPORTED_MODULE_2__.weierstrass)({\n ...curveDef,\n ...getHash(hash)\n });\n return Object.freeze({\n ...create(defHash),\n create\n });\n} //# sourceMappingURL=_shortw_utils.js.map\n//# sourceURL=[module]\n//# sourceMappingURL=data:application/json;charset=utf-8;base64,eyJ2ZXJzaW9uIjozLCJmaWxlIjoiKHNzcikvLi9ub2RlX21vZHVsZXMvQG5vYmxlL2N1cnZlcy9lc20vX3Nob3J0d191dGlscy5qcyIsIm1hcHBpbmdzIjoiOzs7Ozs7OztBQUFBLG9FQUFvRSxHQUMxQjtBQUNxQjtBQUNQO0FBQ3hELHdDQUF3QztBQUNqQyxTQUFTSSxRQUFRQyxJQUFJO0lBQ3hCLE9BQU87UUFDSEE7UUFDQUwsTUFBTSxDQUFDTSxLQUFLLEdBQUdDLE9BQVNQLHdEQUFJQSxDQUFDSyxNQUFNQyxLQUFLTCxnRUFBV0EsSUFBSU07UUFDdkRMLFdBQVdBLDhEQUFBQTtJQUNmO0FBQ0o7QUFDTyxTQUFTTSxZQUFZQyxRQUFRLEVBQUVDLE9BQU87SUFDekMsTUFBTUMsU0FBUyxDQUFDTixPQUFTRixxRUFBV0EsQ0FBQztZQUFFLEdBQUdNLFFBQVE7WUFBRSxHQUFHTCxRQUFRQyxLQUFLO1FBQUM7SUFDckUsT0FBT08sT0FBT0MsTUFBTSxDQUFDO1FBQUUsR0FBR0YsT0FBT0QsUUFBUTtRQUFFQztJQUFPO0FBQ3RELEVBQ0EseUNBQXlDIiwic291cmNlcyI6WyJ3ZWJwYWNrOi8vZmx1c2gtbm90ZXMvLi9ub2RlX21vZHVsZXMvQG5vYmxlL2N1cnZlcy9lc20vX3Nob3J0d191dGlscy5qcz9mMjQ0Il0sInNvdXJjZXNDb250ZW50IjpbIi8qISBub2JsZS1jdXJ2ZXMgLSBNSVQgTGljZW5zZSAoYykgMjAyMiBQYXVsIE1pbGxlciAocGF1bG1pbGxyLmNvbSkgKi9cbmltcG9ydCB7IGhtYWMgfSBmcm9tICdAbm9ibGUvaGFzaGVzL2htYWMnO1xuaW1wb3J0IHsgY29uY2F0Qnl0ZXMsIHJhbmRvbUJ5dGVzIH0gZnJvbSAnQG5vYmxlL2hhc2hlcy91dGlscyc7XG5pbXBvcnQgeyB3ZWllcnN0cmFzcyB9IGZyb20gJy4vYWJzdHJhY3Qvd2VpZXJzdHJhc3MuanMnO1xuLy8gY29ubmVjdHMgbm9ibGUtY3VydmVzIHRvIG5vYmxlLWhhc2hlc1xuZXhwb3J0IGZ1bmN0aW9uIGdldEhhc2goaGFzaCkge1xuICAgIHJldHVybiB7XG4gICAgICAgIGhhc2gsXG4gICAgICAgIGhtYWM6IChrZXksIC4uLm1zZ3MpID0+IGhtYWMoaGFzaCwga2V5LCBjb25jYXRCeXRlcyguLi5tc2dzKSksXG4gICAgICAgIHJhbmRvbUJ5dGVzLFxuICAgIH07XG59XG5leHBvcnQgZnVuY3Rpb24gY3JlYXRlQ3VydmUoY3VydmVEZWYsIGRlZkhhc2gpIHtcbiAgICBjb25zdCBjcmVhdGUgPSAoaGFzaCkgPT4gd2VpZXJzdHJhc3MoeyAuLi5jdXJ2ZURlZiwgLi4uZ2V0SGFzaChoYXNoKSB9KTtcbiAgICByZXR1cm4gT2JqZWN0LmZyZWV6ZSh7IC4uLmNyZWF0ZShkZWZIYXNoKSwgY3JlYXRlIH0pO1xufVxuLy8jIHNvdXJjZU1hcHBpbmdVUkw9X3Nob3J0d191dGlscy5qcy5tYXAiXSwibmFtZXMiOlsiaG1hYyIsImNvbmNhdEJ5dGVzIiwicmFuZG9tQnl0ZXMiLCJ3ZWllcnN0cmFzcyIsImdldEhhc2giLCJoYXNoIiwia2V5IiwibXNncyIsImNyZWF0ZUN1cnZlIiwiY3VydmVEZWYiLCJkZWZIYXNoIiwiY3JlYXRlIiwiT2JqZWN0IiwiZnJlZXplIl0sInNvdXJjZVJvb3QiOiIifQ==\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/curves/esm/_shortw_utils.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/curves/esm/abstract/curve.js":
/*!**********************************************************!*\
!*** ./node_modules/@noble/curves/esm/abstract/curve.js ***!
\**********************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ validateBasic: () => (/* binding */ validateBasic),\n/* harmony export */ wNAF: () => (/* binding */ wNAF)\n/* harmony export */ });\n/* harmony import */ var _modular_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./modular.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/modular.js\");\n/* harmony import */ var _utils_js__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! ./utils.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/utils.js\");\n/*! noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */ // Abelian group utilities\n\n\nconst _0n = BigInt(0);\nconst _1n = BigInt(1);\n// Elliptic curve multiplication of Point by scalar. Fragile.\n// Scalars should always be less than curve order: this should be checked inside of a curve itself.\n// Creates precomputation tables for fast multiplication:\n// - private scalar is split by fixed size windows of W bits\n// - every window point is collected from window's table & added to accumulator\n// - since windows are different, same point inside tables won't be accessed more than once per calc\n// - each multiplication is 'Math.ceil(CURVE_ORDER / 𝑊) + 1' point additions (fixed for any scalar)\n// - +1 window is neccessary for wNAF\n// - wNAF reduces table size: 2x less memory + 2x faster generation, but 10% slower multiplication\n// TODO: Research returning 2d JS array of windows, instead of a single window. This would allow\n// windows to be in different memory locations\nfunction wNAF(c, bits) {\n const constTimeNegate = (condition, item)=>{\n const neg = item.negate();\n return condition ? neg : item;\n };\n const opts = (W)=>{\n const windows = Math.ceil(bits / W) + 1; // +1, because\n const windowSize = 2 ** (W - 1); // -1 because we skip zero\n return {\n windows,\n windowSize\n };\n };\n return {\n constTimeNegate,\n // non-const time multiplication ladder\n unsafeLadder (elm, n) {\n let p = c.ZERO;\n let d = elm;\n while(n > _0n){\n if (n & _1n) p = p.add(d);\n d = d.double();\n n >>= _1n;\n }\n return p;\n },\n /**\n * Creates a wNAF precomputation window. Used for caching.\n * Default window size is set by `utils.precompute()` and is equal to 8.\n * Number of precomputed points depends on the curve size:\n * 2^(𝑊−1) * (Math.ceil(𝑛 / 𝑊) + 1), where:\n * - 𝑊 is the window size\n * - 𝑛 is the bitlength of the curve order.\n * For a 256-bit curve and window size 8, the number of precomputed points is 128 * 33 = 4224.\n * @returns precomputed point tables flattened to a single array\n */ precomputeWindow (elm, W) {\n const { windows, windowSize } = opts(W);\n const points = [];\n let p = elm;\n let base = p;\n for(let window = 0; window < windows; window++){\n base = p;\n points.push(base);\n // =1, because we skip zero\n for(let i = 1; i < windowSize; i++){\n base = base.add(p);\n points.push(base);\n }\n p = base.double();\n }\n return points;\n },\n /**\n * Implements ec multiplication using precomputed tables and w-ary non-adjacent form.\n * @param W window size\n * @param precomputes precomputed tables\n * @param n scalar (we don't check here, but should be less than curve order)\n * @returns real and fake (for const-time) points\n */ wNAF (W, precomputes, n) {\n // TODO: maybe check that scalar is less than group order? wNAF behavious is undefined otherwise\n // But need to carefully remove other checks before wNAF. ORDER == bits here\n const { windows, windowSize } = opts(W);\n let p = c.ZERO;\n let f = c.BASE;\n const mask = BigInt(2 ** W - 1); // Create mask with W ones: 0b1111 for W=4 etc.\n const maxNumber = 2 ** W;\n const shiftBy = BigInt(W);\n for(let window = 0; window < windows; window++){\n const offset = window * windowSize;\n // Extract W bits.\n let wbits = Number(n & mask);\n // Shift number by W bits.\n n >>= shiftBy;\n // If the bits are bigger than max size, we'll split those.\n // +224 => 256 - 32\n if (wbits > windowSize) {\n wbits -= maxNumber;\n n += _1n;\n }\n // This code was first written with assumption that 'f' and 'p' will never be infinity point:\n // since each addition is multiplied by 2 ** W, it cannot cancel each other. However,\n // there is negate now: it is possible that negated element from low value\n // would be the same as high element, which will create carry into next window.\n // It's not obvious how this can fail, but still worth investigating later.\n // Check if we're onto Zero point.\n // Add random point inside current window to f.\n const offset1 = offset;\n const offset2 = offset + Math.abs(wbits) - 1; // -1 because we skip zero\n const cond1 = window % 2 !== 0;\n const cond2 = wbits < 0;\n if (wbits === 0) {\n // The most important part for const-time getPublicKey\n f = f.add(constTimeNegate(cond1, precomputes[offset1]));\n } else {\n p = p.add(constTimeNegate(cond2, precomputes[offset2]));\n }\n }\n // JIT-compiler should not eliminate f here, since it will later be used in normalizeZ()\n // Even if the variable is still unused, there are some checks which will\n // throw an exception, so compiler needs to prove they won't happen, which is hard.\n // At this point there is a way to F be infinity-point even if p is not,\n // which makes it less const-time: around 1 bigint multiply.\n return {\n p,\n f\n };\n },\n wNAFCached (P, precomputesMap, n, transform) {\n // @ts-ignore\n const W = P._WINDOW_SIZE || 1;\n // Calculate precomputes on a first run, reuse them after\n let comp = precomputesMap.get(P);\n if (!comp) {\n comp = this.precomputeWindow(P, W);\n if (W !== 1) {\n precomputesMap.set(P, transform(comp));\n }\n }\n return this.wNAF(W, comp, n);\n }\n };\n}\nfunction validateBasic(curve) {\n (0,_modular_js__WEBPACK_IMPORTED_MODULE_0__.validateField)(curve.Fp);\n (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.validateObject)(curve, {\n n: \"bigint\",\n h: \"bigint\",\n Gx: \"field\",\n Gy: \"field\"\n }, {\n nBitLength: \"isSafeInteger\",\n nByteLength: \"isSafeInteger\"\n });\n // Set defaults\n return Object.freeze({\n ...(0,_modular_js__WEBPACK_IMPORTED_MODULE_0__.nLength)(curve.n, curve.nBitLength),\n ...curve,\n ...{\n p: curve.Fp.ORDER\n }\n });\n} //# 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noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */\n// Abelian group utilities\nimport { validateField, nLength } from './modular.js';\nimport { validateObject } from './utils.js';\nconst _0n = BigInt(0);\nconst _1n = BigInt(1);\n// Elliptic curve multiplication of Point by scalar. Fragile.\n// Scalars should always be less than curve order: this should be checked inside of a curve itself.\n// Creates precomputation tables for fast multiplication:\n// - private scalar is split by fixed size windows of W bits\n// - every window point is collected from window's table & added to accumulator\n// - since windows are different, same point inside tables won't be accessed more than once per calc\n// - each multiplication is 'Math.ceil(CURVE_ORDER / 𝑊) + 1' point additions (fixed for any scalar)\n// - +1 window is neccessary for wNAF\n// - wNAF reduces table size: 2x less memory + 2x faster generation, but 10% slower multiplication\n// TODO: Research returning 2d JS array of windows, instead of a single window. This would allow\n// windows to be in different memory locations\nexport function wNAF(c, bits) {\n    const constTimeNegate = (condition, item) => {\n        const neg = item.negate();\n        return condition ? neg : item;\n    };\n    const opts = (W) => {\n        const windows = Math.ceil(bits / W) + 1; // +1, because\n        const windowSize = 2 ** (W - 1); // -1 because we skip zero\n        return { windows, windowSize };\n    };\n    return {\n        constTimeNegate,\n        // non-const time multiplication ladder\n        unsafeLadder(elm, n) {\n            let p = c.ZERO;\n            let d = elm;\n            while (n > _0n) {\n                if (n & _1n)\n                    p = p.add(d);\n                d = d.double();\n                n >>= _1n;\n            }\n            return p;\n        },\n        /**\n         * Creates a wNAF precomputation window. Used for caching.\n         * Default window size is set by `utils.precompute()` and is equal to 8.\n         * Number of precomputed points depends on the curve size:\n         * 2^(𝑊−1) * (Math.ceil(𝑛 / 𝑊) + 1), where:\n         * - 𝑊 is the window size\n         * - 𝑛 is the bitlength of the curve order.\n         * For a 256-bit curve and window size 8, the number of precomputed points is 128 * 33 = 4224.\n         * @returns precomputed point tables flattened to a single array\n         */\n        precomputeWindow(elm, W) {\n            const { windows, windowSize } = opts(W);\n            const points = [];\n            let p = elm;\n            let base = p;\n            for (let window = 0; window < windows; window++) {\n                base = p;\n                points.push(base);\n                // =1, because we skip zero\n                for (let i = 1; i < windowSize; i++) {\n                    base = base.add(p);\n                    points.push(base);\n                }\n                p = base.double();\n            }\n            return points;\n        },\n        /**\n         * Implements ec multiplication using precomputed tables and w-ary non-adjacent form.\n         * @param W window size\n         * @param precomputes precomputed tables\n         * @param n scalar (we don't check here, but should be less than curve order)\n         * @returns real and fake (for const-time) points\n         */\n        wNAF(W, precomputes, n) {\n            // TODO: maybe check that scalar is less than group order? wNAF behavious is undefined otherwise\n            // But need to carefully remove other checks before wNAF. ORDER == bits here\n            const { windows, windowSize } = opts(W);\n            let p = c.ZERO;\n            let f = c.BASE;\n            const mask = BigInt(2 ** W - 1); // Create mask with W ones: 0b1111 for W=4 etc.\n            const maxNumber = 2 ** W;\n            const shiftBy = BigInt(W);\n            for (let window = 0; window < windows; window++) {\n                const offset = window * windowSize;\n                // Extract W bits.\n                let wbits = Number(n & mask);\n                // Shift number by W bits.\n                n >>= shiftBy;\n                // If the bits are bigger than max size, we'll split those.\n                // +224 => 256 - 32\n                if (wbits > windowSize) {\n                    wbits -= maxNumber;\n                    n += _1n;\n                }\n                // This code was first written with assumption that 'f' and 'p' will never be infinity point:\n                // since each addition is multiplied by 2 ** W, it cannot cancel each other. However,\n                // there is negate now: it is possible that negated element from low value\n                // would be the same as high element, which will create carry into next window.\n                // It's not obvious how this can fail, but still worth investigating later.\n                // Check if we're onto Zero point.\n                // Add random point inside current window to f.\n                const offset1 = offset;\n                const offset2 = offset + Math.abs(wbits) - 1; // -1 because we skip zero\n                const cond1 = window % 2 !== 0;\n                const cond2 = wbits < 0;\n                if (wbits === 0) {\n                    // The most important part for const-time getPublicKey\n                    f = f.add(constTimeNegate(cond1, precomputes[offset1]));\n                }\n                else {\n                    p = p.add(constTimeNegate(cond2, precomputes[offset2]));\n                }\n            }\n            // JIT-compiler should not eliminate f here, since it will later be used in normalizeZ()\n            // Even if the variable is still unused, there are some checks which will\n            // throw an exception, so compiler needs to prove they won't happen, which is hard.\n            // At this point there is a way to F be infinity-point even if p is not,\n            // which makes it less const-time: around 1 bigint multiply.\n            return { p, f };\n        },\n        wNAFCached(P, precomputesMap, n, transform) {\n            // @ts-ignore\n            const W = P._WINDOW_SIZE || 1;\n            // Calculate precomputes on a first run, reuse them after\n            let comp = precomputesMap.get(P);\n            if (!comp) {\n                comp = this.precomputeWindow(P, W);\n                if (W !== 1) {\n                    precomputesMap.set(P, transform(comp));\n                }\n            }\n            return this.wNAF(W, comp, n);\n        },\n    };\n}\nexport function validateBasic(curve) {\n    validateField(curve.Fp);\n    validateObject(curve, {\n        n: 'bigint',\n        h: 'bigint',\n        Gx: 'field',\n        Gy: 'field',\n    }, {\n        nBitLength: 'isSafeInteger',\n        nByteLength: 'isSafeInteger',\n    });\n    // Set defaults\n    return Object.freeze({\n        ...nLength(curve.n, curve.nBitLength),\n        ...curve,\n        ...{ p: curve.Fp.ORDER },\n    });\n}\n//# sourceMappingURL=curve.js.map"],"names":["validateField","nLength","validateObject","_0n","BigInt","_1n","wNAF","c","bits","constTimeNegate","condition","item","neg","negate","opts","W","windows","Math","ceil","windowSize","unsafeLadder","elm","n","p","ZERO","d","add","double","precomputeWindow","points","base","window","push","i","precomputes","f","BASE","mask","maxNumber","shiftBy","offset","wbits","Number","offset1","offset2","abs","cond1","cond2","wNAFCached","P","precomputesMap","transform","_WINDOW_SIZE","comp","get","set","validateBasic","curve","Fp","h","Gx","Gy","nBitLength","nByteLength","Object","freeze","ORDER"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/curves/esm/abstract/curve.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/curves/esm/abstract/edwards.js":
/*!************************************************************!*\
!*** ./node_modules/@noble/curves/esm/abstract/edwards.js ***!
\************************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ twistedEdwards: () => (/* binding */ twistedEdwards)\n/* harmony export */ });\n/* harmony import */ var _modular_js__WEBPACK_IMPORTED_MODULE_2__ = __webpack_require__(/*! ./modular.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/modular.js\");\n/* harmony import */ var _utils_js__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! ./utils.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/utils.js\");\n/* harmony import */ var _curve_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./curve.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/curve.js\");\n/*! noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */ // Twisted Edwards curve. The formula is: ax² + y² = 1 + dx²y²\n\n\n\n\n// Be friendly to bad ECMAScript parsers by not using bigint literals\n// prettier-ignore\nconst _0n = BigInt(0), _1n = BigInt(1), _2n = BigInt(2), _8n = BigInt(8);\n// verification rule is either zip215 or rfc8032 / nist186-5. Consult fromHex:\nconst VERIFY_DEFAULT = {\n zip215: true\n};\nfunction validateOpts(curve) {\n const opts = (0,_curve_js__WEBPACK_IMPORTED_MODULE_0__.validateBasic)(curve);\n _utils_js__WEBPACK_IMPORTED_MODULE_1__.validateObject(curve, {\n hash: \"function\",\n a: \"bigint\",\n d: \"bigint\",\n randomBytes: \"function\"\n }, {\n adjustScalarBytes: \"function\",\n domain: \"function\",\n uvRatio: \"function\",\n mapToCurve: \"function\"\n });\n // Set defaults\n return Object.freeze({\n ...opts\n });\n}\n// It is not generic twisted curve for now, but ed25519/ed448 generic implementation\nfunction twistedEdwards(curveDef) {\n const CURVE = validateOpts(curveDef);\n const { Fp, n: CURVE_ORDER, prehash: prehash, hash: cHash, randomBytes, nByteLength, h: cofactor } = CURVE;\n const MASK = _2n << BigInt(nByteLength * 8) - _1n;\n const modP = Fp.create; // Function overrides\n // sqrt(u/v)\n const uvRatio = CURVE.uvRatio || ((u, v)=>{\n try {\n return {\n isValid: true,\n value: Fp.sqrt(u * Fp.inv(v))\n };\n } catch (e) {\n return {\n isValid: false,\n value: _0n\n };\n }\n });\n const adjustScalarBytes = CURVE.adjustScalarBytes || ((bytes)=>bytes); // NOOP\n const domain = CURVE.domain || ((data, ctx, phflag)=>{\n if (ctx.length || phflag) throw new Error(\"Contexts/pre-hash are not supported\");\n return data;\n }); // NOOP\n const inBig = (n)=>typeof n === \"bigint\" && _0n < n; // n in [1..]\n const inRange = (n, max)=>inBig(n) && inBig(max) && n < max; // n in [1..max-1]\n const in0MaskRange = (n)=>n === _0n || inRange(n, MASK); // n in [0..MASK-1]\n function assertInRange(n, max) {\n // n in [1..max-1]\n if (inRange(n, max)) return n;\n throw new Error(`Expected valid scalar < ${max}, got ${typeof n} ${n}`);\n }\n function assertGE0(n) {\n // n in [0..CURVE_ORDER-1]\n return n === _0n ? n : assertInRange(n, CURVE_ORDER); // GE = prime subgroup, not full group\n }\n const pointPrecomputes = new Map();\n function isPoint(other) {\n if (!(other instanceof Point)) throw new Error(\"ExtendedPoint expected\");\n }\n // Extended Point works in extended coordinates: (x, y, z, t) ∋ (x=x/z, y=y/z, t=xy).\n // https://en.wikipedia.org/wiki/Twisted_Edwards_curve#Extended_coordinates\n class Point {\n constructor(ex, ey, ez, et){\n this.ex = ex;\n this.ey = ey;\n this.ez = ez;\n this.et = et;\n if (!in0MaskRange(ex)) throw new Error(\"x required\");\n if (!in0MaskRange(ey)) throw new Error(\"y required\");\n if (!in0MaskRange(ez)) throw new Error(\"z required\");\n if (!in0MaskRange(et)) throw new Error(\"t required\");\n }\n get x() {\n return this.toAffine().x;\n }\n get y() {\n return this.toAffine().y;\n }\n static fromAffine(p) {\n if (p instanceof Point) throw new Error(\"extended point not allowed\");\n const { x, y } = p || {};\n if (!in0MaskRange(x) || !in0MaskRange(y)) throw new Error(\"invalid affine point\");\n return new Point(x, y, _1n, modP(x * y));\n }\n static normalizeZ(points) {\n const toInv = Fp.invertBatch(points.map((p)=>p.ez));\n return points.map((p, i)=>p.toAffine(toInv[i])).map(Point.fromAffine);\n }\n // \"Private method\", don't use it directly\n _setWindowSize(windowSize) {\n this._WINDOW_SIZE = windowSize;\n pointPrecomputes.delete(this);\n }\n // Not required for fromHex(), which always creates valid points.\n // Could be useful for fromAffine().\n assertValidity() {\n const { a, d } = CURVE;\n if (this.is0()) throw new Error(\"bad point: ZERO\"); // TODO: optimize, with vars below?\n // Equation in affine coordinates: ax² + y² = 1 + dx²y²\n // Equation in projective coordinates (X/Z, Y/Z, Z): (aX² + Y²)Z² = Z⁴ + dX²Y²\n const { ex: X, ey: Y, ez: Z, et: T } = this;\n const X2 = modP(X * X); // X²\n const Y2 = modP(Y * Y); // Y²\n const Z2 = modP(Z * Z); // Z²\n const Z4 = modP(Z2 * Z2); // Z⁴\n const aX2 = modP(X2 * a); // aX²\n const left = modP(Z2 * modP(aX2 + Y2)); // (aX² + Y²)Z²\n const right = modP(Z4 + modP(d * modP(X2 * Y2))); // Z⁴ + dX²Y²\n if (left !== right) throw new Error(\"bad point: equation left != right (1)\");\n // In Extended coordinates we also have T, which is x*y=T/Z: check X*Y == Z*T\n const XY = modP(X * Y);\n const ZT = modP(Z * T);\n if (XY !== ZT) throw new Error(\"bad point: equation left != right (2)\");\n }\n // Compare one point to another.\n equals(other) {\n isPoint(other);\n const { ex: X1, ey: Y1, ez: Z1 } = this;\n const { ex: X2, ey: Y2, ez: Z2 } = other;\n const X1Z2 = modP(X1 * Z2);\n const X2Z1 = modP(X2 * Z1);\n const Y1Z2 = modP(Y1 * Z2);\n const Y2Z1 = modP(Y2 * Z1);\n return X1Z2 === X2Z1 && Y1Z2 === Y2Z1;\n }\n is0() {\n return this.equals(Point.ZERO);\n }\n negate() {\n // Flips point sign to a negative one (-x, y in affine coords)\n return new Point(modP(-this.ex), this.ey, this.ez, modP(-this.et));\n }\n // Fast algo for doubling Extended Point.\n // https://hyperelliptic.org/EFD/g1p/auto-twisted-extended.html#doubling-dbl-2008-hwcd\n // Cost: 4M + 4S + 1*a + 6add + 1*2.\n double() {\n const { a } = CURVE;\n const { ex: X1, ey: Y1, ez: Z1 } = this;\n const A = modP(X1 * X1); // A = X12\n const B = modP(Y1 * Y1); // B = Y12\n const C = modP(_2n * modP(Z1 * Z1)); // C = 2*Z12\n const D = modP(a * A); // D = a*A\n const x1y1 = X1 + Y1;\n const E = modP(modP(x1y1 * x1y1) - A - B); // E = (X1+Y1)2-A-B\n const G = D + B; // G = D+B\n const F = G - C; // F = G-C\n const H = D - B; // H = D-B\n const X3 = modP(E * F); // X3 = E*F\n const Y3 = modP(G * H); // Y3 = G*H\n const T3 = modP(E * H); // T3 = E*H\n const Z3 = modP(F * G); // Z3 = F*G\n return new Point(X3, Y3, Z3, T3);\n }\n // Fast algo for adding 2 Extended Points.\n // https://hyperelliptic.org/EFD/g1p/auto-twisted-extended.html#addition-add-2008-hwcd\n // Cost: 9M + 1*a + 1*d + 7add.\n add(other) {\n isPoint(other);\n const { a, d } = CURVE;\n const { ex: X1, ey: Y1, ez: Z1, et: T1 } = this;\n const { ex: X2, ey: Y2, ez: Z2, et: T2 } = other;\n // Faster algo for adding 2 Extended Points when curve's a=-1.\n // http://hyperelliptic.org/EFD/g1p/auto-twisted-extended-1.html#addition-add-2008-hwcd-4\n // Cost: 8M + 8add + 2*2.\n // Note: It does not check whether the `other` point is valid.\n if (a === BigInt(-1)) {\n const A = modP((Y1 - X1) * (Y2 + X2));\n const B = modP((Y1 + X1) * (Y2 - X2));\n const F = modP(B - A);\n if (F === _0n) return this.double(); // Same point. Tests say it doesn't affect timing\n const C = modP(Z1 * _2n * T2);\n const D = modP(T1 * _2n * Z2);\n const E = D + C;\n const G = B + A;\n const H = D - C;\n const X3 = modP(E * F);\n const Y3 = modP(G * H);\n const T3 = modP(E * H);\n const Z3 = modP(F * G);\n return new Point(X3, Y3, Z3, T3);\n }\n const A = modP(X1 * X2); // A = X1*X2\n const B = modP(Y1 * Y2); // B = Y1*Y2\n const C = modP(T1 * d * T2); // C = T1*d*T2\n const D = modP(Z1 * Z2); // D = Z1*Z2\n const E = modP((X1 + Y1) * (X2 + Y2) - A - B); // E = (X1+Y1)*(X2+Y2)-A-B\n const F = D - C; // F = D-C\n const G = D + C; // G = D+C\n const H = modP(B - a * A); // H = B-a*A\n const X3 = modP(E * F); // X3 = E*F\n const Y3 = modP(G * H); // Y3 = G*H\n const T3 = modP(E * H); // T3 = E*H\n const Z3 = modP(F * G); // Z3 = F*G\n return new Point(X3, Y3, Z3, T3);\n }\n subtract(other) {\n return this.add(other.negate());\n }\n wNAF(n) {\n return wnaf.wNAFCached(this, pointPrecomputes, n, Point.normalizeZ);\n }\n // Constant-time multiplication.\n multiply(scalar) {\n const { p, f } = this.wNAF(assertInRange(scalar, CURVE_ORDER));\n return Point.normalizeZ([\n p,\n f\n ])[0];\n }\n // Non-constant-time multiplication. Uses double-and-add algorithm.\n // It's faster, but should only be used when you don't care about\n // an exposed private key e.g. sig verification.\n // Does NOT allow scalars higher than CURVE.n.\n multiplyUnsafe(scalar) {\n let n = assertGE0(scalar); // 0 <= scalar < CURVE.n\n if (n === _0n) return I;\n if (this.equals(I) || n === _1n) return this;\n if (this.equals(G)) return this.wNAF(n).p;\n return wnaf.unsafeLadder(this, n);\n }\n // Checks if point is of small order.\n // If you add something to small order point, you will have \"dirty\"\n // point with torsion component.\n // Multiplies point by cofactor and checks if the result is 0.\n isSmallOrder() {\n return this.multiplyUnsafe(cofactor).is0();\n }\n // Multiplies point by curve order and checks if the result is 0.\n // Returns `false` is the point is dirty.\n isTorsionFree() {\n return wnaf.unsafeLadder(this, CURVE_ORDER).is0();\n }\n // Converts Extended point to default (x, y) coordinates.\n // Can accept precomputed Z^-1 - for example, from invertBatch.\n toAffine(iz) {\n const { ex: x, ey: y, ez: z } = this;\n const is0 = this.is0();\n if (iz == null) iz = is0 ? _8n : Fp.inv(z); // 8 was chosen arbitrarily\n const ax = modP(x * iz);\n const ay = modP(y * iz);\n const zz = modP(z * iz);\n if (is0) return {\n x: _0n,\n y: _1n\n };\n if (zz !== _1n) throw new Error(\"invZ was invalid\");\n return {\n x: ax,\n y: ay\n };\n }\n clearCofactor() {\n const { h: cofactor } = CURVE;\n if (cofactor === _1n) return this;\n return this.multiplyUnsafe(cofactor);\n }\n // Converts hash string or Uint8Array to Point.\n // Uses algo from RFC8032 5.1.3.\n static fromHex(hex, zip215 = false) {\n const { d, a } = CURVE;\n const len = Fp.BYTES;\n hex = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"pointHex\", hex, len); // copy hex to a new array\n const normed = hex.slice(); // copy again, we'll manipulate it\n const lastByte = hex[len - 1]; // select last byte\n normed[len - 1] = lastByte & ~0x80; // clear last bit\n const y = _utils_js__WEBPACK_IMPORTED_MODULE_1__.bytesToNumberLE(normed);\n if (y === _0n) {\n // y=0 is allowed\n } else {\n // RFC8032 prohibits >= p, but ZIP215 doesn't\n if (zip215) assertInRange(y, MASK); // zip215=true [1..P-1] (2^255-19-1 for ed25519)\n else assertInRange(y, Fp.ORDER); // zip215=false [1..MASK-1] (2^256-1 for ed25519)\n }\n // Ed25519: x² = (y²-1)/(dy²+1) mod p. Ed448: x² = (y²-1)/(dy²-1) mod p. Generic case:\n // ax²+y²=1+dx²y² => y²-1=dx²y²-ax² => y²-1=x²(dy²-a) => x²=(y²-1)/(dy²-a)\n const y2 = modP(y * y); // denominator is always non-0 mod p.\n const u = modP(y2 - _1n); // u = y² - 1\n const v = modP(d * y2 - a); // v = d y² + 1.\n let { isValid, value: x } = uvRatio(u, v); // √(u/v)\n if (!isValid) throw new Error(\"Point.fromHex: invalid y coordinate\");\n const isXOdd = (x & _1n) === _1n; // There are 2 square roots. Use x_0 bit to select proper\n const isLastByteOdd = (lastByte & 0x80) !== 0; // x_0, last bit\n if (!zip215 && x === _0n && isLastByteOdd) // if x=0 and x_0 = 1, fail\n throw new Error(\"Point.fromHex: x=0 and x_0=1\");\n if (isLastByteOdd !== isXOdd) x = modP(-x); // if x_0 != x mod 2, set x = p-x\n return Point.fromAffine({\n x,\n y\n });\n }\n static fromPrivateKey(privKey) {\n return getExtendedPublicKey(privKey).point;\n }\n toRawBytes() {\n const { x, y } = this.toAffine();\n const bytes = _utils_js__WEBPACK_IMPORTED_MODULE_1__.numberToBytesLE(y, Fp.BYTES); // each y has 2 x values (x, -y)\n bytes[bytes.length - 1] |= x & _1n ? 0x80 : 0; // when compressing, it's enough to store y\n return bytes; // and use the last byte to encode sign of x\n }\n toHex() {\n return _utils_js__WEBPACK_IMPORTED_MODULE_1__.bytesToHex(this.toRawBytes()); // Same as toRawBytes, but returns string.\n }\n }\n Point.BASE = new Point(CURVE.Gx, CURVE.Gy, _1n, modP(CURVE.Gx * CURVE.Gy));\n Point.ZERO = new Point(_0n, _1n, _1n, _0n); // 0, 1, 1, 0\n const { BASE: G, ZERO: I } = Point;\n const wnaf = (0,_curve_js__WEBPACK_IMPORTED_MODULE_0__.wNAF)(Point, nByteLength * 8);\n function modN(a) {\n return (0,_modular_js__WEBPACK_IMPORTED_MODULE_2__.mod)(a, CURVE_ORDER);\n }\n // Little-endian SHA512 with modulo n\n function modN_LE(hash) {\n return modN(_utils_js__WEBPACK_IMPORTED_MODULE_1__.bytesToNumberLE(hash));\n }\n /** Convenience method that creates public key and other stuff. RFC8032 5.1.5 */ function getExtendedPublicKey(key) {\n const len = nByteLength;\n key = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"private key\", key, len);\n // Hash private key with curve's hash function to produce uniformingly random input\n // Check byte lengths: ensure(64, h(ensure(32, key)))\n const hashed = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"hashed private key\", cHash(key), 2 * len);\n const head = adjustScalarBytes(hashed.slice(0, len)); // clear first half bits, produce FE\n const prefix = hashed.slice(len, 2 * len); // second half is called key prefix (5.1.6)\n const scalar = modN_LE(head); // The actual private scalar\n const point = G.multiply(scalar); // Point on Edwards curve aka public key\n const pointBytes = point.toRawBytes(); // Uint8Array representation\n return {\n head,\n prefix,\n scalar,\n point,\n pointBytes\n };\n }\n // Calculates EdDSA pub key. RFC8032 5.1.5. Privkey is hashed. Use first half with 3 bits cleared\n function getPublicKey(privKey) {\n return getExtendedPublicKey(privKey).pointBytes;\n }\n // int('LE', SHA512(dom2(F, C) || msgs)) mod N\n function hashDomainToScalar(context = new Uint8Array(), ...msgs) {\n const msg = _utils_js__WEBPACK_IMPORTED_MODULE_1__.concatBytes(...msgs);\n return modN_LE(cHash(domain(msg, (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"context\", context), !!prehash)));\n }\n /** Signs message with privateKey. RFC8032 5.1.6 */ function sign(msg, privKey, options = {}) {\n msg = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"message\", msg);\n if (prehash) msg = prehash(msg); // for ed25519ph etc.\n const { prefix, scalar, pointBytes } = getExtendedPublicKey(privKey);\n const r = hashDomainToScalar(options.context, prefix, msg); // r = dom2(F, C) || prefix || PH(M)\n const R = G.multiply(r).toRawBytes(); // R = rG\n const k = hashDomainToScalar(options.context, R, pointBytes, msg); // R || A || PH(M)\n const s = modN(r + k * scalar); // S = (r + k * s) mod L\n assertGE0(s); // 0 <= s < l\n const res = _utils_js__WEBPACK_IMPORTED_MODULE_1__.concatBytes(R, _utils_js__WEBPACK_IMPORTED_MODULE_1__.numberToBytesLE(s, Fp.BYTES));\n return (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"result\", res, nByteLength * 2); // 64-byte signature\n }\n const verifyOpts = VERIFY_DEFAULT;\n function verify(sig, msg, publicKey, options = verifyOpts) {\n const { context, zip215 } = options;\n const len = Fp.BYTES; // Verifies EdDSA signature against message and public key. RFC8032 5.1.7.\n sig = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"signature\", sig, 2 * len); // An extended group equation is checked.\n msg = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"message\", msg);\n if (prehash) msg = prehash(msg); // for ed25519ph, etc\n const s = _utils_js__WEBPACK_IMPORTED_MODULE_1__.bytesToNumberLE(sig.slice(len, 2 * len));\n // zip215: true is good for consensus-critical apps and allows points < 2^256\n // zip215: false follows RFC8032 / NIST186-5 and restricts points to CURVE.p\n let A, R, SB;\n try {\n A = Point.fromHex(publicKey, zip215);\n R = Point.fromHex(sig.slice(0, len), zip215);\n SB = G.multiplyUnsafe(s); // 0 <= s < l is done inside\n } catch (error) {\n return false;\n }\n if (!zip215 && A.isSmallOrder()) return false;\n const k = hashDomainToScalar(context, R.toRawBytes(), A.toRawBytes(), msg);\n const RkA = R.add(A.multiplyUnsafe(k));\n // [8][S]B = [8]R + [8][k]A'\n return RkA.subtract(SB).clearCofactor().equals(Point.ZERO);\n }\n G._setWindowSize(8); // Enable precomputes. Slows down first publicKey computation by 20ms.\n const utils = {\n getExtendedPublicKey,\n // ed25519 private keys are uniform 32b. No need to check for modulo bias, like in secp256k1.\n randomPrivateKey: ()=>randomBytes(Fp.BYTES),\n /**\n * We're doing scalar multiplication (used in getPublicKey etc) with precomputed BASE_POINT\n * values. This slows down first getPublicKey() by milliseconds (see Speed section),\n * but allows to speed-up subsequent getPublicKey() calls up to 20x.\n * @param windowSize 2, 4, 8, 16\n */ precompute (windowSize = 8, point = Point.BASE) {\n point._setWindowSize(windowSize);\n point.multiply(BigInt(3));\n return point;\n }\n };\n return {\n CURVE,\n getPublicKey,\n sign,\n verify,\n ExtendedPoint: Point,\n utils\n };\n} //# sourceMappingURL=edwards.js.map\n//# sourceURL=[module]\n//# 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noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */\n// Twisted Edwards curve. The formula is: ax² + y² = 1 + dx²y²\nimport { mod } from './modular.js';\nimport * as ut from './utils.js';\nimport { ensureBytes } from './utils.js';\nimport { wNAF, validateBasic } from './curve.js';\n// Be friendly to bad ECMAScript parsers by not using bigint literals\n// prettier-ignore\nconst _0n = BigInt(0), _1n = BigInt(1), _2n = BigInt(2), _8n = BigInt(8);\n// verification rule is either zip215 or rfc8032 / nist186-5. Consult fromHex:\nconst VERIFY_DEFAULT = { zip215: true };\nfunction validateOpts(curve) {\n    const opts = validateBasic(curve);\n    ut.validateObject(curve, {\n        hash: 'function',\n        a: 'bigint',\n        d: 'bigint',\n        randomBytes: 'function',\n    }, {\n        adjustScalarBytes: 'function',\n        domain: 'function',\n        uvRatio: 'function',\n        mapToCurve: 'function',\n    });\n    // Set defaults\n    return Object.freeze({ ...opts });\n}\n// It is not generic twisted curve for now, but ed25519/ed448 generic implementation\nexport function twistedEdwards(curveDef) {\n    const CURVE = validateOpts(curveDef);\n    const { Fp, n: CURVE_ORDER, prehash: prehash, hash: cHash, randomBytes, nByteLength, h: cofactor, } = CURVE;\n    const MASK = _2n << (BigInt(nByteLength * 8) - _1n);\n    const modP = Fp.create; // Function overrides\n    // sqrt(u/v)\n    const uvRatio = CURVE.uvRatio ||\n        ((u, v) => {\n            try {\n                return { isValid: true, value: Fp.sqrt(u * Fp.inv(v)) };\n            }\n            catch (e) {\n                return { isValid: false, value: _0n };\n            }\n        });\n    const adjustScalarBytes = CURVE.adjustScalarBytes || ((bytes) => bytes); // NOOP\n    const domain = CURVE.domain ||\n        ((data, ctx, phflag) => {\n            if (ctx.length || phflag)\n                throw new Error('Contexts/pre-hash are not supported');\n            return data;\n        }); // NOOP\n    const inBig = (n) => typeof n === 'bigint' && _0n < n; // n in [1..]\n    const inRange = (n, max) => inBig(n) && inBig(max) && n < max; // n in [1..max-1]\n    const in0MaskRange = (n) => n === _0n || inRange(n, MASK); // n in [0..MASK-1]\n    function assertInRange(n, max) {\n        // n in [1..max-1]\n        if (inRange(n, max))\n            return n;\n        throw new Error(`Expected valid scalar < ${max}, got ${typeof n} ${n}`);\n    }\n    function assertGE0(n) {\n        // n in [0..CURVE_ORDER-1]\n        return n === _0n ? n : assertInRange(n, CURVE_ORDER); // GE = prime subgroup, not full group\n    }\n    const pointPrecomputes = new Map();\n    function isPoint(other) {\n        if (!(other instanceof Point))\n            throw new Error('ExtendedPoint expected');\n    }\n    // Extended Point works in extended coordinates: (x, y, z, t) ∋ (x=x/z, y=y/z, t=xy).\n    // https://en.wikipedia.org/wiki/Twisted_Edwards_curve#Extended_coordinates\n    class Point {\n        constructor(ex, ey, ez, et) {\n            this.ex = ex;\n            this.ey = ey;\n            this.ez = ez;\n            this.et = et;\n            if (!in0MaskRange(ex))\n                throw new Error('x required');\n            if (!in0MaskRange(ey))\n                throw new Error('y required');\n            if (!in0MaskRange(ez))\n                throw new Error('z required');\n            if (!in0MaskRange(et))\n                throw new Error('t required');\n        }\n        get x() {\n            return this.toAffine().x;\n        }\n        get y() {\n            return this.toAffine().y;\n        }\n        static fromAffine(p) {\n            if (p instanceof Point)\n                throw new Error('extended point not allowed');\n            const { x, y } = p || {};\n            if (!in0MaskRange(x) || !in0MaskRange(y))\n                throw new Error('invalid affine point');\n            return new Point(x, y, _1n, modP(x * y));\n        }\n        static normalizeZ(points) {\n            const toInv = Fp.invertBatch(points.map((p) => p.ez));\n            return points.map((p, i) => p.toAffine(toInv[i])).map(Point.fromAffine);\n        }\n        // \"Private method\", don't use it directly\n        _setWindowSize(windowSize) {\n            this._WINDOW_SIZE = windowSize;\n            pointPrecomputes.delete(this);\n        }\n        // Not required for fromHex(), which always creates valid points.\n        // Could be useful for fromAffine().\n        assertValidity() {\n            const { a, d } = CURVE;\n            if (this.is0())\n                throw new Error('bad point: ZERO'); // TODO: optimize, with vars below?\n            // Equation in affine coordinates: ax² + y² = 1 + dx²y²\n            // Equation in projective coordinates (X/Z, Y/Z, Z):  (aX² + Y²)Z² = Z⁴ + dX²Y²\n            const { ex: X, ey: Y, ez: Z, et: T } = this;\n            const X2 = modP(X * X); // X²\n            const Y2 = modP(Y * Y); // Y²\n            const Z2 = modP(Z * Z); // Z²\n            const Z4 = modP(Z2 * Z2); // Z⁴\n            const aX2 = modP(X2 * a); // aX²\n            const left = modP(Z2 * modP(aX2 + Y2)); // (aX² + Y²)Z²\n            const right = modP(Z4 + modP(d * modP(X2 * Y2))); // Z⁴ + dX²Y²\n            if (left !== right)\n                throw new Error('bad point: equation left != right (1)');\n            // In Extended coordinates we also have T, which is x*y=T/Z: check X*Y == Z*T\n            const XY = modP(X * Y);\n            const ZT = modP(Z * T);\n            if (XY !== ZT)\n                throw new Error('bad point: equation left != right (2)');\n        }\n        // Compare one point to another.\n        equals(other) {\n            isPoint(other);\n            const { ex: X1, ey: Y1, ez: Z1 } = this;\n            const { ex: X2, ey: Y2, ez: Z2 } = other;\n            const X1Z2 = modP(X1 * Z2);\n            const X2Z1 = modP(X2 * Z1);\n            const Y1Z2 = modP(Y1 * Z2);\n            const Y2Z1 = modP(Y2 * Z1);\n            return X1Z2 === X2Z1 && Y1Z2 === Y2Z1;\n        }\n        is0() {\n            return this.equals(Point.ZERO);\n        }\n        negate() {\n            // Flips point sign to a negative one (-x, y in affine coords)\n            return new Point(modP(-this.ex), this.ey, this.ez, modP(-this.et));\n        }\n        // Fast algo for doubling Extended Point.\n        // https://hyperelliptic.org/EFD/g1p/auto-twisted-extended.html#doubling-dbl-2008-hwcd\n        // Cost: 4M + 4S + 1*a + 6add + 1*2.\n        double() {\n            const { a } = CURVE;\n            const { ex: X1, ey: Y1, ez: Z1 } = this;\n            const A = modP(X1 * X1); // A = X12\n            const B = modP(Y1 * Y1); // B = Y12\n            const C = modP(_2n * modP(Z1 * Z1)); // C = 2*Z12\n            const D = modP(a * A); // D = a*A\n            const x1y1 = X1 + Y1;\n            const E = modP(modP(x1y1 * x1y1) - A - B); // E = (X1+Y1)2-A-B\n            const G = D + B; // G = D+B\n            const F = G - C; // F = G-C\n            const H = D - B; // H = D-B\n            const X3 = modP(E * F); // X3 = E*F\n            const Y3 = modP(G * H); // Y3 = G*H\n            const T3 = modP(E * H); // T3 = E*H\n            const Z3 = modP(F * G); // Z3 = F*G\n            return new Point(X3, Y3, Z3, T3);\n        }\n        // Fast algo for adding 2 Extended Points.\n        // https://hyperelliptic.org/EFD/g1p/auto-twisted-extended.html#addition-add-2008-hwcd\n        // Cost: 9M + 1*a + 1*d + 7add.\n        add(other) {\n            isPoint(other);\n            const { a, d } = CURVE;\n            const { ex: X1, ey: Y1, ez: Z1, et: T1 } = this;\n            const { ex: X2, ey: Y2, ez: Z2, et: T2 } = other;\n            // Faster algo for adding 2 Extended Points when curve's a=-1.\n            // http://hyperelliptic.org/EFD/g1p/auto-twisted-extended-1.html#addition-add-2008-hwcd-4\n            // Cost: 8M + 8add + 2*2.\n            // Note: It does not check whether the `other` point is valid.\n            if (a === BigInt(-1)) {\n                const A = modP((Y1 - X1) * (Y2 + X2));\n                const B = modP((Y1 + X1) * (Y2 - X2));\n                const F = modP(B - A);\n                if (F === _0n)\n                    return this.double(); // Same point. Tests say it doesn't affect timing\n                const C = modP(Z1 * _2n * T2);\n                const D = modP(T1 * _2n * Z2);\n                const E = D + C;\n                const G = B + A;\n                const H = D - C;\n                const X3 = modP(E * F);\n                const Y3 = modP(G * H);\n                const T3 = modP(E * H);\n                const Z3 = modP(F * G);\n                return new Point(X3, Y3, Z3, T3);\n            }\n            const A = modP(X1 * X2); // A = X1*X2\n            const B = modP(Y1 * Y2); // B = Y1*Y2\n            const C = modP(T1 * d * T2); // C = T1*d*T2\n            const D = modP(Z1 * Z2); // D = Z1*Z2\n            const E = modP((X1 + Y1) * (X2 + Y2) - A - B); // E = (X1+Y1)*(X2+Y2)-A-B\n            const F = D - C; // F = D-C\n            const G = D + C; // G = D+C\n            const H = modP(B - a * A); // H = B-a*A\n            const X3 = modP(E * F); // X3 = E*F\n            const Y3 = modP(G * H); // Y3 = G*H\n            const T3 = modP(E * H); // T3 = E*H\n            const Z3 = modP(F * G); // Z3 = F*G\n            return new Point(X3, Y3, Z3, T3);\n        }\n        subtract(other) {\n            return this.add(other.negate());\n        }\n        wNAF(n) {\n            return wnaf.wNAFCached(this, pointPrecomputes, n, Point.normalizeZ);\n        }\n        // Constant-time multiplication.\n        multiply(scalar) {\n            const { p, f } = this.wNAF(assertInRange(scalar, CURVE_ORDER));\n            return Point.normalizeZ([p, f])[0];\n        }\n        // Non-constant-time multiplication. Uses double-and-add algorithm.\n        // It's faster, but should only be used when you don't care about\n        // an exposed private key e.g. sig verification.\n        // Does NOT allow scalars higher than CURVE.n.\n        multiplyUnsafe(scalar) {\n            let n = assertGE0(scalar); // 0 <= scalar < CURVE.n\n            if (n === _0n)\n                return I;\n            if (this.equals(I) || n === _1n)\n                return this;\n            if (this.equals(G))\n                return this.wNAF(n).p;\n            return wnaf.unsafeLadder(this, n);\n        }\n        // Checks if point is of small order.\n        // If you add something to small order point, you will have \"dirty\"\n        // point with torsion component.\n        // Multiplies point by cofactor and checks if the result is 0.\n        isSmallOrder() {\n            return this.multiplyUnsafe(cofactor).is0();\n        }\n        // Multiplies point by curve order and checks if the result is 0.\n        // Returns `false` is the point is dirty.\n        isTorsionFree() {\n            return wnaf.unsafeLadder(this, CURVE_ORDER).is0();\n        }\n        // Converts Extended point to default (x, y) coordinates.\n        // Can accept precomputed Z^-1 - for example, from invertBatch.\n        toAffine(iz) {\n            const { ex: x, ey: y, ez: z } = this;\n            const is0 = this.is0();\n            if (iz == null)\n                iz = is0 ? _8n : Fp.inv(z); // 8 was chosen arbitrarily\n            const ax = modP(x * iz);\n            const ay = modP(y * iz);\n            const zz = modP(z * iz);\n            if (is0)\n                return { x: _0n, y: _1n };\n            if (zz !== _1n)\n                throw new Error('invZ was invalid');\n            return { x: ax, y: ay };\n        }\n        clearCofactor() {\n            const { h: cofactor } = CURVE;\n            if (cofactor === _1n)\n                return this;\n            return this.multiplyUnsafe(cofactor);\n        }\n        // Converts hash string or Uint8Array to Point.\n        // Uses algo from RFC8032 5.1.3.\n        static fromHex(hex, zip215 = false) {\n            const { d, a } = CURVE;\n            const len = Fp.BYTES;\n            hex = ensureBytes('pointHex', hex, len); // copy hex to a new array\n            const normed = hex.slice(); // copy again, we'll manipulate it\n            const lastByte = hex[len - 1]; // select last byte\n            normed[len - 1] = lastByte & ~0x80; // clear last bit\n            const y = ut.bytesToNumberLE(normed);\n            if (y === _0n) {\n                // y=0 is allowed\n            }\n            else {\n                // RFC8032 prohibits >= p, but ZIP215 doesn't\n                if (zip215)\n                    assertInRange(y, MASK); // zip215=true [1..P-1] (2^255-19-1 for ed25519)\n                else\n                    assertInRange(y, Fp.ORDER); // zip215=false [1..MASK-1] (2^256-1 for ed25519)\n            }\n            // Ed25519: x² = (y²-1)/(dy²+1) mod p. Ed448: x² = (y²-1)/(dy²-1) mod p. Generic case:\n            // ax²+y²=1+dx²y² => y²-1=dx²y²-ax² => y²-1=x²(dy²-a) => x²=(y²-1)/(dy²-a)\n            const y2 = modP(y * y); // denominator is always non-0 mod p.\n            const u = modP(y2 - _1n); // u = y² - 1\n            const v = modP(d * y2 - a); // v = d y² + 1.\n            let { isValid, value: x } = uvRatio(u, v); // √(u/v)\n            if (!isValid)\n                throw new Error('Point.fromHex: invalid y coordinate');\n            const isXOdd = (x & _1n) === _1n; // There are 2 square roots. Use x_0 bit to select proper\n            const isLastByteOdd = (lastByte & 0x80) !== 0; // x_0, last bit\n            if (!zip215 && x === _0n && isLastByteOdd)\n                // if x=0 and x_0 = 1, fail\n                throw new Error('Point.fromHex: x=0 and x_0=1');\n            if (isLastByteOdd !== isXOdd)\n                x = modP(-x); // if x_0 != x mod 2, set x = p-x\n            return Point.fromAffine({ x, y });\n        }\n        static fromPrivateKey(privKey) {\n            return getExtendedPublicKey(privKey).point;\n        }\n        toRawBytes() {\n            const { x, y } = this.toAffine();\n            const bytes = ut.numberToBytesLE(y, Fp.BYTES); // each y has 2 x values (x, -y)\n            bytes[bytes.length - 1] |= x & _1n ? 0x80 : 0; // when compressing, it's enough to store y\n            return bytes; // and use the last byte to encode sign of x\n        }\n        toHex() {\n            return ut.bytesToHex(this.toRawBytes()); // Same as toRawBytes, but returns string.\n        }\n    }\n    Point.BASE = new Point(CURVE.Gx, CURVE.Gy, _1n, modP(CURVE.Gx * CURVE.Gy));\n    Point.ZERO = new Point(_0n, _1n, _1n, _0n); // 0, 1, 1, 0\n    const { BASE: G, ZERO: I } = Point;\n    const wnaf = wNAF(Point, nByteLength * 8);\n    function modN(a) {\n        return mod(a, CURVE_ORDER);\n    }\n    // Little-endian SHA512 with modulo n\n    function modN_LE(hash) {\n        return modN(ut.bytesToNumberLE(hash));\n    }\n    /** Convenience method that creates public key and other stuff. RFC8032 5.1.5 */\n    function getExtendedPublicKey(key) {\n        const len = nByteLength;\n        key = ensureBytes('private key', key, len);\n        // Hash private key with curve's hash function to produce uniformingly random input\n        // Check byte lengths: ensure(64, h(ensure(32, key)))\n        const hashed = ensureBytes('hashed private key', cHash(key), 2 * len);\n        const head = adjustScalarBytes(hashed.slice(0, len)); // clear first half bits, produce FE\n        const prefix = hashed.slice(len, 2 * len); // second half is called key prefix (5.1.6)\n        const scalar = modN_LE(head); // The actual private scalar\n        const point = G.multiply(scalar); // Point on Edwards curve aka public key\n        const pointBytes = point.toRawBytes(); // Uint8Array representation\n        return { head, prefix, scalar, point, pointBytes };\n    }\n    // Calculates EdDSA pub key. RFC8032 5.1.5. Privkey is hashed. Use first half with 3 bits cleared\n    function getPublicKey(privKey) {\n        return getExtendedPublicKey(privKey).pointBytes;\n    }\n    // int('LE', SHA512(dom2(F, C) || msgs)) mod N\n    function hashDomainToScalar(context = new Uint8Array(), ...msgs) {\n        const msg = ut.concatBytes(...msgs);\n        return modN_LE(cHash(domain(msg, ensureBytes('context', context), !!prehash)));\n    }\n    /** Signs message with privateKey. RFC8032 5.1.6 */\n    function sign(msg, privKey, options = {}) {\n        msg = ensureBytes('message', msg);\n        if (prehash)\n            msg = prehash(msg); // for ed25519ph etc.\n        const { prefix, scalar, pointBytes } = getExtendedPublicKey(privKey);\n        const r = hashDomainToScalar(options.context, prefix, msg); // r = dom2(F, C) || prefix || PH(M)\n        const R = G.multiply(r).toRawBytes(); // R = rG\n        const k = hashDomainToScalar(options.context, R, pointBytes, msg); // R || A || PH(M)\n        const s = modN(r + k * scalar); // S = (r + k * s) mod L\n        assertGE0(s); // 0 <= s < l\n        const res = ut.concatBytes(R, ut.numberToBytesLE(s, Fp.BYTES));\n        return ensureBytes('result', res, nByteLength * 2); // 64-byte signature\n    }\n    const verifyOpts = VERIFY_DEFAULT;\n    function verify(sig, msg, publicKey, options = verifyOpts) {\n        const { context, zip215 } = options;\n        const len = Fp.BYTES; // Verifies EdDSA signature against message and public key. RFC8032 5.1.7.\n        sig = ensureBytes('signature', sig, 2 * len); // An extended group equation is checked.\n        msg = ensureBytes('message', msg);\n        if (prehash)\n            msg = prehash(msg); // for ed25519ph, etc\n        const s = ut.bytesToNumberLE(sig.slice(len, 2 * len));\n        // zip215: true is good for consensus-critical apps and allows points < 2^256\n        // zip215: false follows RFC8032 / NIST186-5 and restricts points to CURVE.p\n        let A, R, SB;\n        try {\n            A = Point.fromHex(publicKey, zip215);\n            R = Point.fromHex(sig.slice(0, len), zip215);\n            SB = G.multiplyUnsafe(s); // 0 <= s < l is done inside\n        }\n        catch (error) {\n            return false;\n        }\n        if (!zip215 && A.isSmallOrder())\n            return false;\n        const k = hashDomainToScalar(context, R.toRawBytes(), A.toRawBytes(), msg);\n        const RkA = R.add(A.multiplyUnsafe(k));\n        // [8][S]B = [8]R + [8][k]A'\n        return RkA.subtract(SB).clearCofactor().equals(Point.ZERO);\n    }\n    G._setWindowSize(8); // Enable precomputes. Slows down first publicKey computation by 20ms.\n    const utils = {\n        getExtendedPublicKey,\n        // ed25519 private keys are uniform 32b. No need to check for modulo bias, like in secp256k1.\n        randomPrivateKey: () => randomBytes(Fp.BYTES),\n        /**\n         * We're doing scalar multiplication (used in getPublicKey etc) with precomputed BASE_POINT\n         * values. This slows down first getPublicKey() by milliseconds (see Speed section),\n         * but allows to speed-up subsequent getPublicKey() calls up to 20x.\n         * @param windowSize 2, 4, 8, 16\n         */\n        precompute(windowSize = 8, point = Point.BASE) {\n            point._setWindowSize(windowSize);\n            point.multiply(BigInt(3));\n            return point;\n        },\n    };\n    return {\n        CURVE,\n        getPublicKey,\n        sign,\n        verify,\n        ExtendedPoint: Point,\n        utils,\n    };\n}\n//# sourceMappingURL=edwards.js.map"],"names":["mod","ut","ensureBytes","wNAF","validateBasic","_0n","BigInt","_1n","_2n","_8n","VERIFY_DEFAULT","zip215","validateOpts","curve","opts","validateObject","hash","a","d","randomBytes","adjustScalarBytes","domain","uvRatio","mapToCurve","Object","freeze","twistedEdwards","curveDef","CURVE","Fp","n","CURVE_ORDER","prehash","cHash","nByteLength","h","cofactor","MASK","modP","create","u","v","isValid","value","sqrt","inv","e","bytes","data","ctx","phflag","length","Error","inBig","inRange","max","in0MaskRange","assertInRange","assertGE0","pointPrecomputes","Map","isPoint","other","Point","constructor","ex","ey","ez","et","x","toAffine","y","fromAffine","p","normalizeZ","points","toInv","invertBatch","map","i","_setWindowSize","windowSize","_WINDOW_SIZE","delete","assertValidity","is0","X","Y","Z","T","X2","Y2","Z2","Z4","aX2","left","right","XY","ZT","equals","X1","Y1","Z1","X1Z2","X2Z1","Y1Z2","Y2Z1","ZERO","negate","double","A","B","C","D","x1y1","E","G","F","H","X3","Y3","T3","Z3","add","T1","T2","subtract","wnaf","wNAFCached","multiply","scalar","f","multiplyUnsafe","I","unsafeLadder","isSmallOrder","isTorsionFree","iz","z","ax","ay","zz","clearCofactor","fromHex","hex","len","BYTES","normed","slice","lastByte","bytesToNumberLE","ORDER","y2","isXOdd","isLastByteOdd","fromPrivateKey","privKey","getExtendedPublicKey","point","toRawBytes","numberToBytesLE","toHex","bytesToHex","BASE","Gx","Gy","modN","modN_LE","key","hashed","head","prefix","pointBytes","getPublicKey","hashDomainToScalar","context","Uint8Array","msgs","msg","concatBytes","sign","options","r","R","k","s","res","verifyOpts","verify","sig","publicKey","SB","error","RkA","utils","randomPrivateKey","precompute","ExtendedPoint"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/curves/esm/abstract/edwards.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/curves/esm/abstract/hash-to-curve.js":
/*!******************************************************************!*\
!*** ./node_modules/@noble/curves/esm/abstract/hash-to-curve.js ***!
\******************************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ createHasher: () => (/* binding */ createHasher),\n/* harmony export */ expand_message_xmd: () => (/* binding */ expand_message_xmd),\n/* harmony export */ expand_message_xof: () => (/* binding */ expand_message_xof),\n/* harmony export */ hash_to_field: () => (/* binding */ hash_to_field),\n/* harmony export */ isogenyMap: () => (/* binding */ isogenyMap)\n/* harmony export */ });\n/* harmony import */ var _modular_js__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! ./modular.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/modular.js\");\n/* harmony import */ var _utils_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./utils.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/utils.js\");\n\n\n// Octet Stream to Integer. \"spec\" implementation of os2ip is 2.5x slower vs bytesToNumberBE.\nconst os2ip = _utils_js__WEBPACK_IMPORTED_MODULE_0__.bytesToNumberBE;\n// Integer to Octet Stream (numberToBytesBE)\nfunction i2osp(value, length) {\n if (value < 0 || value >= 1 << 8 * length) {\n throw new Error(`bad I2OSP call: value=${value} length=${length}`);\n }\n const res = Array.from({\n length\n }).fill(0);\n for(let i = length - 1; i >= 0; i--){\n res[i] = value & 0xff;\n value >>>= 8;\n }\n return new Uint8Array(res);\n}\nfunction strxor(a, b) {\n const arr = new Uint8Array(a.length);\n for(let i = 0; i < a.length; i++){\n arr[i] = a[i] ^ b[i];\n }\n return arr;\n}\nfunction anum(item) {\n if (!Number.isSafeInteger(item)) throw new Error(\"number expected\");\n}\n// Produces a uniformly random byte string using a cryptographic hash function H that outputs b bits\n// https://www.rfc-editor.org/rfc/rfc9380#section-5.3.1\nfunction expand_message_xmd(msg, DST, lenInBytes, H) {\n (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.abytes)(msg);\n (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.abytes)(DST);\n anum(lenInBytes);\n // https://www.rfc-editor.org/rfc/rfc9380#section-5.3.3\n if (DST.length > 255) DST = H((0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.concatBytes)((0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.utf8ToBytes)(\"H2C-OVERSIZE-DST-\"), DST));\n const { outputLen: b_in_bytes, blockLen: r_in_bytes } = H;\n const ell = Math.ceil(lenInBytes / b_in_bytes);\n if (ell > 255) throw new Error(\"Invalid xmd length\");\n const DST_prime = (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.concatBytes)(DST, i2osp(DST.length, 1));\n const Z_pad = i2osp(0, r_in_bytes);\n const l_i_b_str = i2osp(lenInBytes, 2); // len_in_bytes_str\n const b = new Array(ell);\n const b_0 = H((0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.concatBytes)(Z_pad, msg, l_i_b_str, i2osp(0, 1), DST_prime));\n b[0] = H((0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.concatBytes)(b_0, i2osp(1, 1), DST_prime));\n for(let i = 1; i <= ell; i++){\n const args = [\n strxor(b_0, b[i - 1]),\n i2osp(i + 1, 1),\n DST_prime\n ];\n b[i] = H((0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.concatBytes)(...args));\n }\n const pseudo_random_bytes = (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.concatBytes)(...b);\n return pseudo_random_bytes.slice(0, lenInBytes);\n}\n// Produces a uniformly random byte string using an extendable-output function (XOF) H.\n// 1. The collision resistance of H MUST be at least k bits.\n// 2. H MUST be an XOF that has been proved indifferentiable from\n// a random oracle under a reasonable cryptographic assumption.\n// https://www.rfc-editor.org/rfc/rfc9380#section-5.3.2\nfunction expand_message_xof(msg, DST, lenInBytes, k, H) {\n (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.abytes)(msg);\n (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.abytes)(DST);\n anum(lenInBytes);\n // https://www.rfc-editor.org/rfc/rfc9380#section-5.3.3\n // DST = H('H2C-OVERSIZE-DST-' || a_very_long_DST, Math.ceil((lenInBytes * k) / 8));\n if (DST.length > 255) {\n const dkLen = Math.ceil(2 * k / 8);\n DST = H.create({\n dkLen\n }).update((0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.utf8ToBytes)(\"H2C-OVERSIZE-DST-\")).update(DST).digest();\n }\n if (lenInBytes > 65535 || DST.length > 255) throw new Error(\"expand_message_xof: invalid lenInBytes\");\n return H.create({\n dkLen: lenInBytes\n }).update(msg).update(i2osp(lenInBytes, 2))// 2. 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+ 1, 1), DST_prime];\n        b[i] = H(concatBytes(...args));\n    }\n    const pseudo_random_bytes = concatBytes(...b);\n    return pseudo_random_bytes.slice(0, lenInBytes);\n}\n// Produces a uniformly random byte string using an extendable-output function (XOF) H.\n// 1. The collision resistance of H MUST be at least k bits.\n// 2. H MUST be an XOF that has been proved indifferentiable from\n//    a random oracle under a reasonable cryptographic assumption.\n// https://www.rfc-editor.org/rfc/rfc9380#section-5.3.2\nexport function expand_message_xof(msg, DST, lenInBytes, k, H) {\n    abytes(msg);\n    abytes(DST);\n    anum(lenInBytes);\n    // https://www.rfc-editor.org/rfc/rfc9380#section-5.3.3\n    // DST = H('H2C-OVERSIZE-DST-' || a_very_long_DST, Math.ceil((lenInBytes * k) / 8));\n    if (DST.length > 255) {\n        const dkLen = Math.ceil((2 * k) / 8);\n        DST = H.create({ dkLen }).update(utf8ToBytes('H2C-OVERSIZE-DST-')).update(DST).digest();\n    }\n    if (lenInBytes > 65535 || DST.length > 255)\n        throw new Error('expand_message_xof: invalid lenInBytes');\n    return (H.create({ dkLen: lenInBytes })\n        .update(msg)\n        .update(i2osp(lenInBytes, 2))\n        // 2. DST_prime = DST || I2OSP(len(DST), 1)\n        .update(DST)\n        .update(i2osp(DST.length, 1))\n        .digest());\n}\n/**\n * Hashes arbitrary-length byte strings to a list of one or more elements of a finite field F\n * https://www.rfc-editor.org/rfc/rfc9380#section-5.2\n * @param msg a byte string containing the message to hash\n * @param count the number of elements of F to output\n * @param options `{DST: string, p: bigint, m: number, k: number, expand: 'xmd' | 'xof', hash: H}`, see above\n * @returns [u_0, ..., u_(count - 1)], a list of field elements.\n */\nexport function hash_to_field(msg, count, options) {\n    validateObject(options, {\n        DST: 'stringOrUint8Array',\n        p: 'bigint',\n        m: 'isSafeInteger',\n        k: 'isSafeInteger',\n        hash: 'hash',\n    });\n    const { p, k, m, hash, expand, DST: _DST } = options;\n    abytes(msg);\n    anum(count);\n    const DST = typeof _DST === 'string' ? utf8ToBytes(_DST) : _DST;\n    const log2p = p.toString(2).length;\n    const L = Math.ceil((log2p + k) / 8); // section 5.1 of ietf draft link above\n    const len_in_bytes = count * m * L;\n    let prb; // pseudo_random_bytes\n    if (expand === 'xmd') {\n        prb = expand_message_xmd(msg, DST, len_in_bytes, hash);\n    }\n    else if (expand === 'xof') {\n        prb = expand_message_xof(msg, DST, len_in_bytes, k, hash);\n    }\n    else if (expand === '_internal_pass') {\n        // for internal tests only\n        prb = msg;\n    }\n    else {\n        throw new Error('expand must be \"xmd\" or \"xof\"');\n    }\n    const u = new Array(count);\n    for (let i = 0; i < count; i++) {\n        const e = new Array(m);\n        for (let j = 0; j < m; j++) {\n            const elm_offset = L * (j + i * m);\n            const tv = prb.subarray(elm_offset, elm_offset + L);\n            e[j] = mod(os2ip(tv), p);\n        }\n        u[i] = e;\n    }\n    return u;\n}\nexport function isogenyMap(field, map) {\n    // Make same order as in spec\n    const COEFF = map.map((i) => Array.from(i).reverse());\n    return (x, y) => {\n        const [xNum, xDen, yNum, yDen] = COEFF.map((val) => val.reduce((acc, i) => field.add(field.mul(acc, x), i)));\n        x = field.div(xNum, xDen); // xNum / xDen\n        y = field.mul(y, field.div(yNum, yDen)); // y * (yNum / yDev)\n        return { x, y };\n    };\n}\nexport function createHasher(Point, mapToCurve, def) {\n    if (typeof mapToCurve !== 'function')\n        throw new Error('mapToCurve() must be defined');\n    return {\n        // Encodes byte string to elliptic curve.\n        // hash_to_curve from https://www.rfc-editor.org/rfc/rfc9380#section-3\n        hashToCurve(msg, options) {\n            const u = hash_to_field(msg, 2, { ...def, DST: def.DST, ...options });\n            const u0 = Point.fromAffine(mapToCurve(u[0]));\n            const u1 = Point.fromAffine(mapToCurve(u[1]));\n            const P = u0.add(u1).clearCofactor();\n            P.assertValidity();\n            return P;\n        },\n        // Encodes byte string to elliptic curve.\n        // encode_to_curve from https://www.rfc-editor.org/rfc/rfc9380#section-3\n        encodeToCurve(msg, options) {\n            const u = hash_to_field(msg, 1, { ...def, DST: def.encodeDST, ...options });\n            const P = Point.fromAffine(mapToCurve(u[0])).clearCofactor();\n            P.assertValidity();\n            return P;\n        },\n    };\n}\n//# sourceMappingURL=hash-to-curve.js.map"],"names":["mod","bytesToNumberBE","abytes","concatBytes","utf8ToBytes","validateObject","os2ip","i2osp","value","length","Error","res","Array","from","fill","i","Uint8Array","strxor","a","b","arr","anum","item","Number","isSafeInteger","expand_message_xmd","msg","DST","lenInBytes","H","outputLen","b_in_bytes","blockLen","r_in_bytes","ell","Math","ceil","DST_prime","Z_pad","l_i_b_str","b_0","args","pseudo_random_bytes","slice","expand_message_xof","k","dkLen","create","update","digest","hash_to_field","count","options","p","m","hash","expand","_DST","log2p","toString","L","len_in_bytes","prb","u","e","j","elm_offset","tv","subarray","isogenyMap","field","map","COEFF","reverse","x","y","xNum","xDen","yNum","yDen","val","reduce","acc","add","mul","div","createHasher","Point","mapToCurve","def","hashToCurve","u0","fromAffine","u1","P","clearCofactor","assertValidity","encodeToCurve","encodeDST"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/curves/esm/abstract/hash-to-curve.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/curves/esm/abstract/modular.js":
/*!************************************************************!*\
!*** ./node_modules/@noble/curves/esm/abstract/modular.js ***!
\************************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ Field: () => (/* binding */ Field),\n/* harmony export */ FpDiv: () => (/* binding */ FpDiv),\n/* harmony export */ FpInvertBatch: () => (/* binding */ FpInvertBatch),\n/* harmony export */ FpIsSquare: () => (/* binding */ FpIsSquare),\n/* harmony export */ FpPow: () => (/* binding */ FpPow),\n/* harmony export */ FpSqrt: () => (/* binding */ FpSqrt),\n/* harmony export */ FpSqrtEven: () => (/* binding */ FpSqrtEven),\n/* harmony export */ FpSqrtOdd: () => (/* binding */ FpSqrtOdd),\n/* harmony export */ getFieldBytesLength: () => (/* binding */ getFieldBytesLength),\n/* harmony export */ getMinHashLength: () => (/* binding */ getMinHashLength),\n/* harmony export */ hashToPrivateScalar: () => (/* binding */ hashToPrivateScalar),\n/* harmony export */ invert: () => (/* binding */ invert),\n/* harmony export */ isNegativeLE: () => (/* binding */ isNegativeLE),\n/* harmony export */ mapHashToField: () => (/* binding */ mapHashToField),\n/* harmony export */ mod: () => (/* binding */ mod),\n/* harmony export */ nLength: () => (/* binding */ nLength),\n/* harmony export */ pow: () => (/* binding */ pow),\n/* harmony export */ pow2: () => (/* binding */ pow2),\n/* harmony export */ tonelliShanks: () => (/* binding */ tonelliShanks),\n/* harmony export */ validateField: () => (/* binding */ validateField)\n/* harmony export */ });\n/* harmony import */ var _utils_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./utils.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/utils.js\");\n/*! noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */ // Utilities for modular arithmetics and finite fields\n\n// prettier-ignore\nconst _0n = BigInt(0), _1n = BigInt(1), _2n = BigInt(2), _3n = BigInt(3);\n// prettier-ignore\nconst _4n = BigInt(4), _5n = BigInt(5), _8n = BigInt(8);\n// prettier-ignore\nconst _9n = BigInt(9), _16n = BigInt(16);\n// Calculates a modulo b\nfunction mod(a, b) {\n const result = a % b;\n return result >= _0n ? result : b + result;\n}\n/**\n * Efficiently raise num to power and do modular division.\n * Unsafe in some contexts: uses ladder, so can expose bigint bits.\n * @example\n * pow(2n, 6n, 11n) // 64n % 11n == 9n\n */ // TODO: use field version && remove\nfunction pow(num, power, modulo) {\n if (modulo <= _0n || power < _0n) throw new Error(\"Expected power/modulo > 0\");\n if (modulo === _1n) return _0n;\n let res = _1n;\n while(power > _0n){\n if (power & _1n) res = res * num % modulo;\n num = num * num % modulo;\n power >>= _1n;\n }\n return res;\n}\n// Does x ^ (2 ^ power) mod p. pow2(30, 4) == 30 ^ (2 ^ 4)\nfunction pow2(x, power, modulo) {\n let res = x;\n while(power-- > _0n){\n res *= res;\n res %= modulo;\n }\n return res;\n}\n// Inverses number over modulo\nfunction invert(number, modulo) {\n if (number === _0n || modulo <= _0n) {\n throw new Error(`invert: expected positive integers, got n=${number} mod=${modulo}`);\n }\n // Euclidean GCD https://brilliant.org/wiki/extended-euclidean-algorithm/\n // Fermat's little theorem \"CT-like\" version inv(n) = n^(m-2) mod m is 30x slower.\n let a = mod(number, modulo);\n let b = modulo;\n // prettier-ignore\n let x = _0n, y = _1n, u = _1n, v = _0n;\n while(a !== _0n){\n // JIT applies optimization if those two lines follow each other\n const q = b / a;\n const r = b % a;\n const m = x - u * q;\n const n = y - v * q;\n // prettier-ignore\n b = a, a = r, x = u, y = v, u = m, v = n;\n }\n const gcd = b;\n if (gcd !== _1n) throw new Error(\"invert: does not exist\");\n return mod(x, modulo);\n}\n/**\n * Tonelli-Shanks square root search algorithm.\n * 1. https://eprint.iacr.org/2012/685.pdf (page 12)\n * 2. Square Roots from 1; 24, 51, 10 to Dan Shanks\n * Will start an infinite loop if field order P is not prime.\n * @param P field order\n * @returns function that takes field Fp (created from P) and number n\n */ function tonelliShanks(P) {\n // Legendre constant: used to calculate Legendre symbol (a | p),\n // which denotes the value of a^((p-1)/2) (mod p).\n // (a | p) ≡ 1 if a is a square (mod p)\n // (a | p) ≡ -1 if a is not a square (mod p)\n // (a | p) ≡ 0 if a ≡ 0 (mod p)\n const legendreC = (P - _1n) / _2n;\n let Q, S, Z;\n // Step 1: By factoring out powers of 2 from p - 1,\n // find q and s such that p - 1 = q*(2^s) with q odd\n for(Q = P - _1n, S = 0; Q % _2n === _0n; Q /= _2n, S++);\n // Step 2: Select a non-square z such that (z | p) ≡ -1 and set c ≡ zq\n for(Z = _2n; Z < P && pow(Z, legendreC, P) !== P - _1n; Z++);\n // Fast-path\n if (S === 1) {\n const p1div4 = (P + _1n) / _4n;\n return function tonelliFast(Fp, n) {\n const root = Fp.pow(n, p1div4);\n if (!Fp.eql(Fp.sqr(root), n)) throw new Error(\"Cannot find square root\");\n return root;\n };\n }\n // Slow-path\n const Q1div2 = (Q + _1n) / _2n;\n return function tonelliSlow(Fp, n) {\n // Step 0: Check that n is indeed a square: (n | p) should not be ≡ -1\n if (Fp.pow(n, legendreC) === Fp.neg(Fp.ONE)) throw new Error(\"Cannot find square root\");\n let r = S;\n // TODO: will fail at Fp2/etc\n let g = Fp.pow(Fp.mul(Fp.ONE, Z), Q); // will update both x and b\n let x = Fp.pow(n, Q1div2); // first guess at the square root\n let b = Fp.pow(n, Q); // first guess at the fudge factor\n while(!Fp.eql(b, Fp.ONE)){\n if (Fp.eql(b, Fp.ZERO)) return Fp.ZERO; // https://en.wikipedia.org/wiki/Tonelli%E2%80%93Shanks_algorithm (4. If t = 0, return r = 0)\n // Find m such b^(2^m)==1\n let m = 1;\n for(let t2 = Fp.sqr(b); m < r; m++){\n if (Fp.eql(t2, Fp.ONE)) break;\n t2 = Fp.sqr(t2); // t2 *= t2\n }\n // NOTE: r-m-1 can be bigger than 32, need to convert to bigint before shift, otherwise there will be overflow\n const ge = Fp.pow(g, _1n << BigInt(r - m - 1)); // ge = 2^(r-m-1)\n g = Fp.sqr(ge); // g = ge * ge\n x = Fp.mul(x, ge); // x *= ge\n b = Fp.mul(b, g); // b *= g\n r = m;\n }\n return x;\n };\n}\nfunction FpSqrt(P) {\n // NOTE: different algorithms can give different roots, it is up to user to decide which one they want.\n // For example there is FpSqrtOdd/FpSqrtEven to choice root based on oddness (used for hash-to-curve).\n // P ≡ 3 (mod 4)\n // √n = n^((P+1)/4)\n if (P % _4n === _3n) {\n // Not all roots possible!\n // const ORDER =\n // 0x1a0111ea397fe69a4b1ba7b6434bacd764774b84f38512bf6730d2a0f6b0f6241eabfffeb153ffffb9feffffffffaaabn;\n // const NUM = 72057594037927816n;\n const p1div4 = (P + _1n) / _4n;\n return function sqrt3mod4(Fp, n) {\n const root = Fp.pow(n, p1div4);\n // Throw if root**2 != n\n if (!Fp.eql(Fp.sqr(root), n)) throw new Error(\"Cannot find square root\");\n return root;\n };\n }\n // Atkin algorithm for q ≡ 5 (mod 8), https://eprint.iacr.org/2012/685.pdf (page 10)\n if (P % _8n === _5n) {\n const c1 = (P - _5n) / _8n;\n return function sqrt5mod8(Fp, n) {\n const n2 = Fp.mul(n, _2n);\n const v = Fp.pow(n2, c1);\n const nv = Fp.mul(n, v);\n const i = Fp.mul(Fp.mul(nv, _2n), v);\n const root = Fp.mul(nv, Fp.sub(i, Fp.ONE));\n if (!Fp.eql(Fp.sqr(root), n)) throw new Error(\"Cannot find square root\");\n return root;\n };\n }\n // P ≡ 9 (mod 16)\n if (P % _16n === _9n) {\n // NOTE: tonelli is too slow for bls-Fp2 calculations even on start\n // Means we cannot use sqrt for constants at all!\n //\n // const c1 = Fp.sqrt(Fp.negate(Fp.ONE)); // 1. c1 = sqrt(-1) in F, i.e., (c1^2) == -1 in F\n // const c2 = Fp.sqrt(c1); // 2. c2 = sqrt(c1) in F, i.e., (c2^2) == c1 in F\n // const c3 = Fp.sqrt(Fp.negate(c1)); // 3. c3 = sqrt(-c1) in F, i.e., (c3^2) == -c1 in F\n // const c4 = (P + _7n) / _16n; // 4. c4 = (q + 7) / 16 # Integer arithmetic\n // sqrt = (x) => {\n // let tv1 = Fp.pow(x, c4); // 1. tv1 = x^c4\n // let tv2 = Fp.mul(c1, tv1); // 2. tv2 = c1 * tv1\n // const tv3 = Fp.mul(c2, tv1); // 3. tv3 = c2 * tv1\n // let tv4 = Fp.mul(c3, tv1); // 4. tv4 = c3 * tv1\n // const e1 = Fp.equals(Fp.square(tv2), x); // 5. e1 = (tv2^2) == x\n // const e2 = Fp.equals(Fp.square(tv3), x); // 6. e2 = (tv3^2) == x\n // tv1 = Fp.cmov(tv1, tv2, e1); // 7. tv1 = CMOV(tv1, tv2, e1) # Select tv2 if (tv2^2) == x\n // tv2 = Fp.cmov(tv4, tv3, e2); // 8. tv2 = CMOV(tv4, tv3, e2) # Select tv3 if (tv3^2) == x\n // const e3 = Fp.equals(Fp.square(tv2), x); // 9. e3 = (tv2^2) == x\n // return Fp.cmov(tv1, tv2, e3); // 10. z = CMOV(tv1, tv2, e3) # Select the sqrt from tv1 and tv2\n // }\n }\n // Other cases: Tonelli-Shanks algorithm\n return tonelliShanks(P);\n}\n// Little-endian check for first LE bit (last BE bit);\nconst isNegativeLE = (num, modulo)=>(mod(num, modulo) & _1n) === _1n;\n// prettier-ignore\nconst FIELD_FIELDS = [\n \"create\",\n \"isValid\",\n \"is0\",\n \"neg\",\n \"inv\",\n \"sqrt\",\n \"sqr\",\n \"eql\",\n \"add\",\n \"sub\",\n \"mul\",\n \"pow\",\n \"div\",\n \"addN\",\n \"subN\",\n \"mulN\",\n \"sqrN\"\n];\nfunction validateField(field) {\n const initial = {\n ORDER: \"bigint\",\n MASK: \"bigint\",\n BYTES: \"isSafeInteger\",\n BITS: \"isSafeInteger\"\n };\n const opts = FIELD_FIELDS.reduce((map, val)=>{\n map[val] = \"function\";\n return map;\n }, initial);\n return (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.validateObject)(field, opts);\n}\n// Generic field functions\n/**\n * Same as `pow` but for Fp: non-constant-time.\n * Unsafe in some contexts: uses ladder, so can expose bigint bits.\n */ function FpPow(f, num, power) {\n // Should have same speed as pow for bigints\n // TODO: benchmark!\n if (power < _0n) throw new Error(\"Expected power > 0\");\n if (power === _0n) return f.ONE;\n if (power === _1n) return num;\n let p = f.ONE;\n let d = num;\n while(power > _0n){\n if (power & _1n) p = f.mul(p, d);\n d = f.sqr(d);\n power >>= _1n;\n }\n return p;\n}\n/**\n * Efficiently invert an array of Field elements.\n * `inv(0)` will return `undefined` here: make sure to throw an error.\n */ function FpInvertBatch(f, nums) {\n const tmp = new Array(nums.length);\n // Walk from first to last, multiply them by each other MOD p\n const lastMultiplied = nums.reduce((acc, num, i)=>{\n if (f.is0(num)) return acc;\n tmp[i] = acc;\n return f.mul(acc, num);\n }, f.ONE);\n // Invert last element\n const inverted = f.inv(lastMultiplied);\n // Walk from last to first, multiply them by inverted each other MOD p\n nums.reduceRight((acc, num, i)=>{\n if (f.is0(num)) return acc;\n tmp[i] = f.mul(acc, tmp[i]);\n return f.mul(acc, num);\n }, inverted);\n return tmp;\n}\nfunction FpDiv(f, lhs, rhs) {\n return f.mul(lhs, typeof rhs === \"bigint\" ? invert(rhs, f.ORDER) : f.inv(rhs));\n}\n// This function returns True whenever the value x is a square in the field F.\nfunction FpIsSquare(f) {\n const legendreConst = (f.ORDER - _1n) / _2n; // Integer arithmetic\n return (x)=>{\n const p = f.pow(x, legendreConst);\n return f.eql(p, f.ZERO) || f.eql(p, f.ONE);\n };\n}\n// CURVE.n lengths\nfunction nLength(n, nBitLength) {\n // Bit size, byte size of CURVE.n\n const _nBitLength = nBitLength !== undefined ? nBitLength : n.toString(2).length;\n const nByteLength = Math.ceil(_nBitLength / 8);\n return {\n nBitLength: _nBitLength,\n nByteLength\n };\n}\n/**\n * Initializes a finite field over prime. **Non-primes are not supported.**\n * Do not init in loop: slow. Very fragile: always run a benchmark on a change.\n * Major performance optimizations:\n * * a) denormalized operations like mulN instead of mul\n * * b) same object shape: never add or remove keys\n * * c) Object.freeze\n * @param ORDER prime positive bigint\n * @param bitLen how many bits the field consumes\n * @param isLE (def: false) if encoding / decoding should be in little-endian\n * @param redef optional faster redefinitions of sqrt and other methods\n */ function Field(ORDER, bitLen, isLE = false, redef = {}) {\n if (ORDER <= _0n) throw new Error(`Expected Field ORDER > 0, got ${ORDER}`);\n const { nBitLength: BITS, nByteLength: BYTES } = nLength(ORDER, bitLen);\n if (BYTES > 2048) throw new Error(\"Field lengths over 2048 bytes are not supported\");\n const sqrtP = FpSqrt(ORDER);\n const f = Object.freeze({\n ORDER,\n BITS,\n BYTES,\n MASK: (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.bitMask)(BITS),\n ZERO: _0n,\n ONE: _1n,\n create: (num)=>mod(num, ORDER),\n isValid: (num)=>{\n if (typeof num !== \"bigint\") throw new Error(`Invalid field element: expected bigint, got ${typeof num}`);\n return _0n <= num && num < ORDER; // 0 is valid element, but it's not invertible\n },\n is0: (num)=>num === _0n,\n isOdd: (num)=>(num & _1n) === _1n,\n neg: (num)=>mod(-num, ORDER),\n eql: (lhs, rhs)=>lhs === rhs,\n sqr: (num)=>mod(num * num, ORDER),\n add: (lhs, rhs)=>mod(lhs + rhs, ORDER),\n sub: (lhs, rhs)=>mod(lhs - rhs, ORDER),\n mul: (lhs, rhs)=>mod(lhs * rhs, ORDER),\n pow: (num, power)=>FpPow(f, num, power),\n div: (lhs, rhs)=>mod(lhs * invert(rhs, ORDER), ORDER),\n // Same as above, but doesn't normalize\n sqrN: (num)=>num * num,\n addN: (lhs, rhs)=>lhs + rhs,\n subN: (lhs, rhs)=>lhs - rhs,\n mulN: (lhs, rhs)=>lhs * rhs,\n inv: (num)=>invert(num, ORDER),\n sqrt: redef.sqrt || ((n)=>sqrtP(f, n)),\n invertBatch: (lst)=>FpInvertBatch(f, lst),\n // TODO: do we really need constant cmov?\n // We don't have const-time bigints anyway, so probably will be not very useful\n cmov: (a, b, c)=>c ? b : a,\n toBytes: (num)=>isLE ? (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.numberToBytesLE)(num, BYTES) : (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.numberToBytesBE)(num, BYTES),\n fromBytes: (bytes)=>{\n if (bytes.length !== BYTES) throw new Error(`Fp.fromBytes: expected ${BYTES}, got ${bytes.length}`);\n return isLE ? (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.bytesToNumberLE)(bytes) : (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.bytesToNumberBE)(bytes);\n }\n });\n return Object.freeze(f);\n}\nfunction FpSqrtOdd(Fp, elm) {\n if (!Fp.isOdd) throw new Error(`Field doesn't have isOdd`);\n const root = Fp.sqrt(elm);\n return Fp.isOdd(root) ? root : Fp.neg(root);\n}\nfunction FpSqrtEven(Fp, elm) {\n if (!Fp.isOdd) throw new Error(`Field doesn't have isOdd`);\n const root = Fp.sqrt(elm);\n return Fp.isOdd(root) ? Fp.neg(root) : root;\n}\n/**\n * \"Constant-time\" private key generation utility.\n * Same as mapKeyToField, but accepts less bytes (40 instead of 48 for 32-byte field).\n * Which makes it slightly more biased, less secure.\n * @deprecated use mapKeyToField instead\n */ function hashToPrivateScalar(hash, groupOrder, isLE = false) {\n hash = (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.ensureBytes)(\"privateHash\", hash);\n const hashLen = hash.length;\n const minLen = nLength(groupOrder).nByteLength + 8;\n if (minLen < 24 || hashLen < minLen || hashLen > 1024) throw new Error(`hashToPrivateScalar: expected ${minLen}-1024 bytes of input, got ${hashLen}`);\n const num = isLE ? (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.bytesToNumberLE)(hash) : (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.bytesToNumberBE)(hash);\n return mod(num, groupOrder - _1n) + _1n;\n}\n/**\n * Returns total number of bytes consumed by the field element.\n * For example, 32 bytes for usual 256-bit weierstrass curve.\n * @param fieldOrder number of field elements, usually CURVE.n\n * @returns byte length of field\n */ function getFieldBytesLength(fieldOrder) {\n if (typeof fieldOrder !== \"bigint\") throw new Error(\"field order must be bigint\");\n const bitLength = fieldOrder.toString(2).length;\n return Math.ceil(bitLength / 8);\n}\n/**\n * Returns minimal amount of bytes that can be safely reduced\n * by field order.\n * Should be 2^-128 for 128-bit curve such as P256.\n * @param fieldOrder number of field elements, usually CURVE.n\n * @returns byte length of target hash\n */ function getMinHashLength(fieldOrder) {\n const length = getFieldBytesLength(fieldOrder);\n return length + Math.ceil(length / 2);\n}\n/**\n * \"Constant-time\" private key generation utility.\n * Can take (n + n/2) or more bytes of uniform input e.g. from CSPRNG or KDF\n * and convert them into private scalar, with the modulo bias being negligible.\n * Needs at least 48 bytes of input for 32-byte private key.\n * https://research.kudelskisecurity.com/2020/07/28/the-definitive-guide-to-modulo-bias-and-how-to-avoid-it/\n * FIPS 186-5, A.2 https://csrc.nist.gov/publications/detail/fips/186/5/final\n * RFC 9380, https://www.rfc-editor.org/rfc/rfc9380#section-5\n * @param hash hash output from SHA3 or a similar function\n * @param groupOrder size of subgroup - (e.g. secp256k1.CURVE.n)\n * @param isLE interpret hash bytes as LE num\n * @returns valid private scalar\n */ function mapHashToField(key, fieldOrder, isLE = false) {\n const len = key.length;\n const fieldLen = getFieldBytesLength(fieldOrder);\n const minLen = getMinHashLength(fieldOrder);\n // No small numbers: need to understand bias story. 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noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */\n// Utilities for modular arithmetics and finite fields\nimport { bitMask, numberToBytesBE, numberToBytesLE, bytesToNumberBE, bytesToNumberLE, ensureBytes, validateObject, } from './utils.js';\n// prettier-ignore\nconst _0n = BigInt(0), _1n = BigInt(1), _2n = BigInt(2), _3n = BigInt(3);\n// prettier-ignore\nconst _4n = BigInt(4), _5n = BigInt(5), _8n = BigInt(8);\n// prettier-ignore\nconst _9n = BigInt(9), _16n = BigInt(16);\n// Calculates a modulo b\nexport function mod(a, b) {\n    const result = a % b;\n    return result >= _0n ? result : b + result;\n}\n/**\n * Efficiently raise num to power and do modular division.\n * Unsafe in some contexts: uses ladder, so can expose bigint bits.\n * @example\n * pow(2n, 6n, 11n) // 64n % 11n == 9n\n */\n// TODO: use field version && remove\nexport function pow(num, power, modulo) {\n    if (modulo <= _0n || power < _0n)\n        throw new Error('Expected power/modulo > 0');\n    if (modulo === _1n)\n        return _0n;\n    let res = _1n;\n    while (power > _0n) {\n        if (power & _1n)\n            res = (res * num) % modulo;\n        num = (num * num) % modulo;\n        power >>= _1n;\n    }\n    return res;\n}\n// Does x ^ (2 ^ power) mod p. pow2(30, 4) == 30 ^ (2 ^ 4)\nexport function pow2(x, power, modulo) {\n    let res = x;\n    while (power-- > _0n) {\n        res *= res;\n        res %= modulo;\n    }\n    return res;\n}\n// Inverses number over modulo\nexport function invert(number, modulo) {\n    if (number === _0n || modulo <= _0n) {\n        throw new Error(`invert: expected positive integers, got n=${number} mod=${modulo}`);\n    }\n    // Euclidean GCD https://brilliant.org/wiki/extended-euclidean-algorithm/\n    // Fermat's little theorem \"CT-like\" version inv(n) = n^(m-2) mod m is 30x slower.\n    let a = mod(number, modulo);\n    let b = modulo;\n    // prettier-ignore\n    let x = _0n, y = _1n, u = _1n, v = _0n;\n    while (a !== _0n) {\n        // JIT applies optimization if those two lines follow each other\n        const q = b / a;\n        const r = b % a;\n        const m = x - u * q;\n        const n = y - v * q;\n        // prettier-ignore\n        b = a, a = r, x = u, y = v, u = m, v = n;\n    }\n    const gcd = b;\n    if (gcd !== _1n)\n        throw new Error('invert: does not exist');\n    return mod(x, modulo);\n}\n/**\n * Tonelli-Shanks square root search algorithm.\n * 1. https://eprint.iacr.org/2012/685.pdf (page 12)\n * 2. Square Roots from 1; 24, 51, 10 to Dan Shanks\n * Will start an infinite loop if field order P is not prime.\n * @param P field order\n * @returns function that takes field Fp (created from P) and number n\n */\nexport function tonelliShanks(P) {\n    // Legendre constant: used to calculate Legendre symbol (a | p),\n    // which denotes the value of a^((p-1)/2) (mod p).\n    // (a | p) ≡ 1    if a is a square (mod p)\n    // (a | p) ≡ -1   if a is not a square (mod p)\n    // (a | p) ≡ 0    if a ≡ 0 (mod p)\n    const legendreC = (P - _1n) / _2n;\n    let Q, S, Z;\n    // Step 1: By factoring out powers of 2 from p - 1,\n    // find q and s such that p - 1 = q*(2^s) with q odd\n    for (Q = P - _1n, S = 0; Q % _2n === _0n; Q /= _2n, S++)\n        ;\n    // Step 2: Select a non-square z such that (z | p) ≡ -1 and set c ≡ zq\n    for (Z = _2n; Z < P && pow(Z, legendreC, P) !== P - _1n; Z++)\n        ;\n    // Fast-path\n    if (S === 1) {\n        const p1div4 = (P + _1n) / _4n;\n        return function tonelliFast(Fp, n) {\n            const root = Fp.pow(n, p1div4);\n            if (!Fp.eql(Fp.sqr(root), n))\n                throw new Error('Cannot find square root');\n            return root;\n        };\n    }\n    // Slow-path\n    const Q1div2 = (Q + _1n) / _2n;\n    return function tonelliSlow(Fp, n) {\n        // Step 0: Check that n is indeed a square: (n | p) should not be ≡ -1\n        if (Fp.pow(n, legendreC) === Fp.neg(Fp.ONE))\n            throw new Error('Cannot find square root');\n        let r = S;\n        // TODO: will fail at Fp2/etc\n        let g = Fp.pow(Fp.mul(Fp.ONE, Z), Q); // will update both x and b\n        let x = Fp.pow(n, Q1div2); // first guess at the square root\n        let b = Fp.pow(n, Q); // first guess at the fudge factor\n        while (!Fp.eql(b, Fp.ONE)) {\n            if (Fp.eql(b, Fp.ZERO))\n                return Fp.ZERO; // https://en.wikipedia.org/wiki/Tonelli%E2%80%93Shanks_algorithm (4. If t = 0, return r = 0)\n            // Find m such b^(2^m)==1\n            let m = 1;\n            for (let t2 = Fp.sqr(b); m < r; m++) {\n                if (Fp.eql(t2, Fp.ONE))\n                    break;\n                t2 = Fp.sqr(t2); // t2 *= t2\n            }\n            // NOTE: r-m-1 can be bigger than 32, need to convert to bigint before shift, otherwise there will be overflow\n            const ge = Fp.pow(g, _1n << BigInt(r - m - 1)); // ge = 2^(r-m-1)\n            g = Fp.sqr(ge); // g = ge * ge\n            x = Fp.mul(x, ge); // x *= ge\n            b = Fp.mul(b, g); // b *= g\n            r = m;\n        }\n        return x;\n    };\n}\nexport function FpSqrt(P) {\n    // NOTE: different algorithms can give different roots, it is up to user to decide which one they want.\n    // For example there is FpSqrtOdd/FpSqrtEven to choice root based on oddness (used for hash-to-curve).\n    // P ≡ 3 (mod 4)\n    // √n = n^((P+1)/4)\n    if (P % _4n === _3n) {\n        // Not all roots possible!\n        // const ORDER =\n        //   0x1a0111ea397fe69a4b1ba7b6434bacd764774b84f38512bf6730d2a0f6b0f6241eabfffeb153ffffb9feffffffffaaabn;\n        // const NUM = 72057594037927816n;\n        const p1div4 = (P + _1n) / _4n;\n        return function sqrt3mod4(Fp, n) {\n            const root = Fp.pow(n, p1div4);\n            // Throw if root**2 != n\n            if (!Fp.eql(Fp.sqr(root), n))\n                throw new Error('Cannot find square root');\n            return root;\n        };\n    }\n    // Atkin algorithm for q ≡ 5 (mod 8), https://eprint.iacr.org/2012/685.pdf (page 10)\n    if (P % _8n === _5n) {\n        const c1 = (P - _5n) / _8n;\n        return function sqrt5mod8(Fp, n) {\n            const n2 = Fp.mul(n, _2n);\n            const v = Fp.pow(n2, c1);\n            const nv = Fp.mul(n, v);\n            const i = Fp.mul(Fp.mul(nv, _2n), v);\n            const root = Fp.mul(nv, Fp.sub(i, Fp.ONE));\n            if (!Fp.eql(Fp.sqr(root), n))\n                throw new Error('Cannot find square root');\n            return root;\n        };\n    }\n    // P ≡ 9 (mod 16)\n    if (P % _16n === _9n) {\n        // NOTE: tonelli is too slow for bls-Fp2 calculations even on start\n        // Means we cannot use sqrt for constants at all!\n        //\n        // const c1 = Fp.sqrt(Fp.negate(Fp.ONE)); //  1. c1 = sqrt(-1) in F, i.e., (c1^2) == -1 in F\n        // const c2 = Fp.sqrt(c1);                //  2. c2 = sqrt(c1) in F, i.e., (c2^2) == c1 in F\n        // const c3 = Fp.sqrt(Fp.negate(c1));     //  3. c3 = sqrt(-c1) in F, i.e., (c3^2) == -c1 in F\n        // const c4 = (P + _7n) / _16n;           //  4. c4 = (q + 7) / 16        # Integer arithmetic\n        // sqrt = (x) => {\n        //   let tv1 = Fp.pow(x, c4);             //  1. tv1 = x^c4\n        //   let tv2 = Fp.mul(c1, tv1);           //  2. tv2 = c1 * tv1\n        //   const tv3 = Fp.mul(c2, tv1);         //  3. tv3 = c2 * tv1\n        //   let tv4 = Fp.mul(c3, tv1);           //  4. tv4 = c3 * tv1\n        //   const e1 = Fp.equals(Fp.square(tv2), x); //  5.  e1 = (tv2^2) == x\n        //   const e2 = Fp.equals(Fp.square(tv3), x); //  6.  e2 = (tv3^2) == x\n        //   tv1 = Fp.cmov(tv1, tv2, e1); //  7. tv1 = CMOV(tv1, tv2, e1)  # Select tv2 if (tv2^2) == x\n        //   tv2 = Fp.cmov(tv4, tv3, e2); //  8. tv2 = CMOV(tv4, tv3, e2)  # Select tv3 if (tv3^2) == x\n        //   const e3 = Fp.equals(Fp.square(tv2), x); //  9.  e3 = (tv2^2) == x\n        //   return Fp.cmov(tv1, tv2, e3); //  10.  z = CMOV(tv1, tv2, e3)  # Select the sqrt from tv1 and tv2\n        // }\n    }\n    // Other cases: Tonelli-Shanks algorithm\n    return tonelliShanks(P);\n}\n// Little-endian check for first LE bit (last BE bit);\nexport const isNegativeLE = (num, modulo) => (mod(num, modulo) & _1n) === _1n;\n// prettier-ignore\nconst FIELD_FIELDS = [\n    'create', 'isValid', 'is0', 'neg', 'inv', 'sqrt', 'sqr',\n    'eql', 'add', 'sub', 'mul', 'pow', 'div',\n    'addN', 'subN', 'mulN', 'sqrN'\n];\nexport function validateField(field) {\n    const initial = {\n        ORDER: 'bigint',\n        MASK: 'bigint',\n        BYTES: 'isSafeInteger',\n        BITS: 'isSafeInteger',\n    };\n    const opts = FIELD_FIELDS.reduce((map, val) => {\n        map[val] = 'function';\n        return map;\n    }, initial);\n    return validateObject(field, opts);\n}\n// Generic field functions\n/**\n * Same as `pow` but for Fp: non-constant-time.\n * Unsafe in some contexts: uses ladder, so can expose bigint bits.\n */\nexport function FpPow(f, num, power) {\n    // Should have same speed as pow for bigints\n    // TODO: benchmark!\n    if (power < _0n)\n        throw new Error('Expected power > 0');\n    if (power === _0n)\n        return f.ONE;\n    if (power === _1n)\n        return num;\n    let p = f.ONE;\n    let d = num;\n    while (power > _0n) {\n        if (power & _1n)\n            p = f.mul(p, d);\n        d = f.sqr(d);\n        power >>= _1n;\n    }\n    return p;\n}\n/**\n * Efficiently invert an array of Field elements.\n * `inv(0)` will return `undefined` here: make sure to throw an error.\n */\nexport function FpInvertBatch(f, nums) {\n    const tmp = new Array(nums.length);\n    // Walk from first to last, multiply them by each other MOD p\n    const lastMultiplied = nums.reduce((acc, num, i) => {\n        if (f.is0(num))\n            return acc;\n        tmp[i] = acc;\n        return f.mul(acc, num);\n    }, f.ONE);\n    // Invert last element\n    const inverted = f.inv(lastMultiplied);\n    // Walk from last to first, multiply them by inverted each other MOD p\n    nums.reduceRight((acc, num, i) => {\n        if (f.is0(num))\n            return acc;\n        tmp[i] = f.mul(acc, tmp[i]);\n        return f.mul(acc, num);\n    }, inverted);\n    return tmp;\n}\nexport function FpDiv(f, lhs, rhs) {\n    return f.mul(lhs, typeof rhs === 'bigint' ? invert(rhs, f.ORDER) : f.inv(rhs));\n}\n// This function returns True whenever the value x is a square in the field F.\nexport function FpIsSquare(f) {\n    const legendreConst = (f.ORDER - _1n) / _2n; // Integer arithmetic\n    return (x) => {\n        const p = f.pow(x, legendreConst);\n        return f.eql(p, f.ZERO) || f.eql(p, f.ONE);\n    };\n}\n// CURVE.n lengths\nexport function nLength(n, nBitLength) {\n    // Bit size, byte size of CURVE.n\n    const _nBitLength = nBitLength !== undefined ? nBitLength : n.toString(2).length;\n    const nByteLength = Math.ceil(_nBitLength / 8);\n    return { nBitLength: _nBitLength, nByteLength };\n}\n/**\n * Initializes a finite field over prime. **Non-primes are not supported.**\n * Do not init in loop: slow. Very fragile: always run a benchmark on a change.\n * Major performance optimizations:\n * * a) denormalized operations like mulN instead of mul\n * * b) same object shape: never add or remove keys\n * * c) Object.freeze\n * @param ORDER prime positive bigint\n * @param bitLen how many bits the field consumes\n * @param isLE (def: false) if encoding / decoding should be in little-endian\n * @param redef optional faster redefinitions of sqrt and other methods\n */\nexport function Field(ORDER, bitLen, isLE = false, redef = {}) {\n    if (ORDER <= _0n)\n        throw new Error(`Expected Field ORDER > 0, got ${ORDER}`);\n    const { nBitLength: BITS, nByteLength: BYTES } = nLength(ORDER, bitLen);\n    if (BYTES > 2048)\n        throw new Error('Field lengths over 2048 bytes are not supported');\n    const sqrtP = FpSqrt(ORDER);\n    const f = Object.freeze({\n        ORDER,\n        BITS,\n        BYTES,\n        MASK: bitMask(BITS),\n        ZERO: _0n,\n        ONE: _1n,\n        create: (num) => mod(num, ORDER),\n        isValid: (num) => {\n            if (typeof num !== 'bigint')\n                throw new Error(`Invalid field element: expected bigint, got ${typeof num}`);\n            return _0n <= num && num < ORDER; // 0 is valid element, but it's not invertible\n        },\n        is0: (num) => num === _0n,\n        isOdd: (num) => (num & _1n) === _1n,\n        neg: (num) => mod(-num, ORDER),\n        eql: (lhs, rhs) => lhs === rhs,\n        sqr: (num) => mod(num * num, ORDER),\n        add: (lhs, rhs) => mod(lhs + rhs, ORDER),\n        sub: (lhs, rhs) => mod(lhs - rhs, ORDER),\n        mul: (lhs, rhs) => mod(lhs * rhs, ORDER),\n        pow: (num, power) => FpPow(f, num, power),\n        div: (lhs, rhs) => mod(lhs * invert(rhs, ORDER), ORDER),\n        // Same as above, but doesn't normalize\n        sqrN: (num) => num * num,\n        addN: (lhs, rhs) => lhs + rhs,\n        subN: (lhs, rhs) => lhs - rhs,\n        mulN: (lhs, rhs) => lhs * rhs,\n        inv: (num) => invert(num, ORDER),\n        sqrt: redef.sqrt || ((n) => sqrtP(f, n)),\n        invertBatch: (lst) => FpInvertBatch(f, lst),\n        // TODO: do we really need constant cmov?\n        // We don't have const-time bigints anyway, so probably will be not very useful\n        cmov: (a, b, c) => (c ? b : a),\n        toBytes: (num) => (isLE ? numberToBytesLE(num, BYTES) : numberToBytesBE(num, BYTES)),\n        fromBytes: (bytes) => {\n            if (bytes.length !== BYTES)\n                throw new Error(`Fp.fromBytes: expected ${BYTES}, got ${bytes.length}`);\n            return isLE ? bytesToNumberLE(bytes) : bytesToNumberBE(bytes);\n        },\n    });\n    return Object.freeze(f);\n}\nexport function FpSqrtOdd(Fp, elm) {\n    if (!Fp.isOdd)\n        throw new Error(`Field doesn't have isOdd`);\n    const root = Fp.sqrt(elm);\n    return Fp.isOdd(root) ? root : Fp.neg(root);\n}\nexport function FpSqrtEven(Fp, elm) {\n    if (!Fp.isOdd)\n        throw new Error(`Field doesn't have isOdd`);\n    const root = Fp.sqrt(elm);\n    return Fp.isOdd(root) ? Fp.neg(root) : root;\n}\n/**\n * \"Constant-time\" private key generation utility.\n * Same as mapKeyToField, but accepts less bytes (40 instead of 48 for 32-byte field).\n * Which makes it slightly more biased, less secure.\n * @deprecated use mapKeyToField instead\n */\nexport function hashToPrivateScalar(hash, groupOrder, isLE = false) {\n    hash = ensureBytes('privateHash', hash);\n    const hashLen = hash.length;\n    const minLen = nLength(groupOrder).nByteLength + 8;\n    if (minLen < 24 || hashLen < minLen || hashLen > 1024)\n        throw new Error(`hashToPrivateScalar: expected ${minLen}-1024 bytes of input, got ${hashLen}`);\n    const num = isLE ? bytesToNumberLE(hash) : bytesToNumberBE(hash);\n    return mod(num, groupOrder - _1n) + _1n;\n}\n/**\n * Returns total number of bytes consumed by the field element.\n * For example, 32 bytes for usual 256-bit weierstrass curve.\n * @param fieldOrder number of field elements, usually CURVE.n\n * @returns byte length of field\n */\nexport function getFieldBytesLength(fieldOrder) {\n    if (typeof fieldOrder !== 'bigint')\n        throw new Error('field order must be bigint');\n    const bitLength = fieldOrder.toString(2).length;\n    return Math.ceil(bitLength / 8);\n}\n/**\n * Returns minimal amount of bytes that can be safely reduced\n * by field order.\n * Should be 2^-128 for 128-bit curve such as P256.\n * @param fieldOrder number of field elements, usually CURVE.n\n * @returns byte length of target hash\n */\nexport function getMinHashLength(fieldOrder) {\n    const length = getFieldBytesLength(fieldOrder);\n    return length + Math.ceil(length / 2);\n}\n/**\n * \"Constant-time\" private key generation utility.\n * Can take (n + n/2) or more bytes of uniform input e.g. from CSPRNG or KDF\n * and convert them into private scalar, with the modulo bias being negligible.\n * Needs at least 48 bytes of input for 32-byte private key.\n * https://research.kudelskisecurity.com/2020/07/28/the-definitive-guide-to-modulo-bias-and-how-to-avoid-it/\n * FIPS 186-5, A.2 https://csrc.nist.gov/publications/detail/fips/186/5/final\n * RFC 9380, https://www.rfc-editor.org/rfc/rfc9380#section-5\n * @param hash hash output from SHA3 or a similar function\n * @param groupOrder size of subgroup - (e.g. secp256k1.CURVE.n)\n * @param isLE interpret hash bytes as LE num\n * @returns valid private scalar\n */\nexport function mapHashToField(key, fieldOrder, isLE = false) {\n    const len = key.length;\n    const fieldLen = getFieldBytesLength(fieldOrder);\n    const minLen = getMinHashLength(fieldOrder);\n    // No small numbers: need to understand bias story. No huge numbers: easier to detect JS timings.\n    if (len < 16 || len < minLen || len > 1024)\n        throw new Error(`expected ${minLen}-1024 bytes of input, got ${len}`);\n    const num = isLE ? bytesToNumberBE(key) : bytesToNumberLE(key);\n    // `mod(x, 11)` can sometimes produce 0. `mod(x, 10) + 1` is the same, but no 0\n    const reduced = mod(num, fieldOrder - _1n) + _1n;\n    return isLE ? numberToBytesLE(reduced, fieldLen) : numberToBytesBE(reduced, fieldLen);\n}\n//# sourceMappingURL=modular.js.map"],"names":["bitMask","numberToBytesBE","numberToBytesLE","bytesToNumberBE","bytesToNumberLE","ensureBytes","validateObject","_0n","BigInt","_1n","_2n","_3n","_4n","_5n","_8n","_9n","_16n","mod","a","b","result","pow","num","power","modulo","Error","res","pow2","x","invert","number","y","u","v","q","r","m","n","gcd","tonelliShanks","P","legendreC","Q","S","Z","p1div4","tonelliFast","Fp","root","eql","sqr","Q1div2","tonelliSlow","neg","ONE","g","mul","ZERO","t2","ge","FpSqrt","sqrt3mod4","c1","sqrt5mod8","n2","nv","i","sub","isNegativeLE","FIELD_FIELDS","validateField","field","initial","ORDER","MASK","BYTES","BITS","opts","reduce","map","val","FpPow","f","p","d","FpInvertBatch","nums","tmp","Array","length","lastMultiplied","acc","is0","inverted","inv","reduceRight","FpDiv","lhs","rhs","FpIsSquare","legendreConst","nLength","nBitLength","_nBitLength","undefined","toString","nByteLength","Math","ceil","Field","bitLen","isLE","redef","sqrtP","Object","freeze","create","isValid","isOdd","add","div","sqrN","addN","subN","mulN","sqrt","invertBatch","lst","cmov","c","toBytes","fromBytes","bytes","FpSqrtOdd","elm","FpSqrtEven","hashToPrivateScalar","hash","groupOrder","hashLen","minLen","getFieldBytesLength","fieldOrder","bitLength","getMinHashLength","mapHashToField","key","len","fieldLen","reduced"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/curves/esm/abstract/modular.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/curves/esm/abstract/montgomery.js":
/*!***************************************************************!*\
!*** ./node_modules/@noble/curves/esm/abstract/montgomery.js ***!
\***************************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ montgomery: () => (/* binding */ montgomery)\n/* harmony export */ });\n/* harmony import */ var _modular_js__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! ./modular.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/modular.js\");\n/* harmony import */ var _utils_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./utils.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/utils.js\");\n/*! noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */ \n\nconst _0n = BigInt(0);\nconst _1n = BigInt(1);\nfunction validateOpts(curve) {\n (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.validateObject)(curve, {\n a: \"bigint\"\n }, {\n montgomeryBits: \"isSafeInteger\",\n nByteLength: \"isSafeInteger\",\n adjustScalarBytes: \"function\",\n domain: \"function\",\n powPminus2: \"function\",\n Gu: \"bigint\"\n });\n // Set defaults\n return Object.freeze({\n ...curve\n });\n}\n// NOTE: not really montgomery curve, just bunch of very specific methods for X25519/X448 (RFC 7748, https://www.rfc-editor.org/rfc/rfc7748)\n// Uses only one coordinate instead of two\nfunction montgomery(curveDef) {\n const CURVE = validateOpts(curveDef);\n const { P } = CURVE;\n const modP = (n)=>(0,_modular_js__WEBPACK_IMPORTED_MODULE_1__.mod)(n, P);\n const montgomeryBits = CURVE.montgomeryBits;\n const montgomeryBytes = Math.ceil(montgomeryBits / 8);\n const fieldLen = CURVE.nByteLength;\n const adjustScalarBytes = CURVE.adjustScalarBytes || ((bytes)=>bytes);\n const powPminus2 = CURVE.powPminus2 || ((x)=>(0,_modular_js__WEBPACK_IMPORTED_MODULE_1__.pow)(x, P - BigInt(2), P));\n // cswap from RFC7748. 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noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */\nimport { mod, pow } from './modular.js';\nimport { bytesToNumberLE, ensureBytes, numberToBytesLE, validateObject } from './utils.js';\nconst _0n = BigInt(0);\nconst _1n = BigInt(1);\nfunction validateOpts(curve) {\n    validateObject(curve, {\n        a: 'bigint',\n    }, {\n        montgomeryBits: 'isSafeInteger',\n        nByteLength: 'isSafeInteger',\n        adjustScalarBytes: 'function',\n        domain: 'function',\n        powPminus2: 'function',\n        Gu: 'bigint',\n    });\n    // Set defaults\n    return Object.freeze({ ...curve });\n}\n// NOTE: not really montgomery curve, just bunch of very specific methods for X25519/X448 (RFC 7748, https://www.rfc-editor.org/rfc/rfc7748)\n// Uses only one coordinate instead of two\nexport function montgomery(curveDef) {\n    const CURVE = validateOpts(curveDef);\n    const { P } = CURVE;\n    const modP = (n) => mod(n, P);\n    const montgomeryBits = CURVE.montgomeryBits;\n    const montgomeryBytes = Math.ceil(montgomeryBits / 8);\n    const fieldLen = CURVE.nByteLength;\n    const adjustScalarBytes = CURVE.adjustScalarBytes || ((bytes) => bytes);\n    const powPminus2 = CURVE.powPminus2 || ((x) => pow(x, P - BigInt(2), P));\n    // cswap from RFC7748. But it is not from RFC7748!\n    /*\n      cswap(swap, x_2, x_3):\n           dummy = mask(swap) AND (x_2 XOR x_3)\n           x_2 = x_2 XOR dummy\n           x_3 = x_3 XOR dummy\n           Return (x_2, x_3)\n    Where mask(swap) is the all-1 or all-0 word of the same length as x_2\n     and x_3, computed, e.g., as mask(swap) = 0 - swap.\n    */\n    function cswap(swap, x_2, x_3) {\n        const dummy = modP(swap * (x_2 - x_3));\n        x_2 = modP(x_2 - dummy);\n        x_3 = modP(x_3 + dummy);\n        return [x_2, x_3];\n    }\n    // Accepts 0 as well\n    function assertFieldElement(n) {\n        if (typeof n === 'bigint' && _0n <= n && n < P)\n            return n;\n        throw new Error('Expected valid scalar 0 < scalar < CURVE.P');\n    }\n    // x25519 from 4\n    // The constant a24 is (486662 - 2) / 4 = 121665 for curve25519/X25519\n    const a24 = (CURVE.a - BigInt(2)) / BigInt(4);\n    /**\n     *\n     * @param pointU u coordinate (x) on Montgomery Curve 25519\n     * @param scalar by which the point would be multiplied\n     * @returns new Point on Montgomery curve\n     */\n    function montgomeryLadder(pointU, scalar) {\n        const u = assertFieldElement(pointU);\n        // Section 5: Implementations MUST accept non-canonical values and process them as\n        // if they had been reduced modulo the field prime.\n        const k = assertFieldElement(scalar);\n        const x_1 = u;\n        let x_2 = _1n;\n        let z_2 = _0n;\n        let x_3 = u;\n        let z_3 = _1n;\n        let swap = _0n;\n        let sw;\n        for (let t = BigInt(montgomeryBits - 1); t >= _0n; t--) {\n            const k_t = (k >> t) & _1n;\n            swap ^= k_t;\n            sw = cswap(swap, x_2, x_3);\n            x_2 = sw[0];\n            x_3 = sw[1];\n            sw = cswap(swap, z_2, z_3);\n            z_2 = sw[0];\n            z_3 = sw[1];\n            swap = k_t;\n            const A = x_2 + z_2;\n            const AA = modP(A * A);\n            const B = x_2 - z_2;\n            const BB = modP(B * B);\n            const E = AA - BB;\n            const C = x_3 + z_3;\n            const D = x_3 - z_3;\n            const DA = modP(D * A);\n            const CB = modP(C * B);\n            const dacb = DA + CB;\n            const da_cb = DA - CB;\n            x_3 = modP(dacb * dacb);\n            z_3 = modP(x_1 * modP(da_cb * da_cb));\n            x_2 = modP(AA * BB);\n            z_2 = modP(E * (AA + modP(a24 * E)));\n        }\n        // (x_2, x_3) = cswap(swap, x_2, x_3)\n        sw = cswap(swap, x_2, x_3);\n        x_2 = sw[0];\n        x_3 = sw[1];\n        // (z_2, z_3) = cswap(swap, z_2, z_3)\n        sw = cswap(swap, z_2, z_3);\n        z_2 = sw[0];\n        z_3 = sw[1];\n        // z_2^(p - 2)\n        const z2 = powPminus2(z_2);\n        // Return x_2 * (z_2^(p - 2))\n        return modP(x_2 * z2);\n    }\n    function encodeUCoordinate(u) {\n        return numberToBytesLE(modP(u), montgomeryBytes);\n    }\n    function decodeUCoordinate(uEnc) {\n        // Section 5: When receiving such an array, implementations of X25519\n        // MUST mask the most significant bit in the final byte.\n        const u = ensureBytes('u coordinate', uEnc, montgomeryBytes);\n        if (fieldLen === 32)\n            u[31] &= 127; // 0b0111_1111\n        return bytesToNumberLE(u);\n    }\n    function decodeScalar(n) {\n        const bytes = ensureBytes('scalar', n);\n        const len = bytes.length;\n        if (len !== montgomeryBytes && len !== fieldLen)\n            throw new Error(`Expected ${montgomeryBytes} or ${fieldLen} bytes, got ${len}`);\n        return bytesToNumberLE(adjustScalarBytes(bytes));\n    }\n    function scalarMult(scalar, u) {\n        const pointU = decodeUCoordinate(u);\n        const _scalar = decodeScalar(scalar);\n        const pu = montgomeryLadder(pointU, _scalar);\n        // The result was not contributory\n        // https://cr.yp.to/ecdh.html#validate\n        if (pu === _0n)\n            throw new Error('Invalid private or public key received');\n        return encodeUCoordinate(pu);\n    }\n    // Computes public key from private. By doing scalar multiplication of base point.\n    const GuBytes = encodeUCoordinate(CURVE.Gu);\n    function scalarMultBase(scalar) {\n        return scalarMult(scalar, GuBytes);\n    }\n    return {\n        scalarMult,\n        scalarMultBase,\n        getSharedSecret: (privateKey, publicKey) => scalarMult(privateKey, publicKey),\n        getPublicKey: (privateKey) => scalarMultBase(privateKey),\n        utils: { randomPrivateKey: () => CURVE.randomBytes(CURVE.nByteLength) },\n        GuBytes: GuBytes,\n    };\n}\n//# sourceMappingURL=montgomery.js.map"],"names":["mod","pow","bytesToNumberLE","ensureBytes","numberToBytesLE","validateObject","_0n","BigInt","_1n","validateOpts","curve","a","montgomeryBits","nByteLength","adjustScalarBytes","domain","powPminus2","Gu","Object","freeze","montgomery","curveDef","CURVE","P","modP","n","montgomeryBytes","Math","ceil","fieldLen","bytes","x","cswap","swap","x_2","x_3","dummy","assertFieldElement","Error","a24","montgomeryLadder","pointU","scalar","u","k","x_1","z_2","z_3","sw","t","k_t","A","AA","B","BB","E","C","D","DA","CB","dacb","da_cb","z2","encodeUCoordinate","decodeUCoordinate","uEnc","decodeScalar","len","length","scalarMult","_scalar","pu","GuBytes","scalarMultBase","getSharedSecret","privateKey","publicKey","getPublicKey","utils","randomPrivateKey","randomBytes"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/curves/esm/abstract/montgomery.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/curves/esm/abstract/utils.js":
/*!**********************************************************!*\
!*** ./node_modules/@noble/curves/esm/abstract/utils.js ***!
\**********************************************************/
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noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */\n// 100 lines of code in the file are duplicated from noble-hashes (utils).\n// This is OK: `abstract` directory does not use noble-hashes.\n// User may opt-in into using different hashing library. This way, noble-hashes\n// won't be included into their bundle.\nconst _0n = BigInt(0);\nconst _1n = BigInt(1);\nconst _2n = BigInt(2);\nexport function isBytes(a) {\n    return (a instanceof Uint8Array ||\n        (a != null && typeof a === 'object' && a.constructor.name === 'Uint8Array'));\n}\nexport function abytes(item) {\n    if (!isBytes(item))\n        throw new Error('Uint8Array expected');\n}\n// Array where index 0xf0 (240) is mapped to string 'f0'\nconst hexes = /* @__PURE__ */ Array.from({ length: 256 }, (_, i) => i.toString(16).padStart(2, '0'));\n/**\n * @example bytesToHex(Uint8Array.from([0xca, 0xfe, 0x01, 0x23])) // 'cafe0123'\n */\nexport function bytesToHex(bytes) {\n    abytes(bytes);\n    // pre-caching improves the speed 6x\n    let hex = '';\n    for (let i = 0; i < bytes.length; i++) {\n        hex += hexes[bytes[i]];\n    }\n    return hex;\n}\nexport function numberToHexUnpadded(num) {\n    const hex = num.toString(16);\n    return hex.length & 1 ? `0${hex}` : hex;\n}\nexport function hexToNumber(hex) {\n    if (typeof hex !== 'string')\n        throw new Error('hex string expected, got ' + typeof hex);\n    // Big Endian\n    return BigInt(hex === '' ? 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Cause: ${e}`);\n        }\n    }\n    else if (isBytes(hex)) {\n        // Uint8Array.from() instead of hash.slice() because node.js Buffer\n        // is instance of Uint8Array, and its slice() creates **mutable** copy\n        res = Uint8Array.from(hex);\n    }\n    else {\n        throw new Error(`${title} must be hex string or Uint8Array`);\n    }\n    const len = res.length;\n    if (typeof expectedLength === 'number' && len !== expectedLength)\n        throw new Error(`${title} expected ${expectedLength} bytes, got ${len}`);\n    return res;\n}\n/**\n * Copies several Uint8Arrays into one.\n */\nexport function concatBytes(...arrays) {\n    let sum = 0;\n    for (let i = 0; i < arrays.length; i++) {\n        const a = arrays[i];\n        abytes(a);\n        sum += a.length;\n    }\n    const res = new Uint8Array(sum);\n    for (let i = 0, pad = 0; i < arrays.length; i++) {\n        const a = arrays[i];\n        res.set(a, pad);\n        pad += a.length;\n    }\n    return res;\n}\n// Compares 2 u8a-s in kinda constant time\nexport function equalBytes(a, b) {\n    if (a.length !== b.length)\n        return false;\n    let diff = 0;\n    for (let i = 0; i < a.length; i++)\n        diff |= a[i] ^ b[i];\n    return diff === 0;\n}\n/**\n * @example utf8ToBytes('abc') // new Uint8Array([97, 98, 99])\n */\nexport function utf8ToBytes(str) {\n    if (typeof str !== 'string')\n        throw new Error(`utf8ToBytes expected string, got ${typeof str}`);\n    return new Uint8Array(new TextEncoder().encode(str)); // https://bugzil.la/1681809\n}\n// Bit operations\n/**\n * Calculates amount of bits in a bigint.\n * Same as `n.toString(2).length`\n */\nexport function bitLen(n) {\n    let len;\n    for (len = 0; n > _0n; n >>= _1n, len += 1)\n        ;\n    return len;\n}\n/**\n * Gets single bit at position.\n * NOTE: first bit position is 0 (same as arrays)\n * Same as `!!+Array.from(n.toString(2)).reverse()[pos]`\n */\nexport function bitGet(n, pos) {\n    return (n >> BigInt(pos)) & _1n;\n}\n/**\n * Sets single bit at position.\n */\nexport function bitSet(n, pos, value) {\n    return n | ((value ? _1n : _0n) << BigInt(pos));\n}\n/**\n * Calculate mask for N bits. Not using ** operator with bigints because of old engines.\n * Same as BigInt(`0b${Array(i).fill('1').join('')}`)\n */\nexport const bitMask = (n) => (_2n << BigInt(n - 1)) - _1n;\n// DRBG\nconst u8n = (data) => new Uint8Array(data); // creates Uint8Array\nconst u8fr = (arr) => Uint8Array.from(arr); // another shortcut\n/**\n * Minimal HMAC-DRBG from NIST 800-90 for RFC6979 sigs.\n * @returns function that will call DRBG until 2nd arg returns something meaningful\n * @example\n *   const drbg = createHmacDRBG<Key>(32, 32, hmac);\n *   drbg(seed, bytesToKey); // bytesToKey must return Key or undefined\n */\nexport function createHmacDrbg(hashLen, qByteLen, hmacFn) {\n    if (typeof hashLen !== 'number' || hashLen < 2)\n        throw new Error('hashLen must be a number');\n    if (typeof qByteLen !== 'number' || qByteLen < 2)\n        throw new Error('qByteLen must be a number');\n    if (typeof hmacFn !== 'function')\n        throw new Error('hmacFn must be a function');\n    // Step B, Step C: set hashLen to 8*ceil(hlen/8)\n    let v = u8n(hashLen); // Minimal non-full-spec HMAC-DRBG from NIST 800-90 for RFC6979 sigs.\n    let k = u8n(hashLen); // Steps B and C of RFC6979 3.2: set hashLen, in our case always same\n    let i = 0; // Iterations counter, will throw when over 1000\n    const reset = () => {\n        v.fill(1);\n        k.fill(0);\n        i = 0;\n    };\n    const h = (...b) => hmacFn(k, v, ...b); // hmac(k)(v, ...values)\n    const reseed = (seed = u8n()) => {\n        // HMAC-DRBG reseed() function. Steps D-G\n        k = h(u8fr([0x00]), seed); // k = hmac(k || v || 0x00 || seed)\n        v = h(); // v = hmac(k || v)\n        if (seed.length === 0)\n            return;\n        k = h(u8fr([0x01]), seed); // k = hmac(k || v || 0x01 || seed)\n        v = h(); // v = hmac(k || v)\n    };\n    const gen = () => {\n        // HMAC-DRBG generate() function\n        if (i++ >= 1000)\n            throw new Error('drbg: tried 1000 values');\n        let len = 0;\n        const out = [];\n        while (len < qByteLen) {\n            v = h();\n            const sl = v.slice();\n            out.push(sl);\n            len += v.length;\n        }\n        return concatBytes(...out);\n    };\n    const genUntil = (seed, pred) => {\n        reset();\n        reseed(seed); // Steps D-G\n        let res = undefined; // Step H: grind until k is in [1..n-1]\n        while (!(res = pred(gen())))\n            reseed();\n        reset();\n        return res;\n    };\n    return genUntil;\n}\n// Validating curves and fields\nconst validatorFns = {\n    bigint: (val) => typeof val === 'bigint',\n    function: (val) => typeof val === 'function',\n    boolean: (val) => typeof val === 'boolean',\n    string: (val) => typeof val === 'string',\n    stringOrUint8Array: (val) => typeof val === 'string' || isBytes(val),\n    isSafeInteger: (val) => Number.isSafeInteger(val),\n    array: (val) => Array.isArray(val),\n    field: (val, object) => object.Fp.isValid(val),\n    hash: (val) => typeof val === 'function' && Number.isSafeInteger(val.outputLen),\n};\n// type Record<K extends string | number | symbol, T> = { [P in K]: T; }\nexport function validateObject(object, validators, optValidators = {}) {\n    const checkField = (fieldName, type, isOptional) => {\n        const checkVal = validatorFns[type];\n        if (typeof checkVal !== 'function')\n            throw new Error(`Invalid validator \"${type}\", expected function`);\n        const val = object[fieldName];\n        if (isOptional && val === undefined)\n            return;\n        if (!checkVal(val, object)) {\n            throw new Error(`Invalid param ${String(fieldName)}=${val} (${typeof val}), expected ${type}`);\n        }\n    };\n    for (const [fieldName, type] of Object.entries(validators))\n        checkField(fieldName, type, false);\n    for (const [fieldName, type] of Object.entries(optValidators))\n        checkField(fieldName, type, true);\n    return object;\n}\n// validate type tests\n// const o: { a: number; b: number; c: number } = { a: 1, b: 5, c: 6 };\n// const z0 = validateObject(o, { a: 'isSafeInteger' }, { c: 'bigint' }); // Ok!\n// // Should fail type-check\n// const z1 = validateObject(o, { a: 'tmp' }, { c: 'zz' });\n// const z2 = validateObject(o, { a: 'isSafeInteger' }, { c: 'zz' });\n// const z3 = validateObject(o, { test: 'boolean', z: 'bug' });\n// const z4 = validateObject(o, { a: 'boolean', z: 'bug' });\n//# sourceMappingURL=utils.js.map"],"names":["_0n","BigInt","_1n","_2n","isBytes","a","Uint8Array","constructor","name","abytes","item","Error","hexes","Array","from","length","_","i","toString","padStart","bytesToHex","bytes","hex","numberToHexUnpadded","num","hexToNumber","asciis","_0","_9","_A","_F","_a","_f","asciiToBase16","char","hexToBytes","hl","al","array","ai","hi","n1","charCodeAt","n2","undefined","bytesToNumberBE","bytesToNumberLE","reverse","numberToBytesBE","n","len","numberToBytesLE","numberToVarBytesBE","ensureBytes","title","expectedLength","res","e","concatBytes","arrays","sum","pad","set","equalBytes","b","diff","utf8ToBytes","str","TextEncoder","encode","bitLen","bitGet","pos","bitSet","value","bitMask","u8n","data","u8fr","arr","createHmacDrbg","hashLen","qByteLen","hmacFn","v","k","reset","fill","h","reseed","seed","gen","out","sl","slice","push","genUntil","pred","validatorFns","bigint","val","function","boolean","string","stringOrUint8Array","isSafeInteger","Number","isArray","field","object","Fp","isValid","hash","outputLen","validateObject","validators","optValidators","checkField","fieldName","type","isOptional","checkVal","String","Object","entries"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/curves/esm/abstract/utils.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/curves/esm/abstract/weierstrass.js":
/*!****************************************************************!*\
!*** ./node_modules/@noble/curves/esm/abstract/weierstrass.js ***!
\****************************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ DER: () => (/* binding */ DER),\n/* harmony export */ SWUFpSqrtRatio: () => (/* binding */ SWUFpSqrtRatio),\n/* harmony export */ mapToCurveSimpleSWU: () => (/* binding */ mapToCurveSimpleSWU),\n/* harmony export */ weierstrass: () => (/* binding */ weierstrass),\n/* harmony export */ weierstrassPoints: () => (/* binding */ weierstrassPoints)\n/* harmony export */ });\n/* harmony import */ var _modular_js__WEBPACK_IMPORTED_MODULE_2__ = __webpack_require__(/*! ./modular.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/modular.js\");\n/* harmony import */ var _utils_js__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! ./utils.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/utils.js\");\n/* harmony import */ var _curve_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./curve.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/curve.js\");\n/*! noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */ // Short Weierstrass curve. The formula is: y² = x³ + ax + b\n\n\n\n\nfunction validatePointOpts(curve) {\n const opts = (0,_curve_js__WEBPACK_IMPORTED_MODULE_0__.validateBasic)(curve);\n _utils_js__WEBPACK_IMPORTED_MODULE_1__.validateObject(opts, {\n a: \"field\",\n b: \"field\"\n }, {\n allowedPrivateKeyLengths: \"array\",\n wrapPrivateKey: \"boolean\",\n isTorsionFree: \"function\",\n clearCofactor: \"function\",\n allowInfinityPoint: \"boolean\",\n fromBytes: \"function\",\n toBytes: \"function\"\n });\n const { endo, Fp, a } = opts;\n if (endo) {\n if (!Fp.eql(a, Fp.ZERO)) {\n throw new Error(\"Endomorphism can only be defined for Koblitz curves that have a=0\");\n }\n if (typeof endo !== \"object\" || typeof endo.beta !== \"bigint\" || typeof endo.splitScalar !== \"function\") {\n throw new Error(\"Expected endomorphism with beta: bigint and splitScalar: function\");\n }\n }\n return Object.freeze({\n ...opts\n });\n}\n// ASN.1 DER encoding utilities\nconst { bytesToNumberBE: b2n, hexToBytes: h2b } = _utils_js__WEBPACK_IMPORTED_MODULE_1__;\nconst DER = {\n // asn.1 DER encoding utils\n Err: class DERErr extends Error {\n constructor(m = \"\"){\n super(m);\n }\n },\n _parseInt (data) {\n const { Err: E } = DER;\n if (data.length < 2 || data[0] !== 0x02) throw new E(\"Invalid signature integer tag\");\n const len = data[1];\n const res = data.subarray(2, len + 2);\n if (!len || res.length !== len) throw new E(\"Invalid signature integer: wrong length\");\n // https://crypto.stackexchange.com/a/57734 Leftmost bit of first byte is 'negative' flag,\n // since we always use positive integers here. It must always be empty:\n // - add zero byte if exists\n // - if next byte doesn't have a flag, leading zero is not allowed (minimal encoding)\n if (res[0] & 128) throw new E(\"Invalid signature integer: negative\");\n if (res[0] === 0x00 && !(res[1] & 128)) throw new E(\"Invalid signature integer: unnecessary leading zero\");\n return {\n d: b2n(res),\n l: data.subarray(len + 2)\n }; // d is data, l is left\n },\n toSig (hex) {\n // parse DER signature\n const { Err: E } = DER;\n const data = typeof hex === \"string\" ? h2b(hex) : hex;\n _utils_js__WEBPACK_IMPORTED_MODULE_1__.abytes(data);\n let l = data.length;\n if (l < 2 || data[0] != 0x30) throw new E(\"Invalid signature tag\");\n if (data[1] !== l - 2) throw new E(\"Invalid signature: incorrect length\");\n const { d: r, l: sBytes } = DER._parseInt(data.subarray(2));\n const { d: s, l: rBytesLeft } = DER._parseInt(sBytes);\n if (rBytesLeft.length) throw new E(\"Invalid signature: left bytes after parsing\");\n return {\n r,\n s\n };\n },\n hexFromSig (sig) {\n // Add leading zero if first byte has negative bit enabled. More details in '_parseInt'\n const slice = (s)=>Number.parseInt(s[0], 16) & 8 ? \"00\" + s : s;\n const h = (num)=>{\n const hex = num.toString(16);\n return hex.length & 1 ? `0${hex}` : hex;\n };\n const s = slice(h(sig.s));\n const r = slice(h(sig.r));\n const shl = s.length / 2;\n const rhl = r.length / 2;\n const sl = h(shl);\n const rl = h(rhl);\n return `30${h(rhl + shl + 4)}02${rl}${r}02${sl}${s}`;\n }\n};\n// Be friendly to bad ECMAScript parsers by not using bigint literals\n// prettier-ignore\nconst _0n = BigInt(0), _1n = BigInt(1), _2n = BigInt(2), _3n = BigInt(3), _4n = BigInt(4);\nfunction weierstrassPoints(opts) {\n const CURVE = validatePointOpts(opts);\n const { Fp } = CURVE; // All curves has same field / group length as for now, but they can differ\n const toBytes = CURVE.toBytes || ((_c, point, _isCompressed)=>{\n const a = point.toAffine();\n return _utils_js__WEBPACK_IMPORTED_MODULE_1__.concatBytes(Uint8Array.from([\n 0x04\n ]), Fp.toBytes(a.x), Fp.toBytes(a.y));\n });\n const fromBytes = CURVE.fromBytes || ((bytes)=>{\n // const head = bytes[0];\n const tail = bytes.subarray(1);\n // if (head !== 0x04) throw new Error('Only non-compressed encoding is supported');\n const x = Fp.fromBytes(tail.subarray(0, Fp.BYTES));\n const y = Fp.fromBytes(tail.subarray(Fp.BYTES, 2 * Fp.BYTES));\n return {\n x,\n y\n };\n });\n /**\n * y² = x³ + ax + b: Short weierstrass curve formula\n * @returns y²\n */ function weierstrassEquation(x) {\n const { a, b } = CURVE;\n const x2 = Fp.sqr(x); // x * x\n const x3 = Fp.mul(x2, x); // x2 * x\n return Fp.add(Fp.add(x3, Fp.mul(x, a)), b); // x3 + a * x + b\n }\n // Validate whether the passed curve params are valid.\n // We check if curve equation works for generator point.\n // `assertValidity()` won't work: `isTorsionFree()` is not available at this point in bls12-381.\n // ProjectivePoint class has not been initialized yet.\n if (!Fp.eql(Fp.sqr(CURVE.Gy), weierstrassEquation(CURVE.Gx))) throw new Error(\"bad generator point: equation left != right\");\n // Valid group elements reside in range 1..n-1\n function isWithinCurveOrder(num) {\n return typeof num === \"bigint\" && _0n < num && num < CURVE.n;\n }\n function assertGE(num) {\n if (!isWithinCurveOrder(num)) throw new Error(\"Expected valid bigint: 0 < bigint < curve.n\");\n }\n // Validates if priv key is valid and converts it to bigint.\n // Supports options allowedPrivateKeyLengths and wrapPrivateKey.\n function normPrivateKeyToScalar(key) {\n const { allowedPrivateKeyLengths: lengths, nByteLength, wrapPrivateKey, n } = CURVE;\n if (lengths && typeof key !== \"bigint\") {\n if (_utils_js__WEBPACK_IMPORTED_MODULE_1__.isBytes(key)) key = _utils_js__WEBPACK_IMPORTED_MODULE_1__.bytesToHex(key);\n // Normalize to hex string, pad. E.g. P521 would norm 130-132 char hex to 132-char bytes\n if (typeof key !== \"string\" || !lengths.includes(key.length)) throw new Error(\"Invalid key\");\n key = key.padStart(nByteLength * 2, \"0\");\n }\n let num;\n try {\n num = typeof key === \"bigint\" ? key : _utils_js__WEBPACK_IMPORTED_MODULE_1__.bytesToNumberBE((0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"private key\", key, nByteLength));\n } catch (error) {\n throw new Error(`private key must be ${nByteLength} bytes, hex or bigint, not ${typeof key}`);\n }\n if (wrapPrivateKey) num = _modular_js__WEBPACK_IMPORTED_MODULE_2__.mod(num, n); // disabled by default, enabled for BLS\n assertGE(num); // num in range [1..N-1]\n return num;\n }\n const pointPrecomputes = new Map();\n function assertPrjPoint(other) {\n if (!(other instanceof Point)) throw new Error(\"ProjectivePoint expected\");\n }\n /**\n * Projective Point works in 3d / projective (homogeneous) coordinates: (x, y, z) ∋ (x=x/z, y=y/z)\n * Default Point works in 2d / affine coordinates: (x, y)\n * We're doing calculations in projective, because its operations don't require costly inversion.\n */ class Point {\n constructor(px, py, pz){\n this.px = px;\n this.py = py;\n this.pz = pz;\n if (px == null || !Fp.isValid(px)) throw new Error(\"x required\");\n if (py == null || !Fp.isValid(py)) throw new Error(\"y required\");\n if (pz == null || !Fp.isValid(pz)) throw new Error(\"z required\");\n }\n // Does not validate if the point is on-curve.\n // Use fromHex instead, or call assertValidity() later.\n static fromAffine(p) {\n const { x, y } = p || {};\n if (!p || !Fp.isValid(x) || !Fp.isValid(y)) throw new Error(\"invalid affine point\");\n if (p instanceof Point) throw new Error(\"projective point not allowed\");\n const is0 = (i)=>Fp.eql(i, Fp.ZERO);\n // fromAffine(x:0, y:0) would produce (x:0, y:0, z:1), but we need (x:0, y:1, z:0)\n if (is0(x) && is0(y)) return Point.ZERO;\n return new Point(x, y, Fp.ONE);\n }\n get x() {\n return this.toAffine().x;\n }\n get y() {\n return this.toAffine().y;\n }\n /**\n * Takes a bunch of Projective Points but executes only one\n * inversion on all of them. Inversion is very slow operation,\n * so this improves performance massively.\n * Optimization: converts a list of projective points to a list of identical points with Z=1.\n */ static normalizeZ(points) {\n const toInv = Fp.invertBatch(points.map((p)=>p.pz));\n return points.map((p, i)=>p.toAffine(toInv[i])).map(Point.fromAffine);\n }\n /**\n * Converts hash string or Uint8Array to Point.\n * @param hex short/long ECDSA hex\n */ static fromHex(hex) {\n const P = Point.fromAffine(fromBytes((0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"pointHex\", hex)));\n P.assertValidity();\n return P;\n }\n // Multiplies generator point by privateKey.\n static fromPrivateKey(privateKey) {\n return Point.BASE.multiply(normPrivateKeyToScalar(privateKey));\n }\n // \"Private method\", don't use it directly\n _setWindowSize(windowSize) {\n this._WINDOW_SIZE = windowSize;\n pointPrecomputes.delete(this);\n }\n // A point on curve is valid if it conforms to equation.\n assertValidity() {\n if (this.is0()) {\n // (0, 1, 0) aka ZERO is invalid in most contexts.\n // In BLS, ZERO can be serialized, so we allow it.\n // (0, 0, 0) is wrong representation of ZERO and is always invalid.\n if (CURVE.allowInfinityPoint && !Fp.is0(this.py)) return;\n throw new Error(\"bad point: ZERO\");\n }\n // Some 3rd-party test vectors require different wording between here & `fromCompressedHex`\n const { x, y } = this.toAffine();\n // Check if x, y are valid field elements\n if (!Fp.isValid(x) || !Fp.isValid(y)) throw new Error(\"bad point: x or y not FE\");\n const left = Fp.sqr(y); // y²\n const right = weierstrassEquation(x); // x³ + ax + b\n if (!Fp.eql(left, right)) throw new Error(\"bad point: equation left != right\");\n if (!this.isTorsionFree()) throw new Error(\"bad point: not in prime-order subgroup\");\n }\n hasEvenY() {\n const { y } = this.toAffine();\n if (Fp.isOdd) return !Fp.isOdd(y);\n throw new Error(\"Field doesn't support isOdd\");\n }\n /**\n * Compare one point to another.\n */ equals(other) {\n assertPrjPoint(other);\n const { px: X1, py: Y1, pz: Z1 } = this;\n const { px: X2, py: Y2, pz: Z2 } = other;\n const U1 = Fp.eql(Fp.mul(X1, Z2), Fp.mul(X2, Z1));\n const U2 = Fp.eql(Fp.mul(Y1, Z2), Fp.mul(Y2, Z1));\n return U1 && U2;\n }\n /**\n * Flips point to one corresponding to (x, -y) in Affine coordinates.\n */ negate() {\n return new Point(this.px, Fp.neg(this.py), this.pz);\n }\n // Renes-Costello-Batina exception-free doubling formula.\n // There is 30% faster Jacobian formula, but it is not complete.\n // https://eprint.iacr.org/2015/1060, algorithm 3\n // Cost: 8M + 3S + 3*a + 2*b3 + 15add.\n double() {\n const { a, b } = CURVE;\n const b3 = Fp.mul(b, _3n);\n const { px: X1, py: Y1, pz: Z1 } = this;\n let X3 = Fp.ZERO, Y3 = Fp.ZERO, Z3 = Fp.ZERO; // prettier-ignore\n let t0 = Fp.mul(X1, X1); // step 1\n let t1 = Fp.mul(Y1, Y1);\n let t2 = Fp.mul(Z1, Z1);\n let t3 = Fp.mul(X1, Y1);\n t3 = Fp.add(t3, t3); // step 5\n Z3 = Fp.mul(X1, Z1);\n Z3 = Fp.add(Z3, Z3);\n X3 = Fp.mul(a, Z3);\n Y3 = Fp.mul(b3, t2);\n Y3 = Fp.add(X3, Y3); // step 10\n X3 = Fp.sub(t1, Y3);\n Y3 = Fp.add(t1, Y3);\n Y3 = Fp.mul(X3, Y3);\n X3 = Fp.mul(t3, X3);\n Z3 = Fp.mul(b3, Z3); // step 15\n t2 = Fp.mul(a, t2);\n t3 = Fp.sub(t0, t2);\n t3 = Fp.mul(a, t3);\n t3 = Fp.add(t3, Z3);\n Z3 = Fp.add(t0, t0); // step 20\n t0 = Fp.add(Z3, t0);\n t0 = Fp.add(t0, t2);\n t0 = Fp.mul(t0, t3);\n Y3 = Fp.add(Y3, t0);\n t2 = Fp.mul(Y1, Z1); // step 25\n t2 = Fp.add(t2, t2);\n t0 = Fp.mul(t2, t3);\n X3 = Fp.sub(X3, t0);\n Z3 = Fp.mul(t2, t1);\n Z3 = Fp.add(Z3, Z3); // step 30\n Z3 = Fp.add(Z3, Z3);\n return new Point(X3, Y3, Z3);\n }\n // Renes-Costello-Batina exception-free addition formula.\n // There is 30% faster Jacobian formula, but it is not complete.\n // https://eprint.iacr.org/2015/1060, algorithm 1\n // Cost: 12M + 0S + 3*a + 3*b3 + 23add.\n add(other) {\n assertPrjPoint(other);\n const { px: X1, py: Y1, pz: Z1 } = this;\n const { px: X2, py: Y2, pz: Z2 } = other;\n let X3 = Fp.ZERO, Y3 = Fp.ZERO, Z3 = Fp.ZERO; // prettier-ignore\n const a = CURVE.a;\n const b3 = Fp.mul(CURVE.b, _3n);\n let t0 = Fp.mul(X1, X2); // step 1\n let t1 = Fp.mul(Y1, Y2);\n let t2 = Fp.mul(Z1, Z2);\n let t3 = Fp.add(X1, Y1);\n let t4 = Fp.add(X2, Y2); // step 5\n t3 = Fp.mul(t3, t4);\n t4 = Fp.add(t0, t1);\n t3 = Fp.sub(t3, t4);\n t4 = Fp.add(X1, Z1);\n let t5 = Fp.add(X2, Z2); // step 10\n t4 = Fp.mul(t4, t5);\n t5 = Fp.add(t0, t2);\n t4 = Fp.sub(t4, t5);\n t5 = Fp.add(Y1, Z1);\n X3 = Fp.add(Y2, Z2); // step 15\n t5 = Fp.mul(t5, X3);\n X3 = Fp.add(t1, t2);\n t5 = Fp.sub(t5, X3);\n Z3 = Fp.mul(a, t4);\n X3 = Fp.mul(b3, t2); // step 20\n Z3 = Fp.add(X3, Z3);\n X3 = Fp.sub(t1, Z3);\n Z3 = Fp.add(t1, Z3);\n Y3 = Fp.mul(X3, Z3);\n t1 = Fp.add(t0, t0); // step 25\n t1 = Fp.add(t1, t0);\n t2 = Fp.mul(a, t2);\n t4 = Fp.mul(b3, t4);\n t1 = Fp.add(t1, t2);\n t2 = Fp.sub(t0, t2); // step 30\n t2 = Fp.mul(a, t2);\n t4 = Fp.add(t4, t2);\n t0 = Fp.mul(t1, t4);\n Y3 = Fp.add(Y3, t0);\n t0 = Fp.mul(t5, t4); // step 35\n X3 = Fp.mul(t3, X3);\n X3 = Fp.sub(X3, t0);\n t0 = Fp.mul(t3, t1);\n Z3 = Fp.mul(t5, Z3);\n Z3 = Fp.add(Z3, t0); // step 40\n return new Point(X3, Y3, Z3);\n }\n subtract(other) {\n return this.add(other.negate());\n }\n is0() {\n return this.equals(Point.ZERO);\n }\n wNAF(n) {\n return wnaf.wNAFCached(this, pointPrecomputes, n, (comp)=>{\n const toInv = Fp.invertBatch(comp.map((p)=>p.pz));\n return comp.map((p, i)=>p.toAffine(toInv[i])).map(Point.fromAffine);\n });\n }\n /**\n * Non-constant-time multiplication. Uses double-and-add algorithm.\n * It's faster, but should only be used when you don't care about\n * an exposed private key e.g. sig verification, which works over *public* keys.\n */ multiplyUnsafe(n) {\n const I = Point.ZERO;\n if (n === _0n) return I;\n assertGE(n); // Will throw on 0\n if (n === _1n) return this;\n const { endo } = CURVE;\n if (!endo) return wnaf.unsafeLadder(this, n);\n // Apply endomorphism\n let { k1neg, k1, k2neg, k2 } = endo.splitScalar(n);\n let k1p = I;\n let k2p = I;\n let d = this;\n while(k1 > _0n || k2 > _0n){\n if (k1 & _1n) k1p = k1p.add(d);\n if (k2 & _1n) k2p = k2p.add(d);\n d = d.double();\n k1 >>= _1n;\n k2 >>= _1n;\n }\n if (k1neg) k1p = k1p.negate();\n if (k2neg) k2p = k2p.negate();\n k2p = new Point(Fp.mul(k2p.px, endo.beta), k2p.py, k2p.pz);\n return k1p.add(k2p);\n }\n /**\n * Constant time multiplication.\n * Uses wNAF method. Windowed method may be 10% faster,\n * but takes 2x longer to generate and consumes 2x memory.\n * Uses precomputes when available.\n * Uses endomorphism for Koblitz curves.\n * @param scalar by which the point would be multiplied\n * @returns New point\n */ multiply(scalar) {\n assertGE(scalar);\n let n = scalar;\n let point, fake; // Fake point is used to const-time mult\n const { endo } = CURVE;\n if (endo) {\n const { k1neg, k1, k2neg, k2 } = endo.splitScalar(n);\n let { p: k1p, f: f1p } = this.wNAF(k1);\n let { p: k2p, f: f2p } = this.wNAF(k2);\n k1p = wnaf.constTimeNegate(k1neg, k1p);\n k2p = wnaf.constTimeNegate(k2neg, k2p);\n k2p = new Point(Fp.mul(k2p.px, endo.beta), k2p.py, k2p.pz);\n point = k1p.add(k2p);\n fake = f1p.add(f2p);\n } else {\n const { p, f } = this.wNAF(n);\n point = p;\n fake = f;\n }\n // Normalize `z` for both points, but return only real one\n return Point.normalizeZ([\n point,\n fake\n ])[0];\n }\n /**\n * Efficiently calculate `aP + bQ`. Unsafe, can expose private key, if used incorrectly.\n * Not using Strauss-Shamir trick: precomputation tables are faster.\n * The trick could be useful if both P and Q are not G (not in our case).\n * @returns non-zero affine point\n */ multiplyAndAddUnsafe(Q, a, b) {\n const G = Point.BASE; // No Strauss-Shamir trick: we have 10% faster G precomputes\n const mul = (P, a // Select faster multiply() method\n )=>a === _0n || a === _1n || !P.equals(G) ? P.multiplyUnsafe(a) : P.multiply(a);\n const sum = mul(this, a).add(mul(Q, b));\n return sum.is0() ? undefined : sum;\n }\n // Converts Projective point to affine (x, y) coordinates.\n // Can accept precomputed Z^-1 - for example, from invertBatch.\n // (x, y, z) ∋ (x=x/z, y=y/z)\n toAffine(iz) {\n const { px: x, py: y, pz: z } = this;\n const is0 = this.is0();\n // If invZ was 0, we return zero point. However we still want to execute\n // all operations, so we replace invZ with a random number, 1.\n if (iz == null) iz = is0 ? Fp.ONE : Fp.inv(z);\n const ax = Fp.mul(x, iz);\n const ay = Fp.mul(y, iz);\n const zz = Fp.mul(z, iz);\n if (is0) return {\n x: Fp.ZERO,\n y: Fp.ZERO\n };\n if (!Fp.eql(zz, Fp.ONE)) throw new Error(\"invZ was invalid\");\n return {\n x: ax,\n y: ay\n };\n }\n isTorsionFree() {\n const { h: cofactor, isTorsionFree } = CURVE;\n if (cofactor === _1n) return true; // No subgroups, always torsion-free\n if (isTorsionFree) return isTorsionFree(Point, this);\n throw new Error(\"isTorsionFree() has not been declared for the elliptic curve\");\n }\n clearCofactor() {\n const { h: cofactor, clearCofactor } = CURVE;\n if (cofactor === _1n) return this; // Fast-path\n if (clearCofactor) return clearCofactor(Point, this);\n return this.multiplyUnsafe(CURVE.h);\n }\n toRawBytes(isCompressed = true) {\n this.assertValidity();\n return toBytes(Point, this, isCompressed);\n }\n toHex(isCompressed = true) {\n return _utils_js__WEBPACK_IMPORTED_MODULE_1__.bytesToHex(this.toRawBytes(isCompressed));\n }\n }\n Point.BASE = new Point(CURVE.Gx, CURVE.Gy, Fp.ONE);\n Point.ZERO = new Point(Fp.ZERO, Fp.ONE, Fp.ZERO);\n const _bits = CURVE.nBitLength;\n const wnaf = (0,_curve_js__WEBPACK_IMPORTED_MODULE_0__.wNAF)(Point, CURVE.endo ? Math.ceil(_bits / 2) : _bits);\n // Validate if generator point is on curve\n return {\n CURVE,\n ProjectivePoint: Point,\n normPrivateKeyToScalar,\n weierstrassEquation,\n isWithinCurveOrder\n };\n}\nfunction validateOpts(curve) {\n const opts = (0,_curve_js__WEBPACK_IMPORTED_MODULE_0__.validateBasic)(curve);\n _utils_js__WEBPACK_IMPORTED_MODULE_1__.validateObject(opts, {\n hash: \"hash\",\n hmac: \"function\",\n randomBytes: \"function\"\n }, {\n bits2int: \"function\",\n bits2int_modN: \"function\",\n lowS: \"boolean\"\n });\n return Object.freeze({\n lowS: true,\n ...opts\n });\n}\nfunction weierstrass(curveDef) {\n const CURVE = validateOpts(curveDef);\n const { Fp, n: CURVE_ORDER } = CURVE;\n const compressedLen = Fp.BYTES + 1; // e.g. 33 for 32\n const uncompressedLen = 2 * Fp.BYTES + 1; // e.g. 65 for 32\n function isValidFieldElement(num) {\n return _0n < num && num < Fp.ORDER; // 0 is banned since it's not invertible FE\n }\n function modN(a) {\n return _modular_js__WEBPACK_IMPORTED_MODULE_2__.mod(a, CURVE_ORDER);\n }\n function invN(a) {\n return _modular_js__WEBPACK_IMPORTED_MODULE_2__.invert(a, CURVE_ORDER);\n }\n const { ProjectivePoint: Point, normPrivateKeyToScalar, weierstrassEquation, isWithinCurveOrder } = weierstrassPoints({\n ...CURVE,\n toBytes (_c, point, isCompressed) {\n const a = point.toAffine();\n const x = Fp.toBytes(a.x);\n const cat = _utils_js__WEBPACK_IMPORTED_MODULE_1__.concatBytes;\n if (isCompressed) {\n return cat(Uint8Array.from([\n point.hasEvenY() ? 0x02 : 0x03\n ]), x);\n } else {\n return cat(Uint8Array.from([\n 0x04\n ]), x, Fp.toBytes(a.y));\n }\n },\n fromBytes (bytes) {\n const len = bytes.length;\n const head = bytes[0];\n const tail = bytes.subarray(1);\n // this.assertValidity() is done inside of fromHex\n if (len === compressedLen && (head === 0x02 || head === 0x03)) {\n const x = _utils_js__WEBPACK_IMPORTED_MODULE_1__.bytesToNumberBE(tail);\n if (!isValidFieldElement(x)) throw new Error(\"Point is not on curve\");\n const y2 = weierstrassEquation(x); // y² = x³ + ax + b\n let y;\n try {\n y = Fp.sqrt(y2); // y = y² ^ (p+1)/4\n } catch (sqrtError) {\n const suffix = sqrtError instanceof Error ? \": \" + sqrtError.message : \"\";\n throw new Error(\"Point is not on curve\" + suffix);\n }\n const isYOdd = (y & _1n) === _1n;\n // ECDSA\n const isHeadOdd = (head & 1) === 1;\n if (isHeadOdd !== isYOdd) y = Fp.neg(y);\n return {\n x,\n y\n };\n } else if (len === uncompressedLen && head === 0x04) {\n const x = Fp.fromBytes(tail.subarray(0, Fp.BYTES));\n const y = Fp.fromBytes(tail.subarray(Fp.BYTES, 2 * Fp.BYTES));\n return {\n x,\n y\n };\n } else {\n throw new Error(`Point of length ${len} was invalid. Expected ${compressedLen} compressed bytes or ${uncompressedLen} uncompressed bytes`);\n }\n }\n });\n const numToNByteStr = (num)=>_utils_js__WEBPACK_IMPORTED_MODULE_1__.bytesToHex(_utils_js__WEBPACK_IMPORTED_MODULE_1__.numberToBytesBE(num, CURVE.nByteLength));\n function isBiggerThanHalfOrder(number) {\n const HALF = CURVE_ORDER >> _1n;\n return number > HALF;\n }\n function normalizeS(s) {\n return isBiggerThanHalfOrder(s) ? modN(-s) : s;\n }\n // slice bytes num\n const slcNum = (b, from, to)=>_utils_js__WEBPACK_IMPORTED_MODULE_1__.bytesToNumberBE(b.slice(from, to));\n /**\n * ECDSA signature with its (r, s) properties. Supports DER & compact representations.\n */ class Signature {\n constructor(r, s, recovery){\n this.r = r;\n this.s = s;\n this.recovery = recovery;\n this.assertValidity();\n }\n // pair (bytes of r, bytes of s)\n static fromCompact(hex) {\n const l = CURVE.nByteLength;\n hex = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"compactSignature\", hex, l * 2);\n return new Signature(slcNum(hex, 0, l), slcNum(hex, l, 2 * l));\n }\n // DER encoded ECDSA signature\n // https://bitcoin.stackexchange.com/questions/57644/what-are-the-parts-of-a-bitcoin-transaction-input-script\n static fromDER(hex) {\n const { r, s } = DER.toSig((0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"DER\", hex));\n return new Signature(r, s);\n }\n assertValidity() {\n // can use assertGE here\n if (!isWithinCurveOrder(this.r)) throw new Error(\"r must be 0 < r < CURVE.n\");\n if (!isWithinCurveOrder(this.s)) throw new Error(\"s must be 0 < s < CURVE.n\");\n }\n addRecoveryBit(recovery) {\n return new Signature(this.r, this.s, recovery);\n }\n recoverPublicKey(msgHash) {\n const { r, s, recovery: rec } = this;\n const h = bits2int_modN((0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"msgHash\", msgHash)); // Truncate hash\n if (rec == null || ![\n 0,\n 1,\n 2,\n 3\n ].includes(rec)) throw new Error(\"recovery id invalid\");\n const radj = rec === 2 || rec === 3 ? r + CURVE.n : r;\n if (radj >= Fp.ORDER) throw new Error(\"recovery id 2 or 3 invalid\");\n const prefix = (rec & 1) === 0 ? \"02\" : \"03\";\n const R = Point.fromHex(prefix + numToNByteStr(radj));\n const ir = invN(radj); // r^-1\n const u1 = modN(-h * ir); // -hr^-1\n const u2 = modN(s * ir); // sr^-1\n const Q = Point.BASE.multiplyAndAddUnsafe(R, u1, u2); // (sr^-1)R-(hr^-1)G = -(hr^-1)G + (sr^-1)\n if (!Q) throw new Error(\"point at infinify\"); // unsafe is fine: no priv data leaked\n Q.assertValidity();\n return Q;\n }\n // Signatures should be low-s, to prevent malleability.\n hasHighS() {\n return isBiggerThanHalfOrder(this.s);\n }\n normalizeS() {\n return this.hasHighS() ? new Signature(this.r, modN(-this.s), this.recovery) : this;\n }\n // DER-encoded\n toDERRawBytes() {\n return _utils_js__WEBPACK_IMPORTED_MODULE_1__.hexToBytes(this.toDERHex());\n }\n toDERHex() {\n return DER.hexFromSig({\n r: this.r,\n s: this.s\n });\n }\n // padded bytes of r, then padded bytes of s\n toCompactRawBytes() {\n return _utils_js__WEBPACK_IMPORTED_MODULE_1__.hexToBytes(this.toCompactHex());\n }\n toCompactHex() {\n return numToNByteStr(this.r) + numToNByteStr(this.s);\n }\n }\n const utils = {\n isValidPrivateKey (privateKey) {\n try {\n normPrivateKeyToScalar(privateKey);\n return true;\n } catch (error) {\n return false;\n }\n },\n normPrivateKeyToScalar: normPrivateKeyToScalar,\n /**\n * Produces cryptographically secure private key from random of size\n * (groupLen + ceil(groupLen / 2)) with modulo bias being negligible.\n */ randomPrivateKey: ()=>{\n const length = _modular_js__WEBPACK_IMPORTED_MODULE_2__.getMinHashLength(CURVE.n);\n return _modular_js__WEBPACK_IMPORTED_MODULE_2__.mapHashToField(CURVE.randomBytes(length), CURVE.n);\n },\n /**\n * Creates precompute table for an arbitrary EC point. Makes point \"cached\".\n * Allows to massively speed-up `point.multiply(scalar)`.\n * @returns cached point\n * @example\n * const fast = utils.precompute(8, ProjectivePoint.fromHex(someonesPubKey));\n * fast.multiply(privKey); // much faster ECDH now\n */ precompute (windowSize = 8, point = Point.BASE) {\n point._setWindowSize(windowSize);\n point.multiply(BigInt(3)); // 3 is arbitrary, just need any number here\n return point;\n }\n };\n /**\n * Computes public key for a private key. Checks for validity of the private key.\n * @param privateKey private key\n * @param isCompressed whether to return compact (default), or full key\n * @returns Public key, full when isCompressed=false; short when isCompressed=true\n */ function getPublicKey(privateKey, isCompressed = true) {\n return Point.fromPrivateKey(privateKey).toRawBytes(isCompressed);\n }\n /**\n * Quick and dirty check for item being public key. Does not validate hex, or being on-curve.\n */ function isProbPub(item) {\n const arr = _utils_js__WEBPACK_IMPORTED_MODULE_1__.isBytes(item);\n const str = typeof item === \"string\";\n const len = (arr || str) && item.length;\n if (arr) return len === compressedLen || len === uncompressedLen;\n if (str) return len === 2 * compressedLen || len === 2 * uncompressedLen;\n if (item instanceof Point) return true;\n return false;\n }\n /**\n * ECDH (Elliptic Curve Diffie Hellman).\n * Computes shared public key from private key and public key.\n * Checks: 1) private key validity 2) shared key is on-curve.\n * Does NOT hash the result.\n * @param privateA private key\n * @param publicB different public key\n * @param isCompressed whether to return compact (default), or full key\n * @returns shared public key\n */ function getSharedSecret(privateA, publicB, isCompressed = true) {\n if (isProbPub(privateA)) throw new Error(\"first arg must be private key\");\n if (!isProbPub(publicB)) throw new Error(\"second arg must be public key\");\n const b = Point.fromHex(publicB); // check for being on-curve\n return b.multiply(normPrivateKeyToScalar(privateA)).toRawBytes(isCompressed);\n }\n // RFC6979: ensure ECDSA msg is X bytes and < N. RFC suggests optional truncating via bits2octets.\n // FIPS 186-4 4.6 suggests the leftmost min(nBitLen, outLen) bits, which matches bits2int.\n // bits2int can produce res>N, we can do mod(res, N) since the bitLen is the same.\n // int2octets can't be used; pads small msgs with 0: unacceptatble for trunc as per RFC vectors\n const bits2int = CURVE.bits2int || function(bytes) {\n // For curves with nBitLength % 8 !== 0: bits2octets(bits2octets(m)) !== bits2octets(m)\n // for some cases, since bytes.length * 8 is not actual bitLength.\n const num = _utils_js__WEBPACK_IMPORTED_MODULE_1__.bytesToNumberBE(bytes); // check for == u8 done here\n const delta = bytes.length * 8 - CURVE.nBitLength; // truncate to nBitLength leftmost bits\n return delta > 0 ? num >> BigInt(delta) : num;\n };\n const bits2int_modN = CURVE.bits2int_modN || function(bytes) {\n return modN(bits2int(bytes)); // can't use bytesToNumberBE here\n };\n // NOTE: pads output with zero as per spec\n const ORDER_MASK = _utils_js__WEBPACK_IMPORTED_MODULE_1__.bitMask(CURVE.nBitLength);\n /**\n * Converts to bytes. Checks if num in `[0..ORDER_MASK-1]` e.g.: `[0..2^256-1]`.\n */ function int2octets(num) {\n if (typeof num !== \"bigint\") throw new Error(\"bigint expected\");\n if (!(_0n <= num && num < ORDER_MASK)) throw new Error(`bigint expected < 2^${CURVE.nBitLength}`);\n // works with order, can have different size than numToField!\n return _utils_js__WEBPACK_IMPORTED_MODULE_1__.numberToBytesBE(num, CURVE.nByteLength);\n }\n // Steps A, D of RFC6979 3.2\n // Creates RFC6979 seed; converts msg/privKey to numbers.\n // Used only in sign, not in verify.\n // NOTE: we cannot assume here that msgHash has same amount of bytes as curve order, this will be wrong at least for P521.\n // Also it can be bigger for P224 + SHA256\n function prepSig(msgHash, privateKey, opts = defaultSigOpts) {\n if ([\n \"recovered\",\n \"canonical\"\n ].some((k)=>k in opts)) throw new Error(\"sign() legacy options not supported\");\n const { hash, randomBytes } = CURVE;\n let { lowS, prehash, extraEntropy: ent } = opts; // generates low-s sigs by default\n if (lowS == null) lowS = true; // RFC6979 3.2: we skip step A, because we already provide hash\n msgHash = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"msgHash\", msgHash);\n if (prehash) msgHash = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"prehashed msgHash\", hash(msgHash));\n // We can't later call bits2octets, since nested bits2int is broken for curves\n // with nBitLength % 8 !== 0. Because of that, we unwrap it here as int2octets call.\n // const bits2octets = (bits) => int2octets(bits2int_modN(bits))\n const h1int = bits2int_modN(msgHash);\n const d = normPrivateKeyToScalar(privateKey); // validate private key, convert to bigint\n const seedArgs = [\n int2octets(d),\n int2octets(h1int)\n ];\n // extraEntropy. RFC6979 3.6: additional k' (optional).\n if (ent != null && ent !== false) {\n // K = HMAC_K(V || 0x00 || int2octets(x) || bits2octets(h1) || k')\n const e = ent === true ? randomBytes(Fp.BYTES) : ent; // generate random bytes OR pass as-is\n seedArgs.push((0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"extraEntropy\", e)); // check for being bytes\n }\n const seed = _utils_js__WEBPACK_IMPORTED_MODULE_1__.concatBytes(...seedArgs); // Step D of RFC6979 3.2\n const m = h1int; // NOTE: no need to call bits2int second time here, it is inside truncateHash!\n // Converts signature params into point w r/s, checks result for validity.\n function k2sig(kBytes) {\n // RFC 6979 Section 3.2, step 3: k = bits2int(T)\n const k = bits2int(kBytes); // Cannot use fields methods, since it is group element\n if (!isWithinCurveOrder(k)) return; // Important: all mod() calls here must be done over N\n const ik = invN(k); // k^-1 mod n\n const q = Point.BASE.multiply(k).toAffine(); // q = Gk\n const r = modN(q.x); // r = q.x mod n\n if (r === _0n) return;\n // Can use scalar blinding b^-1(bm + bdr) where b ∈ [1,q−1] according to\n // https://tches.iacr.org/index.php/TCHES/article/view/7337/6509. We've decided against it:\n // a) dependency on CSPRNG b) 15% slowdown c) doesn't really help since bigints are not CT\n const s = modN(ik * modN(m + r * d)); // Not using blinding here\n if (s === _0n) return;\n let recovery = (q.x === r ? 0 : 2) | Number(q.y & _1n); // recovery bit (2 or 3, when q.x > n)\n let normS = s;\n if (lowS && isBiggerThanHalfOrder(s)) {\n normS = normalizeS(s); // if lowS was passed, ensure s is always\n recovery ^= 1; // // in the bottom half of N\n }\n return new Signature(r, normS, recovery); // use normS, not s\n }\n return {\n seed,\n k2sig\n };\n }\n const defaultSigOpts = {\n lowS: CURVE.lowS,\n prehash: false\n };\n const defaultVerOpts = {\n lowS: CURVE.lowS,\n prehash: false\n };\n /**\n * Signs message hash with a private key.\n * ```\n * sign(m, d, k) where\n * (x, y) = G × k\n * r = x mod n\n * s = (m + dr)/k mod n\n * ```\n * @param msgHash NOT message. msg needs to be hashed to `msgHash`, or use `prehash`.\n * @param privKey private key\n * @param opts lowS for non-malleable sigs. extraEntropy for mixing randomness into k. prehash will hash first arg.\n * @returns signature with recovery param\n */ function sign(msgHash, privKey, opts = defaultSigOpts) {\n const { seed, k2sig } = prepSig(msgHash, privKey, opts); // Steps A, D of RFC6979 3.2.\n const C = CURVE;\n const drbg = _utils_js__WEBPACK_IMPORTED_MODULE_1__.createHmacDrbg(C.hash.outputLen, C.nByteLength, C.hmac);\n return drbg(seed, k2sig); // Steps B, C, D, E, F, G\n }\n // Enable precomputes. Slows down first publicKey computation by 20ms.\n Point.BASE._setWindowSize(8);\n // utils.precompute(8, ProjectivePoint.BASE)\n /**\n * Verifies a signature against message hash and public key.\n * Rejects lowS signatures by default: to override,\n * specify option `{lowS: false}`. Implements section 4.1.4 from https://www.secg.org/sec1-v2.pdf:\n *\n * ```\n * verify(r, s, h, P) where\n * U1 = hs^-1 mod n\n * U2 = rs^-1 mod n\n * R = U1⋅G - U2⋅P\n * mod(R.x, n) == r\n * ```\n */ function verify(signature, msgHash, publicKey, opts = defaultVerOpts) {\n const sg = signature;\n msgHash = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"msgHash\", msgHash);\n publicKey = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.ensureBytes)(\"publicKey\", publicKey);\n if (\"strict\" in opts) throw new Error(\"options.strict was renamed to lowS\");\n const { lowS, prehash } = opts;\n let _sig = undefined;\n let P;\n try {\n if (typeof sg === \"string\" || _utils_js__WEBPACK_IMPORTED_MODULE_1__.isBytes(sg)) {\n // Signature can be represented in 2 ways: compact (2*nByteLength) & DER (variable-length).\n // Since DER can also be 2*nByteLength bytes, we check for it first.\n try {\n _sig = Signature.fromDER(sg);\n } catch (derError) {\n if (!(derError instanceof DER.Err)) throw derError;\n _sig = Signature.fromCompact(sg);\n }\n } else if (typeof sg === \"object\" && typeof sg.r === \"bigint\" && typeof sg.s === \"bigint\") {\n const { r, s } = sg;\n _sig = new Signature(r, s);\n } else {\n throw new Error(\"PARSE\");\n }\n P = Point.fromHex(publicKey);\n } catch (error) {\n if (error.message === \"PARSE\") throw new Error(`signature must be Signature instance, Uint8Array or hex string`);\n return false;\n }\n if (lowS && _sig.hasHighS()) return false;\n if (prehash) msgHash = CURVE.hash(msgHash);\n const { r, s } = _sig;\n const h = bits2int_modN(msgHash); // Cannot use fields methods, since it is group element\n const is = invN(s); // s^-1\n const u1 = modN(h * is); // u1 = hs^-1 mod n\n const u2 = modN(r * is); // u2 = rs^-1 mod n\n const R = Point.BASE.multiplyAndAddUnsafe(P, u1, u2)?.toAffine(); // R = u1⋅G + u2⋅P\n if (!R) return false;\n const v = modN(R.x);\n return v === r;\n }\n return {\n CURVE,\n getPublicKey,\n getSharedSecret,\n sign,\n verify,\n ProjectivePoint: Point,\n Signature,\n utils\n };\n}\n/**\n * Implementation of the Shallue and van de Woestijne method for any weierstrass curve.\n * TODO: check if there is a way to merge this with uvRatio in Edwards; move to modular.\n * b = True and y = sqrt(u / v) if (u / v) is square in F, and\n * b = False and y = sqrt(Z * (u / v)) otherwise.\n * @param Fp\n * @param Z\n * @returns\n */ function SWUFpSqrtRatio(Fp, Z) {\n // Generic implementation\n const q = Fp.ORDER;\n let l = _0n;\n for(let o = q - _1n; o % _2n === _0n; o /= _2n)l += _1n;\n const c1 = l; // 1. c1, the largest integer such that 2^c1 divides q - 1.\n // We need 2n ** c1 and 2n ** (c1-1). We can't use **; but we can use <<.\n // 2n ** c1 == 2n << (c1-1)\n const _2n_pow_c1_1 = _2n << c1 - _1n - _1n;\n const _2n_pow_c1 = _2n_pow_c1_1 * _2n;\n const c2 = (q - _1n) / _2n_pow_c1; // 2. c2 = (q - 1) / (2^c1) # Integer arithmetic\n const c3 = (c2 - _1n) / _2n; // 3. c3 = (c2 - 1) / 2 # Integer arithmetic\n const c4 = _2n_pow_c1 - _1n; // 4. c4 = 2^c1 - 1 # Integer arithmetic\n const c5 = _2n_pow_c1_1; // 5. c5 = 2^(c1 - 1) # Integer arithmetic\n const c6 = Fp.pow(Z, c2); // 6. c6 = Z^c2\n const c7 = Fp.pow(Z, (c2 + _1n) / _2n); // 7. c7 = Z^((c2 + 1) / 2)\n let sqrtRatio = (u, v)=>{\n let tv1 = c6; // 1. tv1 = c6\n let tv2 = Fp.pow(v, c4); // 2. tv2 = v^c4\n let tv3 = Fp.sqr(tv2); // 3. tv3 = tv2^2\n tv3 = Fp.mul(tv3, v); // 4. tv3 = tv3 * v\n let tv5 = Fp.mul(u, tv3); // 5. tv5 = u * tv3\n tv5 = Fp.pow(tv5, c3); // 6. tv5 = tv5^c3\n tv5 = Fp.mul(tv5, tv2); // 7. tv5 = tv5 * tv2\n tv2 = Fp.mul(tv5, v); // 8. tv2 = tv5 * v\n tv3 = Fp.mul(tv5, u); // 9. tv3 = tv5 * u\n let tv4 = Fp.mul(tv3, tv2); // 10. tv4 = tv3 * tv2\n tv5 = Fp.pow(tv4, c5); // 11. tv5 = tv4^c5\n let isQR = Fp.eql(tv5, Fp.ONE); // 12. isQR = tv5 == 1\n tv2 = Fp.mul(tv3, c7); // 13. tv2 = tv3 * c7\n tv5 = Fp.mul(tv4, tv1); // 14. tv5 = tv4 * tv1\n tv3 = Fp.cmov(tv2, tv3, isQR); // 15. tv3 = CMOV(tv2, tv3, isQR)\n tv4 = Fp.cmov(tv5, tv4, isQR); // 16. tv4 = CMOV(tv5, tv4, isQR)\n // 17. for i in (c1, c1 - 1, ..., 2):\n for(let i = c1; i > _1n; i--){\n let tv5 = i - _2n; // 18. tv5 = i - 2\n tv5 = _2n << tv5 - _1n; // 19. tv5 = 2^tv5\n let tvv5 = Fp.pow(tv4, tv5); // 20. tv5 = tv4^tv5\n const e1 = Fp.eql(tvv5, Fp.ONE); // 21. e1 = tv5 == 1\n tv2 = Fp.mul(tv3, tv1); // 22. tv2 = tv3 * tv1\n tv1 = Fp.mul(tv1, tv1); // 23. tv1 = tv1 * tv1\n tvv5 = Fp.mul(tv4, tv1); // 24. tv5 = tv4 * tv1\n tv3 = Fp.cmov(tv2, tv3, e1); // 25. tv3 = CMOV(tv2, tv3, e1)\n tv4 = Fp.cmov(tvv5, tv4, e1); // 26. tv4 = CMOV(tv5, tv4, e1)\n }\n return {\n isValid: isQR,\n value: tv3\n };\n };\n if (Fp.ORDER % _4n === _3n) {\n // sqrt_ratio_3mod4(u, v)\n const c1 = (Fp.ORDER - _3n) / _4n; // 1. c1 = (q - 3) / 4 # Integer arithmetic\n const c2 = Fp.sqrt(Fp.neg(Z)); // 2. c2 = sqrt(-Z)\n sqrtRatio = (u, v)=>{\n let tv1 = Fp.sqr(v); // 1. tv1 = v^2\n const tv2 = Fp.mul(u, v); // 2. tv2 = u * v\n tv1 = Fp.mul(tv1, tv2); // 3. tv1 = tv1 * tv2\n let y1 = Fp.pow(tv1, c1); // 4. y1 = tv1^c1\n y1 = Fp.mul(y1, tv2); // 5. y1 = y1 * tv2\n const y2 = Fp.mul(y1, c2); // 6. y2 = y1 * c2\n const tv3 = Fp.mul(Fp.sqr(y1), v); // 7. tv3 = y1^2; 8. tv3 = tv3 * v\n const isQR = Fp.eql(tv3, u); // 9. isQR = tv3 == u\n let y = Fp.cmov(y2, y1, isQR); // 10. y = CMOV(y2, y1, isQR)\n return {\n isValid: isQR,\n value: y\n }; // 11. return (isQR, y) isQR ? y : y*c2\n };\n }\n // No curves uses that\n // if (Fp.ORDER % _8n === _5n) // sqrt_ratio_5mod8\n return sqrtRatio;\n}\n/**\n * Simplified Shallue-van de Woestijne-Ulas Method\n * https://www.rfc-editor.org/rfc/rfc9380#section-6.6.2\n */ function mapToCurveSimpleSWU(Fp, opts) {\n _modular_js__WEBPACK_IMPORTED_MODULE_2__.validateField(Fp);\n if (!Fp.isValid(opts.A) || !Fp.isValid(opts.B) || !Fp.isValid(opts.Z)) throw new Error(\"mapToCurveSimpleSWU: invalid opts\");\n const sqrtRatio = SWUFpSqrtRatio(Fp, opts.Z);\n if (!Fp.isOdd) throw new Error(\"Fp.isOdd is not implemented!\");\n // Input: u, an element of F.\n // Output: (x, y), a point on E.\n return (u)=>{\n // prettier-ignore\n let tv1, tv2, tv3, tv4, tv5, tv6, x, y;\n tv1 = Fp.sqr(u); // 1. tv1 = u^2\n tv1 = Fp.mul(tv1, opts.Z); // 2. tv1 = Z * tv1\n tv2 = Fp.sqr(tv1); // 3. tv2 = tv1^2\n tv2 = Fp.add(tv2, tv1); // 4. tv2 = tv2 + tv1\n tv3 = Fp.add(tv2, Fp.ONE); // 5. tv3 = tv2 + 1\n tv3 = Fp.mul(tv3, opts.B); // 6. tv3 = B * tv3\n tv4 = Fp.cmov(opts.Z, Fp.neg(tv2), !Fp.eql(tv2, Fp.ZERO)); // 7. tv4 = CMOV(Z, -tv2, tv2 != 0)\n tv4 = Fp.mul(tv4, opts.A); // 8. tv4 = A * tv4\n tv2 = Fp.sqr(tv3); // 9. tv2 = tv3^2\n tv6 = Fp.sqr(tv4); // 10. tv6 = tv4^2\n tv5 = Fp.mul(tv6, opts.A); // 11. tv5 = A * tv6\n tv2 = Fp.add(tv2, tv5); // 12. tv2 = tv2 + tv5\n tv2 = Fp.mul(tv2, tv3); // 13. tv2 = tv2 * tv3\n tv6 = Fp.mul(tv6, tv4); // 14. tv6 = tv6 * tv4\n tv5 = Fp.mul(tv6, opts.B); // 15. tv5 = B * tv6\n tv2 = Fp.add(tv2, tv5); // 16. tv2 = tv2 + tv5\n x = Fp.mul(tv1, tv3); // 17. x = tv1 * tv3\n const { isValid, value } = sqrtRatio(tv2, tv6); // 18. (is_gx1_square, y1) = sqrt_ratio(tv2, tv6)\n y = Fp.mul(tv1, u); // 19. y = tv1 * u -> Z * u^3 * y1\n y = Fp.mul(y, value); // 20. y = y * y1\n x = Fp.cmov(x, tv3, isValid); // 21. x = CMOV(x, tv3, is_gx1_square)\n y = Fp.cmov(y, value, isValid); // 22. y = CMOV(y, y1, is_gx1_square)\n const e1 = Fp.isOdd(u) === Fp.isOdd(y); // 23. e1 = sgn0(u) == sgn0(y)\n y = Fp.cmov(Fp.neg(y), y, e1); // 24. y = CMOV(-y, y, e1)\n x = Fp.div(x, tv4); // 25. x = x / tv4\n return {\n x,\n y\n };\n };\n} //# sourceMappingURL=weierstrass.js.map\n//# sourceURL=[module]\n//# 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noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */\n// Short Weierstrass curve. The formula is: y² = x³ + ax + b\nimport * as mod from './modular.js';\nimport * as ut from './utils.js';\nimport { ensureBytes } from './utils.js';\nimport { wNAF, validateBasic } from './curve.js';\nfunction validatePointOpts(curve) {\n    const opts = validateBasic(curve);\n    ut.validateObject(opts, {\n        a: 'field',\n        b: 'field',\n    }, {\n        allowedPrivateKeyLengths: 'array',\n        wrapPrivateKey: 'boolean',\n        isTorsionFree: 'function',\n        clearCofactor: 'function',\n        allowInfinityPoint: 'boolean',\n        fromBytes: 'function',\n        toBytes: 'function',\n    });\n    const { endo, Fp, a } = opts;\n    if (endo) {\n        if (!Fp.eql(a, Fp.ZERO)) {\n            throw new Error('Endomorphism can only be defined for Koblitz curves that have a=0');\n        }\n        if (typeof endo !== 'object' ||\n            typeof endo.beta !== 'bigint' ||\n            typeof endo.splitScalar !== 'function') {\n            throw new Error('Expected endomorphism with beta: bigint and splitScalar: function');\n        }\n    }\n    return Object.freeze({ ...opts });\n}\n// ASN.1 DER encoding utilities\nconst { bytesToNumberBE: b2n, hexToBytes: h2b } = ut;\nexport const DER = {\n    // asn.1 DER encoding utils\n    Err: class DERErr extends Error {\n        constructor(m = '') {\n            super(m);\n        }\n    },\n    _parseInt(data) {\n        const { Err: E } = DER;\n        if (data.length < 2 || data[0] !== 0x02)\n            throw new E('Invalid signature integer tag');\n        const len = data[1];\n        const res = data.subarray(2, len + 2);\n        if (!len || res.length !== len)\n            throw new E('Invalid signature integer: wrong length');\n        // https://crypto.stackexchange.com/a/57734 Leftmost bit of first byte is 'negative' flag,\n        // since we always use positive integers here. It must always be empty:\n        // - add zero byte if exists\n        // - if next byte doesn't have a flag, leading zero is not allowed (minimal encoding)\n        if (res[0] & 0b10000000)\n            throw new E('Invalid signature integer: negative');\n        if (res[0] === 0x00 && !(res[1] & 0b10000000))\n            throw new E('Invalid signature integer: unnecessary leading zero');\n        return { d: b2n(res), l: data.subarray(len + 2) }; // d is data, l is left\n    },\n    toSig(hex) {\n        // parse DER signature\n        const { Err: E } = DER;\n        const data = typeof hex === 'string' ? h2b(hex) : hex;\n        ut.abytes(data);\n        let l = data.length;\n        if (l < 2 || data[0] != 0x30)\n            throw new E('Invalid signature tag');\n        if (data[1] !== l - 2)\n            throw new E('Invalid signature: incorrect length');\n        const { d: r, l: sBytes } = DER._parseInt(data.subarray(2));\n        const { d: s, l: rBytesLeft } = DER._parseInt(sBytes);\n        if (rBytesLeft.length)\n            throw new E('Invalid signature: left bytes after parsing');\n        return { r, s };\n    },\n    hexFromSig(sig) {\n        // Add leading zero if first byte has negative bit enabled. More details in '_parseInt'\n        const slice = (s) => (Number.parseInt(s[0], 16) & 0b1000 ? '00' + s : s);\n        const h = (num) => {\n            const hex = num.toString(16);\n            return hex.length & 1 ? `0${hex}` : hex;\n        };\n        const s = slice(h(sig.s));\n        const r = slice(h(sig.r));\n        const shl = s.length / 2;\n        const rhl = r.length / 2;\n        const sl = h(shl);\n        const rl = h(rhl);\n        return `30${h(rhl + shl + 4)}02${rl}${r}02${sl}${s}`;\n    },\n};\n// Be friendly to bad ECMAScript parsers by not using bigint literals\n// prettier-ignore\nconst _0n = BigInt(0), _1n = BigInt(1), _2n = BigInt(2), _3n = BigInt(3), _4n = BigInt(4);\nexport function weierstrassPoints(opts) {\n    const CURVE = validatePointOpts(opts);\n    const { Fp } = CURVE; // All curves has same field / group length as for now, but they can differ\n    const toBytes = CURVE.toBytes ||\n        ((_c, point, _isCompressed) => {\n            const a = point.toAffine();\n            return ut.concatBytes(Uint8Array.from([0x04]), Fp.toBytes(a.x), Fp.toBytes(a.y));\n        });\n    const fromBytes = CURVE.fromBytes ||\n        ((bytes) => {\n            // const head = bytes[0];\n            const tail = bytes.subarray(1);\n            // if (head !== 0x04) throw new Error('Only non-compressed encoding is supported');\n            const x = Fp.fromBytes(tail.subarray(0, Fp.BYTES));\n            const y = Fp.fromBytes(tail.subarray(Fp.BYTES, 2 * Fp.BYTES));\n            return { x, y };\n        });\n    /**\n     * y² = x³ + ax + b: Short weierstrass curve formula\n     * @returns y²\n     */\n    function weierstrassEquation(x) {\n        const { a, b } = CURVE;\n        const x2 = Fp.sqr(x); // x * x\n        const x3 = Fp.mul(x2, x); // x2 * x\n        return Fp.add(Fp.add(x3, Fp.mul(x, a)), b); // x3 + a * x + b\n    }\n    // Validate whether the passed curve params are valid.\n    // We check if curve equation works for generator point.\n    // `assertValidity()` won't work: `isTorsionFree()` is not available at this point in bls12-381.\n    // ProjectivePoint class has not been initialized yet.\n    if (!Fp.eql(Fp.sqr(CURVE.Gy), weierstrassEquation(CURVE.Gx)))\n        throw new Error('bad generator point: equation left != right');\n    // Valid group elements reside in range 1..n-1\n    function isWithinCurveOrder(num) {\n        return typeof num === 'bigint' && _0n < num && num < CURVE.n;\n    }\n    function assertGE(num) {\n        if (!isWithinCurveOrder(num))\n            throw new Error('Expected valid bigint: 0 < bigint < curve.n');\n    }\n    // Validates if priv key is valid and converts it to bigint.\n    // Supports options allowedPrivateKeyLengths and wrapPrivateKey.\n    function normPrivateKeyToScalar(key) {\n        const { allowedPrivateKeyLengths: lengths, nByteLength, wrapPrivateKey, n } = CURVE;\n        if (lengths && typeof key !== 'bigint') {\n            if (ut.isBytes(key))\n                key = ut.bytesToHex(key);\n            // Normalize to hex string, pad. E.g. P521 would norm 130-132 char hex to 132-char bytes\n            if (typeof key !== 'string' || !lengths.includes(key.length))\n                throw new Error('Invalid key');\n            key = key.padStart(nByteLength * 2, '0');\n        }\n        let num;\n        try {\n            num =\n                typeof key === 'bigint'\n                    ? key\n                    : ut.bytesToNumberBE(ensureBytes('private key', key, nByteLength));\n        }\n        catch (error) {\n            throw new Error(`private key must be ${nByteLength} bytes, hex or bigint, not ${typeof key}`);\n        }\n        if (wrapPrivateKey)\n            num = mod.mod(num, n); // disabled by default, enabled for BLS\n        assertGE(num); // num in range [1..N-1]\n        return num;\n    }\n    const pointPrecomputes = new Map();\n    function assertPrjPoint(other) {\n        if (!(other instanceof Point))\n            throw new Error('ProjectivePoint expected');\n    }\n    /**\n     * Projective Point works in 3d / projective (homogeneous) coordinates: (x, y, z) ∋ (x=x/z, y=y/z)\n     * Default Point works in 2d / affine coordinates: (x, y)\n     * We're doing calculations in projective, because its operations don't require costly inversion.\n     */\n    class Point {\n        constructor(px, py, pz) {\n            this.px = px;\n            this.py = py;\n            this.pz = pz;\n            if (px == null || !Fp.isValid(px))\n                throw new Error('x required');\n            if (py == null || !Fp.isValid(py))\n                throw new Error('y required');\n            if (pz == null || !Fp.isValid(pz))\n                throw new Error('z required');\n        }\n        // Does not validate if the point is on-curve.\n        // Use fromHex instead, or call assertValidity() later.\n        static fromAffine(p) {\n            const { x, y } = p || {};\n            if (!p || !Fp.isValid(x) || !Fp.isValid(y))\n                throw new Error('invalid affine point');\n            if (p instanceof Point)\n                throw new Error('projective point not allowed');\n            const is0 = (i) => Fp.eql(i, Fp.ZERO);\n            // fromAffine(x:0, y:0) would produce (x:0, y:0, z:1), but we need (x:0, y:1, z:0)\n            if (is0(x) && is0(y))\n                return Point.ZERO;\n            return new Point(x, y, Fp.ONE);\n        }\n        get x() {\n            return this.toAffine().x;\n        }\n        get y() {\n            return this.toAffine().y;\n        }\n        /**\n         * Takes a bunch of Projective Points but executes only one\n         * inversion on all of them. Inversion is very slow operation,\n         * so this improves performance massively.\n         * Optimization: converts a list of projective points to a list of identical points with Z=1.\n         */\n        static normalizeZ(points) {\n            const toInv = Fp.invertBatch(points.map((p) => p.pz));\n            return points.map((p, i) => p.toAffine(toInv[i])).map(Point.fromAffine);\n        }\n        /**\n         * Converts hash string or Uint8Array to Point.\n         * @param hex short/long ECDSA hex\n         */\n        static fromHex(hex) {\n            const P = Point.fromAffine(fromBytes(ensureBytes('pointHex', hex)));\n            P.assertValidity();\n            return P;\n        }\n        // Multiplies generator point by privateKey.\n        static fromPrivateKey(privateKey) {\n            return Point.BASE.multiply(normPrivateKeyToScalar(privateKey));\n        }\n        // \"Private method\", don't use it directly\n        _setWindowSize(windowSize) {\n            this._WINDOW_SIZE = windowSize;\n            pointPrecomputes.delete(this);\n        }\n        // A point on curve is valid if it conforms to equation.\n        assertValidity() {\n            if (this.is0()) {\n                // (0, 1, 0) aka ZERO is invalid in most contexts.\n                // In BLS, ZERO can be serialized, so we allow it.\n                // (0, 0, 0) is wrong representation of ZERO and is always invalid.\n                if (CURVE.allowInfinityPoint && !Fp.is0(this.py))\n                    return;\n                throw new Error('bad point: ZERO');\n            }\n            // Some 3rd-party test vectors require different wording between here & `fromCompressedHex`\n            const { x, y } = this.toAffine();\n            // Check if x, y are valid field elements\n            if (!Fp.isValid(x) || !Fp.isValid(y))\n                throw new Error('bad point: x or y not FE');\n            const left = Fp.sqr(y); // y²\n            const right = weierstrassEquation(x); // x³ + ax + b\n            if (!Fp.eql(left, right))\n                throw new Error('bad point: equation left != right');\n            if (!this.isTorsionFree())\n                throw new Error('bad point: not in prime-order subgroup');\n        }\n        hasEvenY() {\n            const { y } = this.toAffine();\n            if (Fp.isOdd)\n                return !Fp.isOdd(y);\n            throw new Error(\"Field doesn't support isOdd\");\n        }\n        /**\n         * Compare one point to another.\n         */\n        equals(other) {\n            assertPrjPoint(other);\n            const { px: X1, py: Y1, pz: Z1 } = this;\n            const { px: X2, py: Y2, pz: Z2 } = other;\n            const U1 = Fp.eql(Fp.mul(X1, Z2), Fp.mul(X2, Z1));\n            const U2 = Fp.eql(Fp.mul(Y1, Z2), Fp.mul(Y2, Z1));\n            return U1 && U2;\n        }\n        /**\n         * Flips point to one corresponding to (x, -y) in Affine coordinates.\n         */\n        negate() {\n            return new Point(this.px, Fp.neg(this.py), this.pz);\n        }\n        // Renes-Costello-Batina exception-free doubling formula.\n        // There is 30% faster Jacobian formula, but it is not complete.\n        // https://eprint.iacr.org/2015/1060, algorithm 3\n        // Cost: 8M + 3S + 3*a + 2*b3 + 15add.\n        double() {\n            const { a, b } = CURVE;\n            const b3 = Fp.mul(b, _3n);\n            const { px: X1, py: Y1, pz: Z1 } = this;\n            let X3 = Fp.ZERO, Y3 = Fp.ZERO, Z3 = Fp.ZERO; // prettier-ignore\n            let t0 = Fp.mul(X1, X1); // step 1\n            let t1 = Fp.mul(Y1, Y1);\n            let t2 = Fp.mul(Z1, Z1);\n            let t3 = Fp.mul(X1, Y1);\n            t3 = Fp.add(t3, t3); // step 5\n            Z3 = Fp.mul(X1, Z1);\n            Z3 = Fp.add(Z3, Z3);\n            X3 = Fp.mul(a, Z3);\n            Y3 = Fp.mul(b3, t2);\n            Y3 = Fp.add(X3, Y3); // step 10\n            X3 = Fp.sub(t1, Y3);\n            Y3 = Fp.add(t1, Y3);\n            Y3 = Fp.mul(X3, Y3);\n            X3 = Fp.mul(t3, X3);\n            Z3 = Fp.mul(b3, Z3); // step 15\n            t2 = Fp.mul(a, t2);\n            t3 = Fp.sub(t0, t2);\n            t3 = Fp.mul(a, t3);\n            t3 = Fp.add(t3, Z3);\n            Z3 = Fp.add(t0, t0); // step 20\n            t0 = Fp.add(Z3, t0);\n            t0 = Fp.add(t0, t2);\n            t0 = Fp.mul(t0, t3);\n            Y3 = Fp.add(Y3, t0);\n            t2 = Fp.mul(Y1, Z1); // step 25\n            t2 = Fp.add(t2, t2);\n            t0 = Fp.mul(t2, t3);\n            X3 = Fp.sub(X3, t0);\n            Z3 = Fp.mul(t2, t1);\n            Z3 = Fp.add(Z3, Z3); // step 30\n            Z3 = Fp.add(Z3, Z3);\n            return new Point(X3, Y3, Z3);\n        }\n        // Renes-Costello-Batina exception-free addition formula.\n        // There is 30% faster Jacobian formula, but it is not complete.\n        // https://eprint.iacr.org/2015/1060, algorithm 1\n        // Cost: 12M + 0S + 3*a + 3*b3 + 23add.\n        add(other) {\n            assertPrjPoint(other);\n            const { px: X1, py: Y1, pz: Z1 } = this;\n            const { px: X2, py: Y2, pz: Z2 } = other;\n            let X3 = Fp.ZERO, Y3 = Fp.ZERO, Z3 = Fp.ZERO; // prettier-ignore\n            const a = CURVE.a;\n            const b3 = Fp.mul(CURVE.b, _3n);\n            let t0 = Fp.mul(X1, X2); // step 1\n            let t1 = Fp.mul(Y1, Y2);\n            let t2 = Fp.mul(Z1, Z2);\n            let t3 = Fp.add(X1, Y1);\n            let t4 = Fp.add(X2, Y2); // step 5\n            t3 = Fp.mul(t3, t4);\n            t4 = Fp.add(t0, t1);\n            t3 = Fp.sub(t3, t4);\n            t4 = Fp.add(X1, Z1);\n            let t5 = Fp.add(X2, Z2); // step 10\n            t4 = Fp.mul(t4, t5);\n            t5 = Fp.add(t0, t2);\n            t4 = Fp.sub(t4, t5);\n            t5 = Fp.add(Y1, Z1);\n            X3 = Fp.add(Y2, Z2); // step 15\n            t5 = Fp.mul(t5, X3);\n            X3 = Fp.add(t1, t2);\n            t5 = Fp.sub(t5, X3);\n            Z3 = Fp.mul(a, t4);\n            X3 = Fp.mul(b3, t2); // step 20\n            Z3 = Fp.add(X3, Z3);\n            X3 = Fp.sub(t1, Z3);\n            Z3 = Fp.add(t1, Z3);\n            Y3 = Fp.mul(X3, Z3);\n            t1 = Fp.add(t0, t0); // step 25\n            t1 = Fp.add(t1, t0);\n            t2 = Fp.mul(a, t2);\n            t4 = Fp.mul(b3, t4);\n            t1 = Fp.add(t1, t2);\n            t2 = Fp.sub(t0, t2); // step 30\n            t2 = Fp.mul(a, t2);\n            t4 = Fp.add(t4, t2);\n            t0 = Fp.mul(t1, t4);\n            Y3 = Fp.add(Y3, t0);\n            t0 = Fp.mul(t5, t4); // step 35\n            X3 = Fp.mul(t3, X3);\n            X3 = Fp.sub(X3, t0);\n            t0 = Fp.mul(t3, t1);\n            Z3 = Fp.mul(t5, Z3);\n            Z3 = Fp.add(Z3, t0); // step 40\n            return new Point(X3, Y3, Z3);\n        }\n        subtract(other) {\n            return this.add(other.negate());\n        }\n        is0() {\n            return this.equals(Point.ZERO);\n        }\n        wNAF(n) {\n            return wnaf.wNAFCached(this, pointPrecomputes, n, (comp) => {\n                const toInv = Fp.invertBatch(comp.map((p) => p.pz));\n                return comp.map((p, i) => p.toAffine(toInv[i])).map(Point.fromAffine);\n            });\n        }\n        /**\n         * Non-constant-time multiplication. Uses double-and-add algorithm.\n         * It's faster, but should only be used when you don't care about\n         * an exposed private key e.g. sig verification, which works over *public* keys.\n         */\n        multiplyUnsafe(n) {\n            const I = Point.ZERO;\n            if (n === _0n)\n                return I;\n            assertGE(n); // Will throw on 0\n            if (n === _1n)\n                return this;\n            const { endo } = CURVE;\n            if (!endo)\n                return wnaf.unsafeLadder(this, n);\n            // Apply endomorphism\n            let { k1neg, k1, k2neg, k2 } = endo.splitScalar(n);\n            let k1p = I;\n            let k2p = I;\n            let d = this;\n            while (k1 > _0n || k2 > _0n) {\n                if (k1 & _1n)\n                    k1p = k1p.add(d);\n                if (k2 & _1n)\n                    k2p = k2p.add(d);\n                d = d.double();\n                k1 >>= _1n;\n                k2 >>= _1n;\n            }\n            if (k1neg)\n                k1p = k1p.negate();\n            if (k2neg)\n                k2p = k2p.negate();\n            k2p = new Point(Fp.mul(k2p.px, endo.beta), k2p.py, k2p.pz);\n            return k1p.add(k2p);\n        }\n        /**\n         * Constant time multiplication.\n         * Uses wNAF method. Windowed method may be 10% faster,\n         * but takes 2x longer to generate and consumes 2x memory.\n         * Uses precomputes when available.\n         * Uses endomorphism for Koblitz curves.\n         * @param scalar by which the point would be multiplied\n         * @returns New point\n         */\n        multiply(scalar) {\n            assertGE(scalar);\n            let n = scalar;\n            let point, fake; // Fake point is used to const-time mult\n            const { endo } = CURVE;\n            if (endo) {\n                const { k1neg, k1, k2neg, k2 } = endo.splitScalar(n);\n                let { p: k1p, f: f1p } = this.wNAF(k1);\n                let { p: k2p, f: f2p } = this.wNAF(k2);\n                k1p = wnaf.constTimeNegate(k1neg, k1p);\n                k2p = wnaf.constTimeNegate(k2neg, k2p);\n                k2p = new Point(Fp.mul(k2p.px, endo.beta), k2p.py, k2p.pz);\n                point = k1p.add(k2p);\n                fake = f1p.add(f2p);\n            }\n            else {\n                const { p, f } = this.wNAF(n);\n                point = p;\n                fake = f;\n            }\n            // Normalize `z` for both points, but return only real one\n            return Point.normalizeZ([point, fake])[0];\n        }\n        /**\n         * Efficiently calculate `aP + bQ`. Unsafe, can expose private key, if used incorrectly.\n         * Not using Strauss-Shamir trick: precomputation tables are faster.\n         * The trick could be useful if both P and Q are not G (not in our case).\n         * @returns non-zero affine point\n         */\n        multiplyAndAddUnsafe(Q, a, b) {\n            const G = Point.BASE; // No Strauss-Shamir trick: we have 10% faster G precomputes\n            const mul = (P, a // Select faster multiply() method\n            ) => (a === _0n || a === _1n || !P.equals(G) ? P.multiplyUnsafe(a) : P.multiply(a));\n            const sum = mul(this, a).add(mul(Q, b));\n            return sum.is0() ? undefined : sum;\n        }\n        // Converts Projective point to affine (x, y) coordinates.\n        // Can accept precomputed Z^-1 - for example, from invertBatch.\n        // (x, y, z) ∋ (x=x/z, y=y/z)\n        toAffine(iz) {\n            const { px: x, py: y, pz: z } = this;\n            const is0 = this.is0();\n            // If invZ was 0, we return zero point. However we still want to execute\n            // all operations, so we replace invZ with a random number, 1.\n            if (iz == null)\n                iz = is0 ? Fp.ONE : Fp.inv(z);\n            const ax = Fp.mul(x, iz);\n            const ay = Fp.mul(y, iz);\n            const zz = Fp.mul(z, iz);\n            if (is0)\n                return { x: Fp.ZERO, y: Fp.ZERO };\n            if (!Fp.eql(zz, Fp.ONE))\n                throw new Error('invZ was invalid');\n            return { x: ax, y: ay };\n        }\n        isTorsionFree() {\n            const { h: cofactor, isTorsionFree } = CURVE;\n            if (cofactor === _1n)\n                return true; // No subgroups, always torsion-free\n            if (isTorsionFree)\n                return isTorsionFree(Point, this);\n            throw new Error('isTorsionFree() has not been declared for the elliptic curve');\n        }\n        clearCofactor() {\n            const { h: cofactor, clearCofactor } = CURVE;\n            if (cofactor === _1n)\n                return this; // Fast-path\n            if (clearCofactor)\n                return clearCofactor(Point, this);\n            return this.multiplyUnsafe(CURVE.h);\n        }\n        toRawBytes(isCompressed = true) {\n            this.assertValidity();\n            return toBytes(Point, this, isCompressed);\n        }\n        toHex(isCompressed = true) {\n            return ut.bytesToHex(this.toRawBytes(isCompressed));\n        }\n    }\n    Point.BASE = new Point(CURVE.Gx, CURVE.Gy, Fp.ONE);\n    Point.ZERO = new Point(Fp.ZERO, Fp.ONE, Fp.ZERO);\n    const _bits = CURVE.nBitLength;\n    const wnaf = wNAF(Point, CURVE.endo ? Math.ceil(_bits / 2) : _bits);\n    // Validate if generator point is on curve\n    return {\n        CURVE,\n        ProjectivePoint: Point,\n        normPrivateKeyToScalar,\n        weierstrassEquation,\n        isWithinCurveOrder,\n    };\n}\nfunction validateOpts(curve) {\n    const opts = validateBasic(curve);\n    ut.validateObject(opts, {\n        hash: 'hash',\n        hmac: 'function',\n        randomBytes: 'function',\n    }, {\n        bits2int: 'function',\n        bits2int_modN: 'function',\n        lowS: 'boolean',\n    });\n    return Object.freeze({ lowS: true, ...opts });\n}\nexport function weierstrass(curveDef) {\n    const CURVE = validateOpts(curveDef);\n    const { Fp, n: CURVE_ORDER } = CURVE;\n    const compressedLen = Fp.BYTES + 1; // e.g. 33 for 32\n    const uncompressedLen = 2 * Fp.BYTES + 1; // e.g. 65 for 32\n    function isValidFieldElement(num) {\n        return _0n < num && num < Fp.ORDER; // 0 is banned since it's not invertible FE\n    }\n    function modN(a) {\n        return mod.mod(a, CURVE_ORDER);\n    }\n    function invN(a) {\n        return mod.invert(a, CURVE_ORDER);\n    }\n    const { ProjectivePoint: Point, normPrivateKeyToScalar, weierstrassEquation, isWithinCurveOrder, } = weierstrassPoints({\n        ...CURVE,\n        toBytes(_c, point, isCompressed) {\n            const a = point.toAffine();\n            const x = Fp.toBytes(a.x);\n            const cat = ut.concatBytes;\n            if (isCompressed) {\n                return cat(Uint8Array.from([point.hasEvenY() ? 0x02 : 0x03]), x);\n            }\n            else {\n                return cat(Uint8Array.from([0x04]), x, Fp.toBytes(a.y));\n            }\n        },\n        fromBytes(bytes) {\n            const len = bytes.length;\n            const head = bytes[0];\n            const tail = bytes.subarray(1);\n            // this.assertValidity() is done inside of fromHex\n            if (len === compressedLen && (head === 0x02 || head === 0x03)) {\n                const x = ut.bytesToNumberBE(tail);\n                if (!isValidFieldElement(x))\n                    throw new Error('Point is not on curve');\n                const y2 = weierstrassEquation(x); // y² = x³ + ax + b\n                let y;\n                try {\n                    y = Fp.sqrt(y2); // y = y² ^ (p+1)/4\n                }\n                catch (sqrtError) {\n                    const suffix = sqrtError instanceof Error ? ': ' + sqrtError.message : '';\n                    throw new Error('Point is not on curve' + suffix);\n                }\n                const isYOdd = (y & _1n) === _1n;\n                // ECDSA\n                const isHeadOdd = (head & 1) === 1;\n                if (isHeadOdd !== isYOdd)\n                    y = Fp.neg(y);\n                return { x, y };\n            }\n            else if (len === uncompressedLen && head === 0x04) {\n                const x = Fp.fromBytes(tail.subarray(0, Fp.BYTES));\n                const y = Fp.fromBytes(tail.subarray(Fp.BYTES, 2 * Fp.BYTES));\n                return { x, y };\n            }\n            else {\n                throw new Error(`Point of length ${len} was invalid. Expected ${compressedLen} compressed bytes or ${uncompressedLen} uncompressed bytes`);\n            }\n        },\n    });\n    const numToNByteStr = (num) => ut.bytesToHex(ut.numberToBytesBE(num, CURVE.nByteLength));\n    function isBiggerThanHalfOrder(number) {\n        const HALF = CURVE_ORDER >> _1n;\n        return number > HALF;\n    }\n    function normalizeS(s) {\n        return isBiggerThanHalfOrder(s) ? modN(-s) : s;\n    }\n    // slice bytes num\n    const slcNum = (b, from, to) => ut.bytesToNumberBE(b.slice(from, to));\n    /**\n     * ECDSA signature with its (r, s) properties. Supports DER & compact representations.\n     */\n    class Signature {\n        constructor(r, s, recovery) {\n            this.r = r;\n            this.s = s;\n            this.recovery = recovery;\n            this.assertValidity();\n        }\n        // pair (bytes of r, bytes of s)\n        static fromCompact(hex) {\n            const l = CURVE.nByteLength;\n            hex = ensureBytes('compactSignature', hex, l * 2);\n            return new Signature(slcNum(hex, 0, l), slcNum(hex, l, 2 * l));\n        }\n        // DER encoded ECDSA signature\n        // https://bitcoin.stackexchange.com/questions/57644/what-are-the-parts-of-a-bitcoin-transaction-input-script\n        static fromDER(hex) {\n            const { r, s } = DER.toSig(ensureBytes('DER', hex));\n            return new Signature(r, s);\n        }\n        assertValidity() {\n            // can use assertGE here\n            if (!isWithinCurveOrder(this.r))\n                throw new Error('r must be 0 < r < CURVE.n');\n            if (!isWithinCurveOrder(this.s))\n                throw new Error('s must be 0 < s < CURVE.n');\n        }\n        addRecoveryBit(recovery) {\n            return new Signature(this.r, this.s, recovery);\n        }\n        recoverPublicKey(msgHash) {\n            const { r, s, recovery: rec } = this;\n            const h = bits2int_modN(ensureBytes('msgHash', msgHash)); // Truncate hash\n            if (rec == null || ![0, 1, 2, 3].includes(rec))\n                throw new Error('recovery id invalid');\n            const radj = rec === 2 || rec === 3 ? r + CURVE.n : r;\n            if (radj >= Fp.ORDER)\n                throw new Error('recovery id 2 or 3 invalid');\n            const prefix = (rec & 1) === 0 ? '02' : '03';\n            const R = Point.fromHex(prefix + numToNByteStr(radj));\n            const ir = invN(radj); // r^-1\n            const u1 = modN(-h * ir); // -hr^-1\n            const u2 = modN(s * ir); // sr^-1\n            const Q = Point.BASE.multiplyAndAddUnsafe(R, u1, u2); // (sr^-1)R-(hr^-1)G = -(hr^-1)G + (sr^-1)\n            if (!Q)\n                throw new Error('point at infinify'); // unsafe is fine: no priv data leaked\n            Q.assertValidity();\n            return Q;\n        }\n        // Signatures should be low-s, to prevent malleability.\n        hasHighS() {\n            return isBiggerThanHalfOrder(this.s);\n        }\n        normalizeS() {\n            return this.hasHighS() ? new Signature(this.r, modN(-this.s), this.recovery) : this;\n        }\n        // DER-encoded\n        toDERRawBytes() {\n            return ut.hexToBytes(this.toDERHex());\n        }\n        toDERHex() {\n            return DER.hexFromSig({ r: this.r, s: this.s });\n        }\n        // padded bytes of r, then padded bytes of s\n        toCompactRawBytes() {\n            return ut.hexToBytes(this.toCompactHex());\n        }\n        toCompactHex() {\n            return numToNByteStr(this.r) + numToNByteStr(this.s);\n        }\n    }\n    const utils = {\n        isValidPrivateKey(privateKey) {\n            try {\n                normPrivateKeyToScalar(privateKey);\n                return true;\n            }\n            catch (error) {\n                return false;\n            }\n        },\n        normPrivateKeyToScalar: normPrivateKeyToScalar,\n        /**\n         * Produces cryptographically secure private key from random of size\n         * (groupLen + ceil(groupLen / 2)) with modulo bias being negligible.\n         */\n        randomPrivateKey: () => {\n            const length = mod.getMinHashLength(CURVE.n);\n            return mod.mapHashToField(CURVE.randomBytes(length), CURVE.n);\n        },\n        /**\n         * Creates precompute table for an arbitrary EC point. Makes point \"cached\".\n         * Allows to massively speed-up `point.multiply(scalar)`.\n         * @returns cached point\n         * @example\n         * const fast = utils.precompute(8, ProjectivePoint.fromHex(someonesPubKey));\n         * fast.multiply(privKey); // much faster ECDH now\n         */\n        precompute(windowSize = 8, point = Point.BASE) {\n            point._setWindowSize(windowSize);\n            point.multiply(BigInt(3)); // 3 is arbitrary, just need any number here\n            return point;\n        },\n    };\n    /**\n     * Computes public key for a private key. Checks for validity of the private key.\n     * @param privateKey private key\n     * @param isCompressed whether to return compact (default), or full key\n     * @returns Public key, full when isCompressed=false; short when isCompressed=true\n     */\n    function getPublicKey(privateKey, isCompressed = true) {\n        return Point.fromPrivateKey(privateKey).toRawBytes(isCompressed);\n    }\n    /**\n     * Quick and dirty check for item being public key. Does not validate hex, or being on-curve.\n     */\n    function isProbPub(item) {\n        const arr = ut.isBytes(item);\n        const str = typeof item === 'string';\n        const len = (arr || str) && item.length;\n        if (arr)\n            return len === compressedLen || len === uncompressedLen;\n        if (str)\n            return len === 2 * compressedLen || len === 2 * uncompressedLen;\n        if (item instanceof Point)\n            return true;\n        return false;\n    }\n    /**\n     * ECDH (Elliptic Curve Diffie Hellman).\n     * Computes shared public key from private key and public key.\n     * Checks: 1) private key validity 2) shared key is on-curve.\n     * Does NOT hash the result.\n     * @param privateA private key\n     * @param publicB different public key\n     * @param isCompressed whether to return compact (default), or full key\n     * @returns shared public key\n     */\n    function getSharedSecret(privateA, publicB, isCompressed = true) {\n        if (isProbPub(privateA))\n            throw new Error('first arg must be private key');\n        if (!isProbPub(publicB))\n            throw new Error('second arg must be public key');\n        const b = Point.fromHex(publicB); // check for being on-curve\n        return b.multiply(normPrivateKeyToScalar(privateA)).toRawBytes(isCompressed);\n    }\n    // RFC6979: ensure ECDSA msg is X bytes and < N. RFC suggests optional truncating via bits2octets.\n    // FIPS 186-4 4.6 suggests the leftmost min(nBitLen, outLen) bits, which matches bits2int.\n    // bits2int can produce res>N, we can do mod(res, N) since the bitLen is the same.\n    // int2octets can't be used; pads small msgs with 0: unacceptatble for trunc as per RFC vectors\n    const bits2int = CURVE.bits2int ||\n        function (bytes) {\n            // For curves with nBitLength % 8 !== 0: bits2octets(bits2octets(m)) !== bits2octets(m)\n            // for some cases, since bytes.length * 8 is not actual bitLength.\n            const num = ut.bytesToNumberBE(bytes); // check for == u8 done here\n            const delta = bytes.length * 8 - CURVE.nBitLength; // truncate to nBitLength leftmost bits\n            return delta > 0 ? num >> BigInt(delta) : num;\n        };\n    const bits2int_modN = CURVE.bits2int_modN ||\n        function (bytes) {\n            return modN(bits2int(bytes)); // can't use bytesToNumberBE here\n        };\n    // NOTE: pads output with zero as per spec\n    const ORDER_MASK = ut.bitMask(CURVE.nBitLength);\n    /**\n     * Converts to bytes. Checks if num in `[0..ORDER_MASK-1]` e.g.: `[0..2^256-1]`.\n     */\n    function int2octets(num) {\n        if (typeof num !== 'bigint')\n            throw new Error('bigint expected');\n        if (!(_0n <= num && num < ORDER_MASK))\n            throw new Error(`bigint expected < 2^${CURVE.nBitLength}`);\n        // works with order, can have different size than numToField!\n        return ut.numberToBytesBE(num, CURVE.nByteLength);\n    }\n    // Steps A, D of RFC6979 3.2\n    // Creates RFC6979 seed; converts msg/privKey to numbers.\n    // Used only in sign, not in verify.\n    // NOTE: we cannot assume here that msgHash has same amount of bytes as curve order, this will be wrong at least for P521.\n    // Also it can be bigger for P224 + SHA256\n    function prepSig(msgHash, privateKey, opts = defaultSigOpts) {\n        if (['recovered', 'canonical'].some((k) => k in opts))\n            throw new Error('sign() legacy options not supported');\n        const { hash, randomBytes } = CURVE;\n        let { lowS, prehash, extraEntropy: ent } = opts; // generates low-s sigs by default\n        if (lowS == null)\n            lowS = true; // RFC6979 3.2: we skip step A, because we already provide hash\n        msgHash = ensureBytes('msgHash', msgHash);\n        if (prehash)\n            msgHash = ensureBytes('prehashed msgHash', hash(msgHash));\n        // We can't later call bits2octets, since nested bits2int is broken for curves\n        // with nBitLength % 8 !== 0. Because of that, we unwrap it here as int2octets call.\n        // const bits2octets = (bits) => int2octets(bits2int_modN(bits))\n        const h1int = bits2int_modN(msgHash);\n        const d = normPrivateKeyToScalar(privateKey); // validate private key, convert to bigint\n        const seedArgs = [int2octets(d), int2octets(h1int)];\n        // extraEntropy. RFC6979 3.6: additional k' (optional).\n        if (ent != null && ent !== false) {\n            // K = HMAC_K(V || 0x00 || int2octets(x) || bits2octets(h1) || k')\n            const e = ent === true ? randomBytes(Fp.BYTES) : ent; // generate random bytes OR pass as-is\n            seedArgs.push(ensureBytes('extraEntropy', e)); // check for being bytes\n        }\n        const seed = ut.concatBytes(...seedArgs); // Step D of RFC6979 3.2\n        const m = h1int; // NOTE: no need to call bits2int second time here, it is inside truncateHash!\n        // Converts signature params into point w r/s, checks result for validity.\n        function k2sig(kBytes) {\n            // RFC 6979 Section 3.2, step 3: k = bits2int(T)\n            const k = bits2int(kBytes); // Cannot use fields methods, since it is group element\n            if (!isWithinCurveOrder(k))\n                return; // Important: all mod() calls here must be done over N\n            const ik = invN(k); // k^-1 mod n\n            const q = Point.BASE.multiply(k).toAffine(); // q = Gk\n            const r = modN(q.x); // r = q.x mod n\n            if (r === _0n)\n                return;\n            // Can use scalar blinding b^-1(bm + bdr) where b ∈ [1,q−1] according to\n            // https://tches.iacr.org/index.php/TCHES/article/view/7337/6509. We've decided against it:\n            // a) dependency on CSPRNG b) 15% slowdown c) doesn't really help since bigints are not CT\n            const s = modN(ik * modN(m + r * d)); // Not using blinding here\n            if (s === _0n)\n                return;\n            let recovery = (q.x === r ? 0 : 2) | Number(q.y & _1n); // recovery bit (2 or 3, when q.x > n)\n            let normS = s;\n            if (lowS && isBiggerThanHalfOrder(s)) {\n                normS = normalizeS(s); // if lowS was passed, ensure s is always\n                recovery ^= 1; // // in the bottom half of N\n            }\n            return new Signature(r, normS, recovery); // use normS, not s\n        }\n        return { seed, k2sig };\n    }\n    const defaultSigOpts = { lowS: CURVE.lowS, prehash: false };\n    const defaultVerOpts = { lowS: CURVE.lowS, prehash: false };\n    /**\n     * Signs message hash with a private key.\n     * ```\n     * sign(m, d, k) where\n     *   (x, y) = G × k\n     *   r = x mod n\n     *   s = (m + dr)/k mod n\n     * ```\n     * @param msgHash NOT message. msg needs to be hashed to `msgHash`, or use `prehash`.\n     * @param privKey private key\n     * @param opts lowS for non-malleable sigs. extraEntropy for mixing randomness into k. prehash will hash first arg.\n     * @returns signature with recovery param\n     */\n    function sign(msgHash, privKey, opts = defaultSigOpts) {\n        const { seed, k2sig } = prepSig(msgHash, privKey, opts); // Steps A, D of RFC6979 3.2.\n        const C = CURVE;\n        const drbg = ut.createHmacDrbg(C.hash.outputLen, C.nByteLength, C.hmac);\n        return drbg(seed, k2sig); // Steps B, C, D, E, F, G\n    }\n    // Enable precomputes. Slows down first publicKey computation by 20ms.\n    Point.BASE._setWindowSize(8);\n    // utils.precompute(8, ProjectivePoint.BASE)\n    /**\n     * Verifies a signature against message hash and public key.\n     * Rejects lowS signatures by default: to override,\n     * specify option `{lowS: false}`. Implements section 4.1.4 from https://www.secg.org/sec1-v2.pdf:\n     *\n     * ```\n     * verify(r, s, h, P) where\n     *   U1 = hs^-1 mod n\n     *   U2 = rs^-1 mod n\n     *   R = U1⋅G - U2⋅P\n     *   mod(R.x, n) == r\n     * ```\n     */\n    function verify(signature, msgHash, publicKey, opts = defaultVerOpts) {\n        const sg = signature;\n        msgHash = ensureBytes('msgHash', msgHash);\n        publicKey = ensureBytes('publicKey', publicKey);\n        if ('strict' in opts)\n            throw new Error('options.strict was renamed to lowS');\n        const { lowS, prehash } = opts;\n        let _sig = undefined;\n        let P;\n        try {\n            if (typeof sg === 'string' || ut.isBytes(sg)) {\n                // Signature can be represented in 2 ways: compact (2*nByteLength) & DER (variable-length).\n                // Since DER can also be 2*nByteLength bytes, we check for it first.\n                try {\n                    _sig = Signature.fromDER(sg);\n                }\n                catch (derError) {\n                    if (!(derError instanceof DER.Err))\n                        throw derError;\n                    _sig = Signature.fromCompact(sg);\n                }\n            }\n            else if (typeof sg === 'object' && typeof sg.r === 'bigint' && typeof sg.s === 'bigint') {\n                const { r, s } = sg;\n                _sig = new Signature(r, s);\n            }\n            else {\n                throw new Error('PARSE');\n            }\n            P = Point.fromHex(publicKey);\n        }\n        catch (error) {\n            if (error.message === 'PARSE')\n                throw new Error(`signature must be Signature instance, Uint8Array or hex string`);\n            return false;\n        }\n        if (lowS && _sig.hasHighS())\n            return false;\n        if (prehash)\n            msgHash = CURVE.hash(msgHash);\n        const { r, s } = _sig;\n        const h = bits2int_modN(msgHash); // Cannot use fields methods, since it is group element\n        const is = invN(s); // s^-1\n        const u1 = modN(h * is); // u1 = hs^-1 mod n\n        const u2 = modN(r * is); // u2 = rs^-1 mod n\n        const R = Point.BASE.multiplyAndAddUnsafe(P, u1, u2)?.toAffine(); // R = u1⋅G + u2⋅P\n        if (!R)\n            return false;\n        const v = modN(R.x);\n        return v === r;\n    }\n    return {\n        CURVE,\n        getPublicKey,\n        getSharedSecret,\n        sign,\n        verify,\n        ProjectivePoint: Point,\n        Signature,\n        utils,\n    };\n}\n/**\n * Implementation of the Shallue and van de Woestijne method for any weierstrass curve.\n * TODO: check if there is a way to merge this with uvRatio in Edwards; move to modular.\n * b = True and y = sqrt(u / v) if (u / v) is square in F, and\n * b = False and y = sqrt(Z * (u / v)) otherwise.\n * @param Fp\n * @param Z\n * @returns\n */\nexport function SWUFpSqrtRatio(Fp, Z) {\n    // Generic implementation\n    const q = Fp.ORDER;\n    let l = _0n;\n    for (let o = q - _1n; o % _2n === _0n; o /= _2n)\n        l += _1n;\n    const c1 = l; // 1. c1, the largest integer such that 2^c1 divides q - 1.\n    // We need 2n ** c1 and 2n ** (c1-1). We can't use **; but we can use <<.\n    // 2n ** c1 == 2n << (c1-1)\n    const _2n_pow_c1_1 = _2n << (c1 - _1n - _1n);\n    const _2n_pow_c1 = _2n_pow_c1_1 * _2n;\n    const c2 = (q - _1n) / _2n_pow_c1; // 2. c2 = (q - 1) / (2^c1)  # Integer arithmetic\n    const c3 = (c2 - _1n) / _2n; // 3. c3 = (c2 - 1) / 2            # Integer arithmetic\n    const c4 = _2n_pow_c1 - _1n; // 4. c4 = 2^c1 - 1                # Integer arithmetic\n    const c5 = _2n_pow_c1_1; // 5. c5 = 2^(c1 - 1)                  # Integer arithmetic\n    const c6 = Fp.pow(Z, c2); // 6. c6 = Z^c2\n    const c7 = Fp.pow(Z, (c2 + _1n) / _2n); // 7. c7 = Z^((c2 + 1) / 2)\n    let sqrtRatio = (u, v) => {\n        let tv1 = c6; // 1. tv1 = c6\n        let tv2 = Fp.pow(v, c4); // 2. tv2 = v^c4\n        let tv3 = Fp.sqr(tv2); // 3. tv3 = tv2^2\n        tv3 = Fp.mul(tv3, v); // 4. tv3 = tv3 * v\n        let tv5 = Fp.mul(u, tv3); // 5. tv5 = u * tv3\n        tv5 = Fp.pow(tv5, c3); // 6. tv5 = tv5^c3\n        tv5 = Fp.mul(tv5, tv2); // 7. tv5 = tv5 * tv2\n        tv2 = Fp.mul(tv5, v); // 8. tv2 = tv5 * v\n        tv3 = Fp.mul(tv5, u); // 9. tv3 = tv5 * u\n        let tv4 = Fp.mul(tv3, tv2); // 10. tv4 = tv3 * tv2\n        tv5 = Fp.pow(tv4, c5); // 11. tv5 = tv4^c5\n        let isQR = Fp.eql(tv5, Fp.ONE); // 12. isQR = tv5 == 1\n        tv2 = Fp.mul(tv3, c7); // 13. tv2 = tv3 * c7\n        tv5 = Fp.mul(tv4, tv1); // 14. tv5 = tv4 * tv1\n        tv3 = Fp.cmov(tv2, tv3, isQR); // 15. tv3 = CMOV(tv2, tv3, isQR)\n        tv4 = Fp.cmov(tv5, tv4, isQR); // 16. tv4 = CMOV(tv5, tv4, isQR)\n        // 17. for i in (c1, c1 - 1, ..., 2):\n        for (let i = c1; i > _1n; i--) {\n            let tv5 = i - _2n; // 18.    tv5 = i - 2\n            tv5 = _2n << (tv5 - _1n); // 19.    tv5 = 2^tv5\n            let tvv5 = Fp.pow(tv4, tv5); // 20.    tv5 = tv4^tv5\n            const e1 = Fp.eql(tvv5, Fp.ONE); // 21.    e1 = tv5 == 1\n            tv2 = Fp.mul(tv3, tv1); // 22.    tv2 = tv3 * tv1\n            tv1 = Fp.mul(tv1, tv1); // 23.    tv1 = tv1 * tv1\n            tvv5 = Fp.mul(tv4, tv1); // 24.    tv5 = tv4 * tv1\n            tv3 = Fp.cmov(tv2, tv3, e1); // 25.    tv3 = CMOV(tv2, tv3, e1)\n            tv4 = Fp.cmov(tvv5, tv4, e1); // 26.    tv4 = CMOV(tv5, tv4, e1)\n        }\n        return { isValid: isQR, value: tv3 };\n    };\n    if (Fp.ORDER % _4n === _3n) {\n        // sqrt_ratio_3mod4(u, v)\n        const c1 = (Fp.ORDER - _3n) / _4n; // 1. c1 = (q - 3) / 4     # Integer arithmetic\n        const c2 = Fp.sqrt(Fp.neg(Z)); // 2. c2 = sqrt(-Z)\n        sqrtRatio = (u, v) => {\n            let tv1 = Fp.sqr(v); // 1. tv1 = v^2\n            const tv2 = Fp.mul(u, v); // 2. tv2 = u * v\n            tv1 = Fp.mul(tv1, tv2); // 3. tv1 = tv1 * tv2\n            let y1 = Fp.pow(tv1, c1); // 4. y1 = tv1^c1\n            y1 = Fp.mul(y1, tv2); // 5. y1 = y1 * tv2\n            const y2 = Fp.mul(y1, c2); // 6. y2 = y1 * c2\n            const tv3 = Fp.mul(Fp.sqr(y1), v); // 7. tv3 = y1^2; 8. tv3 = tv3 * v\n            const isQR = Fp.eql(tv3, u); // 9. isQR = tv3 == u\n            let y = Fp.cmov(y2, y1, isQR); // 10. y = CMOV(y2, y1, isQR)\n            return { isValid: isQR, value: y }; // 11. return (isQR, y) isQR ? y : y*c2\n        };\n    }\n    // No curves uses that\n    // if (Fp.ORDER % _8n === _5n) // sqrt_ratio_5mod8\n    return sqrtRatio;\n}\n/**\n * Simplified Shallue-van de Woestijne-Ulas Method\n * https://www.rfc-editor.org/rfc/rfc9380#section-6.6.2\n */\nexport function mapToCurveSimpleSWU(Fp, opts) {\n    mod.validateField(Fp);\n    if (!Fp.isValid(opts.A) || !Fp.isValid(opts.B) || !Fp.isValid(opts.Z))\n        throw new Error('mapToCurveSimpleSWU: invalid opts');\n    const sqrtRatio = SWUFpSqrtRatio(Fp, opts.Z);\n    if (!Fp.isOdd)\n        throw new Error('Fp.isOdd is not implemented!');\n    // Input: u, an element of F.\n    // Output: (x, y), a point on E.\n    return (u) => {\n        // prettier-ignore\n        let tv1, tv2, tv3, tv4, tv5, tv6, x, y;\n        tv1 = Fp.sqr(u); // 1.  tv1 = u^2\n        tv1 = Fp.mul(tv1, opts.Z); // 2.  tv1 = Z * tv1\n        tv2 = Fp.sqr(tv1); // 3.  tv2 = tv1^2\n        tv2 = Fp.add(tv2, tv1); // 4.  tv2 = tv2 + tv1\n        tv3 = Fp.add(tv2, Fp.ONE); // 5.  tv3 = tv2 + 1\n        tv3 = Fp.mul(tv3, opts.B); // 6.  tv3 = B * tv3\n        tv4 = Fp.cmov(opts.Z, Fp.neg(tv2), !Fp.eql(tv2, Fp.ZERO)); // 7.  tv4 = CMOV(Z, -tv2, tv2 != 0)\n        tv4 = Fp.mul(tv4, opts.A); // 8.  tv4 = A * tv4\n        tv2 = Fp.sqr(tv3); // 9.  tv2 = tv3^2\n        tv6 = Fp.sqr(tv4); // 10. tv6 = tv4^2\n        tv5 = Fp.mul(tv6, opts.A); // 11. tv5 = A * tv6\n        tv2 = Fp.add(tv2, tv5); // 12. tv2 = tv2 + tv5\n        tv2 = Fp.mul(tv2, tv3); // 13. tv2 = tv2 * tv3\n        tv6 = Fp.mul(tv6, tv4); // 14. tv6 = tv6 * tv4\n        tv5 = Fp.mul(tv6, opts.B); // 15. tv5 = B * tv6\n        tv2 = Fp.add(tv2, tv5); // 16. tv2 = tv2 + tv5\n        x = Fp.mul(tv1, tv3); // 17.   x = tv1 * tv3\n        const { isValid, value } = sqrtRatio(tv2, tv6); // 18. (is_gx1_square, y1) = sqrt_ratio(tv2, tv6)\n        y = Fp.mul(tv1, u); // 19.   y = tv1 * u  -> Z * u^3 * y1\n        y = Fp.mul(y, value); // 20.   y = y * y1\n        x = Fp.cmov(x, tv3, isValid); // 21.   x = CMOV(x, tv3, is_gx1_square)\n        y = Fp.cmov(y, value, isValid); // 22.   y = CMOV(y, y1, is_gx1_square)\n        const e1 = Fp.isOdd(u) === Fp.isOdd(y); // 23.  e1 = sgn0(u) == sgn0(y)\n        y = Fp.cmov(Fp.neg(y), y, e1); // 24.   y = CMOV(-y, y, e1)\n        x = Fp.div(x, tv4); // 25.   x = x / tv4\n        return { x, y };\n    };\n}\n//# sourceMappingURL=weierstrass.js.map"],"names":["mod","ut","ensureBytes","wNAF","validateBasic","validatePointOpts","curve","opts","validateObject","a","b","allowedPrivateKeyLengths","wrapPrivateKey","isTorsionFree","clearCofactor","allowInfinityPoint","fromBytes","toBytes","endo","Fp","eql","ZERO","Error","beta","splitScalar","Object","freeze","bytesToNumberBE","b2n","hexToBytes","h2b","DER","Err","DERErr","constructor","m","_parseInt","data","E","length","len","res","subarray","d","l","toSig","hex","abytes","r","sBytes","s","rBytesLeft","hexFromSig","sig","slice","Number","parseInt","h","num","toString","shl","rhl","sl","rl","_0n","BigInt","_1n","_2n","_3n","_4n","weierstrassPoints","CURVE","_c","point","_isCompressed","toAffine","concatBytes","Uint8Array","from","x","y","bytes","tail","BYTES","weierstrassEquation","x2","sqr","x3","mul","add","Gy","Gx","isWithinCurveOrder","n","assertGE","normPrivateKeyToScalar","key","lengths","nByteLength","isBytes","bytesToHex","includes","padStart","error","pointPrecomputes","Map","assertPrjPoint","other","Point","px","py","pz","isValid","fromAffine","p","is0","i","ONE","normalizeZ","points","toInv","invertBatch","map","fromHex","P","assertValidity","fromPrivateKey","privateKey","BASE","multiply","_setWindowSize","windowSize","_WINDOW_SIZE","delete","left","right","hasEvenY","isOdd","equals","X1","Y1","Z1","X2","Y2","Z2","U1","U2","negate","neg","double","b3","X3","Y3","Z3","t0","t1","t2","t3","sub","t4","t5","subtract","wnaf","wNAFCached","comp","multiplyUnsafe","I","unsafeLadder","k1neg","k1","k2neg","k2","k1p","k2p","scalar","fake","f","f1p","f2p","constTimeNegate","multiplyAndAddUnsafe","Q","G","sum","undefined","iz","z","inv","ax","ay","zz","cofactor","toRawBytes","isCompressed","toHex","_bits","nBitLength","Math","ceil","ProjectivePoint","validateOpts","hash","hmac","randomBytes","bits2int","bits2int_modN","lowS","weierstrass","curveDef","CURVE_ORDER","compressedLen","uncompressedLen","isValidFieldElement","ORDER","modN","invN","invert","cat","head","y2","sqrt","sqrtError","suffix","message","isYOdd","isHeadOdd","numToNByteStr","numberToBytesBE","isBiggerThanHalfOrder","number","HALF","normalizeS","slcNum","to","Signature","recovery","fromCompact","fromDER","addRecoveryBit","recoverPublicKey","msgHash","rec","radj","prefix","R","ir","u1","u2","hasHighS","toDERRawBytes","toDERHex","toCompactRawBytes","toCompactHex","utils","isValidPrivateKey","randomPrivateKey","getMinHashLength","mapHashToField","precompute","getPublicKey","isProbPub","item","arr","str","getSharedSecret","privateA","publicB","delta","ORDER_MASK","bitMask","int2octets","prepSig","defaultSigOpts","some","k","prehash","extraEntropy","ent","h1int","seedArgs","e","push","seed","k2sig","kBytes","ik","q","normS","defaultVerOpts","sign","privKey","C","drbg","createHmacDrbg","outputLen","verify","signature","publicKey","sg","_sig","derError","is","v","SWUFpSqrtRatio","Z","o","c1","_2n_pow_c1_1","_2n_pow_c1","c2","c3","c4","c5","c6","pow","c7","sqrtRatio","u","tv1","tv2","tv3","tv5","tv4","isQR","cmov","tvv5","e1","value","y1","mapToCurveSimpleSWU","validateField","A","B","tv6","div"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/curves/esm/abstract/weierstrass.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/curves/esm/ed25519.js":
/*!***************************************************!*\
!*** ./node_modules/@noble/curves/esm/ed25519.js ***!
\***************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ ED25519_TORSION_SUBGROUP: () => (/* binding */ ED25519_TORSION_SUBGROUP),\n/* harmony export */ RistrettoPoint: () => (/* binding */ RistrettoPoint),\n/* harmony export */ ed25519: () => (/* binding */ ed25519),\n/* harmony export */ ed25519ctx: () => (/* binding */ ed25519ctx),\n/* harmony export */ ed25519ph: () => (/* binding */ ed25519ph),\n/* harmony export */ edwardsToMontgomery: () => (/* binding */ edwardsToMontgomery),\n/* harmony export */ edwardsToMontgomeryPriv: () => (/* binding */ edwardsToMontgomeryPriv),\n/* harmony export */ edwardsToMontgomeryPub: () => (/* binding */ edwardsToMontgomeryPub),\n/* harmony export */ encodeToCurve: () => (/* binding */ encodeToCurve),\n/* harmony export */ hashToCurve: () => (/* binding */ hashToCurve),\n/* harmony export */ hashToRistretto255: () => (/* binding */ hashToRistretto255),\n/* harmony export */ hash_to_ristretto255: () => (/* binding */ hash_to_ristretto255),\n/* harmony export */ x25519: () => (/* binding */ x25519)\n/* harmony export */ });\n/* harmony import */ var _noble_hashes_sha512__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! @noble/hashes/sha512 */ \"(ssr)/./node_modules/@noble/hashes/esm/sha512.js\");\n/* harmony import */ var _noble_hashes_utils__WEBPACK_IMPORTED_MODULE_2__ = __webpack_require__(/*! @noble/hashes/utils */ \"(ssr)/./node_modules/@noble/hashes/esm/utils.js\");\n/* harmony import */ var _abstract_edwards_js__WEBPACK_IMPORTED_MODULE_3__ = __webpack_require__(/*! ./abstract/edwards.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/edwards.js\");\n/* harmony import */ var _abstract_montgomery_js__WEBPACK_IMPORTED_MODULE_4__ = __webpack_require__(/*! ./abstract/montgomery.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/montgomery.js\");\n/* harmony import */ var _abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./abstract/modular.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/modular.js\");\n/* harmony import */ var _abstract_utils_js__WEBPACK_IMPORTED_MODULE_6__ = __webpack_require__(/*! ./abstract/utils.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/utils.js\");\n/* harmony import */ var _abstract_hash_to_curve_js__WEBPACK_IMPORTED_MODULE_5__ = __webpack_require__(/*! ./abstract/hash-to-curve.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/hash-to-curve.js\");\n/*! noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */ \n\n\n\n\n\n\n/**\n * ed25519 Twisted Edwards curve with following addons:\n * - X25519 ECDH\n * - Ristretto cofactor elimination\n * - Elligator hash-to-group / point indistinguishability\n */ const ED25519_P = BigInt(\"57896044618658097711785492504343953926634992332820282019728792003956564819949\");\n// √(-1) aka √(a) aka 2^((p-1)/4)\nconst ED25519_SQRT_M1 = BigInt(\"19681161376707505956807079304988542015446066515923890162744021073123829784752\");\n// prettier-ignore\nconst _0n = BigInt(0), _1n = BigInt(1), _2n = BigInt(2), _5n = BigInt(5);\n// prettier-ignore\nconst _10n = BigInt(10), _20n = BigInt(20), _40n = BigInt(40), _80n = BigInt(80);\nfunction ed25519_pow_2_252_3(x) {\n const P = ED25519_P;\n const x2 = x * x % P;\n const b2 = x2 * x % P; // x^3, 11\n const b4 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b2, _2n, P) * b2 % P; // x^15, 1111\n const b5 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b4, _1n, P) * x % P; // x^31\n const b10 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b5, _5n, P) * b5 % P;\n const b20 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b10, _10n, P) * b10 % P;\n const b40 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b20, _20n, P) * b20 % P;\n const b80 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b40, _40n, P) * b40 % P;\n const b160 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b80, _80n, P) * b80 % P;\n const b240 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b160, _80n, P) * b80 % P;\n const b250 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b240, _10n, P) * b10 % P;\n const pow_p_5_8 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b250, _2n, P) * x % P;\n // ^ To pow to (p+3)/8, multiply it by x.\n return {\n pow_p_5_8,\n b2\n };\n}\nfunction adjustScalarBytes(bytes) {\n // Section 5: For X25519, in order to decode 32 random bytes as an integer scalar,\n // set the three least significant bits of the first byte\n bytes[0] &= 248; // 0b1111_1000\n // and the most significant bit of the last to zero,\n bytes[31] &= 127; // 0b0111_1111\n // set the second most significant bit of the last byte to 1\n bytes[31] |= 64; // 0b0100_0000\n return bytes;\n}\n// sqrt(u/v)\nfunction uvRatio(u, v) {\n const P = ED25519_P;\n const v3 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.mod)(v * v * v, P); // v³\n const v7 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.mod)(v3 * v3 * v, P); // v⁷\n // (p+3)/8 and (p-5)/8\n const pow = ed25519_pow_2_252_3(u * v7).pow_p_5_8;\n let x = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.mod)(u * v3 * pow, P); // (uv³)(uv⁷)^(p-5)/8\n const vx2 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.mod)(v * x * x, P); // vx²\n const root1 = x; // First root candidate\n const root2 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.mod)(x * ED25519_SQRT_M1, P); // Second root candidate\n const useRoot1 = vx2 === u; // If vx² = u (mod p), x is a square root\n const useRoot2 = vx2 === (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.mod)(-u, P); // If vx² = -u, set x <-- x * 2^((p-1)/4)\n const noRoot = vx2 === (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.mod)(-u * ED25519_SQRT_M1, P); // There is no valid root, vx² = -u√(-1)\n if (useRoot1) x = root1;\n if (useRoot2 || noRoot) x = root2; // We return root2 anyway, for const-time\n if ((0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.isNegativeLE)(x, P)) x = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.mod)(-x, P);\n return {\n isValid: useRoot1 || useRoot2,\n value: x\n };\n}\n// Just in case\nconst ED25519_TORSION_SUBGROUP = [\n \"0100000000000000000000000000000000000000000000000000000000000000\",\n \"c7176a703d4dd84fba3c0b760d10670f2a2053fa2c39ccc64ec7fd7792ac037a\",\n \"0000000000000000000000000000000000000000000000000000000000000080\",\n \"26e8958fc2b227b045c3f489f2ef98f0d5dfac05d3c63339b13802886d53fc05\",\n \"ecffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff7f\",\n \"26e8958fc2b227b045c3f489f2ef98f0d5dfac05d3c63339b13802886d53fc85\",\n \"0000000000000000000000000000000000000000000000000000000000000000\",\n \"c7176a703d4dd84fba3c0b760d10670f2a2053fa2c39ccc64ec7fd7792ac03fa\"\n];\nconst Fp = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.Field)(ED25519_P, undefined, true);\nconst ed25519Defaults = {\n // Param: a\n a: BigInt(-1),\n // d is equal to -121665/121666 over finite field.\n // Negative number is P - number, and division is invert(number, P)\n d: BigInt(\"37095705934669439343138083508754565189542113879843219016388785533085940283555\"),\n // Finite field 𝔽p over which we'll do calculations; 2n**255n - 19n\n Fp,\n // Subgroup order: how many points curve has\n // 2n**252n + 27742317777372353535851937790883648493n;\n n: BigInt(\"7237005577332262213973186563042994240857116359379907606001950938285454250989\"),\n // Cofactor\n h: BigInt(8),\n // Base point (x, y) aka generator point\n Gx: BigInt(\"15112221349535400772501151409588531511454012693041857206046113283949847762202\"),\n Gy: BigInt(\"46316835694926478169428394003475163141307993866256225615783033603165251855960\"),\n hash: _noble_hashes_sha512__WEBPACK_IMPORTED_MODULE_1__.sha512,\n randomBytes: _noble_hashes_utils__WEBPACK_IMPORTED_MODULE_2__.randomBytes,\n adjustScalarBytes,\n // dom2\n // Ratio of u to v. Allows us to combine inversion and square root. Uses algo from RFC8032 5.1.3.\n // Constant-time, u/√v\n uvRatio\n};\nconst ed25519 = /* @__PURE__ */ (0,_abstract_edwards_js__WEBPACK_IMPORTED_MODULE_3__.twistedEdwards)(ed25519Defaults);\nfunction ed25519_domain(data, ctx, phflag) {\n if (ctx.length > 255) throw new Error(\"Context is too big\");\n return (0,_noble_hashes_utils__WEBPACK_IMPORTED_MODULE_2__.concatBytes)((0,_noble_hashes_utils__WEBPACK_IMPORTED_MODULE_2__.utf8ToBytes)(\"SigEd25519 no Ed25519 collisions\"), new Uint8Array([\n phflag ? 1 : 0,\n ctx.length\n ]), ctx, data);\n}\nconst ed25519ctx = /* @__PURE__ */ (0,_abstract_edwards_js__WEBPACK_IMPORTED_MODULE_3__.twistedEdwards)({\n ...ed25519Defaults,\n domain: ed25519_domain\n});\nconst ed25519ph = /* @__PURE__ */ (0,_abstract_edwards_js__WEBPACK_IMPORTED_MODULE_3__.twistedEdwards)({\n ...ed25519Defaults,\n domain: ed25519_domain,\n prehash: _noble_hashes_sha512__WEBPACK_IMPORTED_MODULE_1__.sha512\n});\nconst x25519 = /* @__PURE__ */ (()=>(0,_abstract_montgomery_js__WEBPACK_IMPORTED_MODULE_4__.montgomery)({\n P: ED25519_P,\n a: BigInt(486662),\n montgomeryBits: 255,\n nByteLength: 32,\n Gu: BigInt(9),\n powPminus2: (x)=>{\n const P = ED25519_P;\n // x^(p-2) aka x^(2^255-21)\n const { pow_p_5_8, b2 } = ed25519_pow_2_252_3(x);\n return (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.mod)((0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(pow_p_5_8, BigInt(3), P) * b2, P);\n },\n adjustScalarBytes,\n randomBytes: _noble_hashes_utils__WEBPACK_IMPORTED_MODULE_2__.randomBytes\n }))();\n/**\n * Converts ed25519 public key to x25519 public key. Uses formula:\n * * `(u, v) = ((1+y)/(1-y), sqrt(-486664)*u/x)`\n * * `(x, y) = (sqrt(-486664)*u/v, (u-1)/(u+1))`\n * @example\n * const someonesPub = ed25519.getPublicKey(ed25519.utils.randomPrivateKey());\n * const aPriv = x25519.utils.randomPrivateKey();\n * x25519.getSharedSecret(aPriv, edwardsToMontgomeryPub(someonesPub))\n */ function edwardsToMontgomeryPub(edwardsPub) {\n const { y } = ed25519.ExtendedPoint.fromHex(edwardsPub);\n const _1n = BigInt(1);\n return Fp.toBytes(Fp.create((_1n + y) * Fp.inv(_1n - y)));\n}\nconst edwardsToMontgomery = edwardsToMontgomeryPub; // deprecated\n/**\n * Converts ed25519 secret key to x25519 secret key.\n * @example\n * const someonesPub = x25519.getPublicKey(x25519.utils.randomPrivateKey());\n * const aPriv = ed25519.utils.randomPrivateKey();\n * x25519.getSharedSecret(edwardsToMontgomeryPriv(aPriv), someonesPub)\n */ function edwardsToMontgomeryPriv(edwardsPriv) {\n const hashed = ed25519Defaults.hash(edwardsPriv.subarray(0, 32));\n return ed25519Defaults.adjustScalarBytes(hashed).subarray(0, 32);\n}\n// Hash To Curve Elligator2 Map (NOTE: different from ristretto255 elligator)\n// NOTE: very important part is usage of FpSqrtEven for ELL2_C1_EDWARDS, since\n// SageMath returns different root first and everything falls apart\nconst ELL2_C1 = (Fp.ORDER + BigInt(3)) / BigInt(8); // 1. c1 = (q + 3) / 8 # Integer arithmetic\nconst ELL2_C2 = Fp.pow(_2n, ELL2_C1); // 2. c2 = 2^c1\nconst ELL2_C3 = Fp.sqrt(Fp.neg(Fp.ONE)); // 3. c3 = sqrt(-1)\nconst ELL2_C4 = (Fp.ORDER - BigInt(5)) / BigInt(8); // 4. c4 = (q - 5) / 8 # Integer arithmetic\nconst ELL2_J = BigInt(486662);\n// prettier-ignore\nfunction map_to_curve_elligator2_curve25519(u) {\n let tv1 = Fp.sqr(u); // 1. tv1 = u^2\n tv1 = Fp.mul(tv1, _2n); // 2. tv1 = 2 * tv1\n let xd = Fp.add(tv1, Fp.ONE); // 3. xd = tv1 + 1 # Nonzero: -1 is square (mod p), tv1 is not\n let x1n = Fp.neg(ELL2_J); // 4. x1n = -J # x1 = x1n / xd = -J / (1 + 2 * u^2)\n let tv2 = Fp.sqr(xd); // 5. tv2 = xd^2\n let gxd = Fp.mul(tv2, xd); // 6. gxd = tv2 * xd # gxd = xd^3\n let gx1 = Fp.mul(tv1, ELL2_J); // 7. gx1 = J * tv1 # x1n + J * xd\n gx1 = Fp.mul(gx1, x1n); // 8. gx1 = gx1 * x1n # x1n^2 + J * x1n * xd\n gx1 = Fp.add(gx1, tv2); // 9. gx1 = gx1 + tv2 # x1n^2 + J * x1n * xd + xd^2\n gx1 = Fp.mul(gx1, x1n); // 10. gx1 = gx1 * x1n # x1n^3 + J * x1n^2 * xd + x1n * xd^2\n let tv3 = Fp.sqr(gxd); // 11. tv3 = gxd^2\n tv2 = Fp.sqr(tv3); // 12. tv2 = tv3^2 # gxd^4\n tv3 = Fp.mul(tv3, gxd); // 13. tv3 = tv3 * gxd # gxd^3\n tv3 = Fp.mul(tv3, gx1); // 14. tv3 = tv3 * gx1 # gx1 * gxd^3\n tv2 = Fp.mul(tv2, tv3); // 15. tv2 = tv2 * tv3 # gx1 * gxd^7\n let y11 = Fp.pow(tv2, ELL2_C4); // 16. y11 = tv2^c4 # (gx1 * gxd^7)^((p - 5) / 8)\n y11 = Fp.mul(y11, tv3); // 17. y11 = y11 * tv3 # gx1*gxd^3*(gx1*gxd^7)^((p-5)/8)\n let y12 = Fp.mul(y11, ELL2_C3); // 18. y12 = y11 * c3\n tv2 = Fp.sqr(y11); // 19. tv2 = y11^2\n tv2 = Fp.mul(tv2, gxd); // 20. tv2 = tv2 * gxd\n let e1 = Fp.eql(tv2, gx1); // 21. e1 = tv2 == gx1\n let y1 = Fp.cmov(y12, y11, e1); // 22. y1 = CMOV(y12, y11, e1) # If g(x1) is square, this is its sqrt\n let x2n = Fp.mul(x1n, tv1); // 23. x2n = x1n * tv1 # x2 = x2n / xd = 2 * u^2 * x1n / xd\n let y21 = Fp.mul(y11, u); // 24. y21 = y11 * u\n y21 = Fp.mul(y21, ELL2_C2); // 25. y21 = y21 * c2\n let y22 = Fp.mul(y21, ELL2_C3); // 26. y22 = y21 * c3\n let gx2 = Fp.mul(gx1, tv1); // 27. gx2 = gx1 * tv1 # g(x2) = gx2 / gxd = 2 * u^2 * g(x1)\n tv2 = Fp.sqr(y21); // 28. tv2 = y21^2\n tv2 = Fp.mul(tv2, gxd); // 29. tv2 = tv2 * gxd\n let e2 = Fp.eql(tv2, gx2); // 30. e2 = tv2 == gx2\n let y2 = Fp.cmov(y22, y21, e2); // 31. y2 = CMOV(y22, y21, e2) # If g(x2) is square, this is its sqrt\n tv2 = Fp.sqr(y1); // 32. tv2 = y1^2\n tv2 = Fp.mul(tv2, gxd); // 33. tv2 = tv2 * gxd\n let e3 = Fp.eql(tv2, gx1); // 34. e3 = tv2 == gx1\n let xn = Fp.cmov(x2n, x1n, e3); // 35. xn = CMOV(x2n, x1n, e3) # If e3, x = x1, else x = x2\n let y = Fp.cmov(y2, y1, e3); // 36. y = CMOV(y2, y1, e3) # If e3, y = y1, else y = y2\n let e4 = Fp.isOdd(y); // 37. e4 = sgn0(y) == 1 # Fix sign of y\n y = Fp.cmov(y, Fp.neg(y), e3 !== e4); // 38. y = CMOV(y, -y, e3 XOR e4)\n return {\n xMn: xn,\n xMd: xd,\n yMn: y,\n yMd: _1n\n }; // 39. return (xn, xd, y, 1)\n}\nconst ELL2_C1_EDWARDS = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.FpSqrtEven)(Fp, Fp.neg(BigInt(486664))); // sgn0(c1) MUST equal 0\nfunction map_to_curve_elligator2_edwards25519(u) {\n const { xMn, xMd, yMn, yMd } = map_to_curve_elligator2_curve25519(u); // 1. (xMn, xMd, yMn, yMd) =\n // map_to_curve_elligator2_curve25519(u)\n let xn = Fp.mul(xMn, yMd); // 2. xn = xMn * yMd\n xn = Fp.mul(xn, ELL2_C1_EDWARDS); // 3. xn = xn * c1\n let xd = Fp.mul(xMd, yMn); // 4. xd = xMd * yMn # xn / xd = c1 * xM / yM\n let yn = Fp.sub(xMn, xMd); // 5. yn = xMn - xMd\n let yd = Fp.add(xMn, xMd); // 6. yd = xMn + xMd # (n / d - 1) / (n / d + 1) = (n - d) / (n + d)\n let tv1 = Fp.mul(xd, yd); // 7. tv1 = xd * yd\n let e = Fp.eql(tv1, Fp.ZERO); // 8. e = tv1 == 0\n xn = Fp.cmov(xn, Fp.ZERO, e); // 9. xn = CMOV(xn, 0, e)\n xd = Fp.cmov(xd, Fp.ONE, e); // 10. xd = CMOV(xd, 1, e)\n yn = Fp.cmov(yn, Fp.ONE, e); // 11. yn = CMOV(yn, 1, e)\n yd = Fp.cmov(yd, Fp.ONE, e); // 12. yd = CMOV(yd, 1, e)\n const inv = Fp.invertBatch([\n xd,\n yd\n ]); // batch division\n return {\n x: Fp.mul(xn, inv[0]),\n y: Fp.mul(yn, inv[1])\n }; // 13. return (xn, xd, yn, yd)\n}\nconst htf = /* @__PURE__ */ (()=>(0,_abstract_hash_to_curve_js__WEBPACK_IMPORTED_MODULE_5__.createHasher)(ed25519.ExtendedPoint, (scalars)=>map_to_curve_elligator2_edwards25519(scalars[0]), {\n DST: \"edwards25519_XMD:SHA-512_ELL2_RO_\",\n encodeDST: \"edwards25519_XMD:SHA-512_ELL2_NU_\",\n p: Fp.ORDER,\n m: 1,\n k: 128,\n expand: \"xmd\",\n hash: _noble_hashes_sha512__WEBPACK_IMPORTED_MODULE_1__.sha512\n }))();\nconst hashToCurve = /* @__PURE__ */ (()=>htf.hashToCurve)();\nconst encodeToCurve = /* @__PURE__ */ (()=>htf.encodeToCurve)();\nfunction assertRstPoint(other) {\n if (!(other instanceof RistPoint)) throw new Error(\"RistrettoPoint expected\");\n}\n// √(-1) aka √(a) aka 2^((p-1)/4)\nconst SQRT_M1 = ED25519_SQRT_M1;\n// √(ad - 1)\nconst SQRT_AD_MINUS_ONE = BigInt(\"25063068953384623474111414158702152701244531502492656460079210482610430750235\");\n// 1 / √(a-d)\nconst INVSQRT_A_MINUS_D = BigInt(\"54469307008909316920995813868745141605393597292927456921205312896311721017578\");\n// 1-d²\nconst ONE_MINUS_D_SQ = BigInt(\"1159843021668779879193775521855586647937357759715417654439879720876111806838\");\n// (d-1)²\nconst D_MINUS_ONE_SQ = BigInt(\"40440834346308536858101042469323190826248399146238708352240133220865137265952\");\n// Calculates 1/√(number)\nconst invertSqrt = (number)=>uvRatio(_1n, number);\nconst MAX_255B = BigInt(\"0x7fffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff\");\nconst bytes255ToNumberLE = (bytes)=>ed25519.CURVE.Fp.create((0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_6__.bytesToNumberLE)(bytes) & MAX_255B);\n// Computes Elligator map for Ristretto\n// https://ristretto.group/formulas/elligator.html\nfunction calcElligatorRistrettoMap(r0) {\n const { d } = ed25519.CURVE;\n const P = ed25519.CURVE.Fp.ORDER;\n const mod = ed25519.CURVE.Fp.create;\n const r = mod(SQRT_M1 * r0 * r0); // 1\n const Ns = mod((r + _1n) * ONE_MINUS_D_SQ); // 2\n let c = BigInt(-1); // 3\n const D = mod((c - d * r) * mod(r + d)); // 4\n let { isValid: Ns_D_is_sq, value: s } = uvRatio(Ns, D); // 5\n let s_ = mod(s * r0); // 6\n if (!(0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.isNegativeLE)(s_, P)) s_ = mod(-s_);\n if (!Ns_D_is_sq) s = s_; // 7\n if (!Ns_D_is_sq) c = r; // 8\n const Nt = mod(c * (r - _1n) * D_MINUS_ONE_SQ - D); // 9\n const s2 = s * s;\n const W0 = mod((s + s) * D); // 10\n const W1 = mod(Nt * SQRT_AD_MINUS_ONE); // 11\n const W2 = mod(_1n - s2); // 12\n const W3 = mod(_1n + s2); // 13\n return new ed25519.ExtendedPoint(mod(W0 * W3), mod(W2 * W1), mod(W1 * W3), mod(W0 * W2));\n}\n/**\n * Each ed25519/ExtendedPoint has 8 different equivalent points. This can be\n * a source of bugs for protocols like ring signatures. Ristretto was created to solve this.\n * Ristretto point operates in X:Y:Z:T extended coordinates like ExtendedPoint,\n * but it should work in its own namespace: do not combine those two.\n * https://datatracker.ietf.org/doc/html/draft-irtf-cfrg-ristretto255-decaf448\n */ class RistPoint {\n // Private property to discourage combining ExtendedPoint + RistrettoPoint\n // Always use Ristretto encoding/decoding instead.\n constructor(ep){\n this.ep = ep;\n }\n static fromAffine(ap) {\n return new RistPoint(ed25519.ExtendedPoint.fromAffine(ap));\n }\n /**\n * Takes uniform output of 64-byte hash function like sha512 and converts it to `RistrettoPoint`.\n * The hash-to-group operation applies Elligator twice and adds the results.\n * **Note:** this is one-way map, there is no conversion from point to hash.\n * https://ristretto.group/formulas/elligator.html\n * @param hex 64-byte output of a hash function\n */ static hashToCurve(hex) {\n hex = (0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_6__.ensureBytes)(\"ristrettoHash\", hex, 64);\n const r1 = bytes255ToNumberLE(hex.slice(0, 32));\n const R1 = calcElligatorRistrettoMap(r1);\n const r2 = bytes255ToNumberLE(hex.slice(32, 64));\n const R2 = calcElligatorRistrettoMap(r2);\n return new RistPoint(R1.add(R2));\n }\n /**\n * Converts ristretto-encoded string to ristretto point.\n * https://ristretto.group/formulas/decoding.html\n * @param hex Ristretto-encoded 32 bytes. Not every 32-byte string is valid ristretto encoding\n */ static fromHex(hex) {\n hex = (0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_6__.ensureBytes)(\"ristrettoHex\", hex, 32);\n const { a, d } = ed25519.CURVE;\n const P = ed25519.CURVE.Fp.ORDER;\n const mod = ed25519.CURVE.Fp.create;\n const emsg = \"RistrettoPoint.fromHex: the hex is not valid encoding of RistrettoPoint\";\n const s = bytes255ToNumberLE(hex);\n // 1. Check that s_bytes is the canonical encoding of a field element, or else abort.\n // 3. Check that s is non-negative, or else abort\n if (!(0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_6__.equalBytes)((0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_6__.numberToBytesLE)(s, 32), hex) || (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.isNegativeLE)(s, P)) throw new Error(emsg);\n const s2 = mod(s * s);\n const u1 = mod(_1n + a * s2); // 4 (a is -1)\n const u2 = mod(_1n - a * s2); // 5\n const u1_2 = mod(u1 * u1);\n const u2_2 = mod(u2 * u2);\n const v = mod(a * d * u1_2 - u2_2); // 6\n const { isValid, value: I } = invertSqrt(mod(v * u2_2)); // 7\n const Dx = mod(I * u2); // 8\n const Dy = mod(I * Dx * v); // 9\n let x = mod((s + s) * Dx); // 10\n if ((0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.isNegativeLE)(x, P)) x = mod(-x); // 10\n const y = mod(u1 * Dy); // 11\n const t = mod(x * y); // 12\n if (!isValid || (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.isNegativeLE)(t, P) || y === _0n) throw new Error(emsg);\n return new RistPoint(new ed25519.ExtendedPoint(x, y, _1n, t));\n }\n /**\n * Encodes ristretto point to Uint8Array.\n * https://ristretto.group/formulas/encoding.html\n */ toRawBytes() {\n let { ex: x, ey: y, ez: z, et: t } = this.ep;\n const P = ed25519.CURVE.Fp.ORDER;\n const mod = ed25519.CURVE.Fp.create;\n const u1 = mod(mod(z + y) * mod(z - y)); // 1\n const u2 = mod(x * y); // 2\n // Square root always exists\n const u2sq = mod(u2 * u2);\n const { value: invsqrt } = invertSqrt(mod(u1 * u2sq)); // 3\n const D1 = mod(invsqrt * u1); // 4\n const D2 = mod(invsqrt * u2); // 5\n const zInv = mod(D1 * D2 * t); // 6\n let D; // 7\n if ((0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.isNegativeLE)(t * zInv, P)) {\n let _x = mod(y * SQRT_M1);\n let _y = mod(x * SQRT_M1);\n x = _x;\n y = _y;\n D = mod(D1 * INVSQRT_A_MINUS_D);\n } else {\n D = D2; // 8\n }\n if ((0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.isNegativeLE)(x * zInv, P)) y = mod(-y); // 9\n let s = mod((z - y) * D); // 10 (check footer's note, no sqrt(-a))\n if ((0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.isNegativeLE)(s, P)) s = mod(-s);\n return (0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_6__.numberToBytesLE)(s, 32); // 11\n }\n toHex() {\n return (0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_6__.bytesToHex)(this.toRawBytes());\n }\n toString() {\n return this.toHex();\n }\n // Compare one point to another.\n equals(other) {\n assertRstPoint(other);\n const { ex: X1, ey: Y1 } = this.ep;\n const { ex: X2, ey: Y2 } = other.ep;\n const mod = ed25519.CURVE.Fp.create;\n // (x1 * y2 == y1 * x2) | (y1 * y2 == x1 * x2)\n const one = mod(X1 * Y2) === mod(Y1 * X2);\n const two = mod(Y1 * Y2) === mod(X1 * X2);\n return one || two;\n }\n add(other) {\n assertRstPoint(other);\n return new RistPoint(this.ep.add(other.ep));\n }\n subtract(other) {\n assertRstPoint(other);\n return new RistPoint(this.ep.subtract(other.ep));\n }\n multiply(scalar) {\n return new RistPoint(this.ep.multiply(scalar));\n }\n multiplyUnsafe(scalar) {\n return new RistPoint(this.ep.multiplyUnsafe(scalar));\n }\n double() {\n return new RistPoint(this.ep.double());\n }\n negate() {\n return new RistPoint(this.ep.negate());\n }\n}\nconst RistrettoPoint = /* @__PURE__ */ (()=>{\n if (!RistPoint.BASE) RistPoint.BASE = new RistPoint(ed25519.ExtendedPoint.BASE);\n if (!RistPoint.ZERO) RistPoint.ZERO = new RistPoint(ed25519.ExtendedPoint.ZERO);\n return RistPoint;\n})();\n// Hashing to ristretto255. https://www.rfc-editor.org/rfc/rfc9380#appendix-B\nconst hashToRistretto255 = (msg, options)=>{\n const d = options.DST;\n const DST = typeof d === \"string\" ? (0,_noble_hashes_utils__WEBPACK_IMPORTED_MODULE_2__.utf8ToBytes)(d) : d;\n const uniform_bytes = (0,_abstract_hash_to_curve_js__WEBPACK_IMPORTED_MODULE_5__.expand_message_xmd)(msg, DST, 64, _noble_hashes_sha512__WEBPACK_IMPORTED_MODULE_1__.sha512);\n const P = RistPoint.hashToCurve(uniform_bytes);\n return P;\n};\nconst hash_to_ristretto255 = hashToRistretto255; // legacy\n //# sourceMappingURL=ed25519.js.map\n//# sourceURL=[module]\n//# 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noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */\nimport { sha512 } from '@noble/hashes/sha512';\nimport { concatBytes, randomBytes, utf8ToBytes } from '@noble/hashes/utils';\nimport { twistedEdwards } from './abstract/edwards.js';\nimport { montgomery } from './abstract/montgomery.js';\nimport { Field, FpSqrtEven, isNegativeLE, mod, pow2 } from './abstract/modular.js';\nimport { bytesToHex, bytesToNumberLE, ensureBytes, equalBytes, numberToBytesLE, } from './abstract/utils.js';\nimport { createHasher, expand_message_xmd } from './abstract/hash-to-curve.js';\n/**\n * ed25519 Twisted Edwards curve with following addons:\n * - X25519 ECDH\n * - Ristretto cofactor elimination\n * - Elligator hash-to-group / point indistinguishability\n */\nconst ED25519_P = BigInt('57896044618658097711785492504343953926634992332820282019728792003956564819949');\n// √(-1) aka √(a) aka 2^((p-1)/4)\nconst ED25519_SQRT_M1 = BigInt('19681161376707505956807079304988542015446066515923890162744021073123829784752');\n// prettier-ignore\nconst _0n = BigInt(0), _1n = BigInt(1), _2n = BigInt(2), _5n = BigInt(5);\n// prettier-ignore\nconst _10n = BigInt(10), _20n = BigInt(20), _40n = BigInt(40), _80n = BigInt(80);\nfunction ed25519_pow_2_252_3(x) {\n    const P = ED25519_P;\n    const x2 = (x * x) % P;\n    const b2 = (x2 * x) % P; // x^3, 11\n    const b4 = (pow2(b2, _2n, P) * b2) % P; // x^15, 1111\n    const b5 = (pow2(b4, _1n, P) * x) % P; // x^31\n    const b10 = (pow2(b5, _5n, P) * b5) % P;\n    const b20 = (pow2(b10, _10n, P) * b10) % P;\n    const b40 = (pow2(b20, _20n, P) * b20) % P;\n    const b80 = (pow2(b40, _40n, P) * b40) % P;\n    const b160 = (pow2(b80, _80n, P) * b80) % P;\n    const b240 = (pow2(b160, _80n, P) * b80) % P;\n    const b250 = (pow2(b240, _10n, P) * b10) % P;\n    const pow_p_5_8 = (pow2(b250, _2n, P) * x) % P;\n    // ^ To pow to (p+3)/8, multiply it by x.\n    return { pow_p_5_8, b2 };\n}\nfunction adjustScalarBytes(bytes) {\n    // Section 5: For X25519, in order to decode 32 random bytes as an integer scalar,\n    // set the three least significant bits of the first byte\n    bytes[0] &= 248; // 0b1111_1000\n    // and the most significant bit of the last to zero,\n    bytes[31] &= 127; // 0b0111_1111\n    // set the second most significant bit of the last byte to 1\n    bytes[31] |= 64; // 0b0100_0000\n    return bytes;\n}\n// sqrt(u/v)\nfunction uvRatio(u, v) {\n    const P = ED25519_P;\n    const v3 = mod(v * v * v, P); // v³\n    const v7 = mod(v3 * v3 * v, P); // v⁷\n    // (p+3)/8 and (p-5)/8\n    const pow = ed25519_pow_2_252_3(u * v7).pow_p_5_8;\n    let x = mod(u * v3 * pow, P); // (uv³)(uv⁷)^(p-5)/8\n    const vx2 = mod(v * x * x, P); // vx²\n    const root1 = x; // First root candidate\n    const root2 = mod(x * ED25519_SQRT_M1, P); // Second root candidate\n    const useRoot1 = vx2 === u; // If vx² = u (mod p), x is a square root\n    const useRoot2 = vx2 === mod(-u, P); // If vx² = -u, set x <-- x * 2^((p-1)/4)\n    const noRoot = vx2 === mod(-u * ED25519_SQRT_M1, P); // There is no valid root, vx² = -u√(-1)\n    if (useRoot1)\n        x = root1;\n    if (useRoot2 || noRoot)\n        x = root2; // We return root2 anyway, for const-time\n    if (isNegativeLE(x, P))\n        x = mod(-x, P);\n    return { isValid: useRoot1 || useRoot2, value: x };\n}\n// Just in case\nexport const ED25519_TORSION_SUBGROUP = [\n    '0100000000000000000000000000000000000000000000000000000000000000',\n    'c7176a703d4dd84fba3c0b760d10670f2a2053fa2c39ccc64ec7fd7792ac037a',\n    '0000000000000000000000000000000000000000000000000000000000000080',\n    '26e8958fc2b227b045c3f489f2ef98f0d5dfac05d3c63339b13802886d53fc05',\n    'ecffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff7f',\n    '26e8958fc2b227b045c3f489f2ef98f0d5dfac05d3c63339b13802886d53fc85',\n    '0000000000000000000000000000000000000000000000000000000000000000',\n    'c7176a703d4dd84fba3c0b760d10670f2a2053fa2c39ccc64ec7fd7792ac03fa',\n];\nconst Fp = Field(ED25519_P, undefined, true);\nconst ed25519Defaults = {\n    // Param: a\n    a: BigInt(-1), // Fp.create(-1) is proper; our way still works and is faster\n    // d is equal to -121665/121666 over finite field.\n    // Negative number is P - number, and division is invert(number, P)\n    d: BigInt('37095705934669439343138083508754565189542113879843219016388785533085940283555'),\n    // Finite field 𝔽p over which we'll do calculations; 2n**255n - 19n\n    Fp,\n    // Subgroup order: how many points curve has\n    // 2n**252n + 27742317777372353535851937790883648493n;\n    n: BigInt('7237005577332262213973186563042994240857116359379907606001950938285454250989'),\n    // Cofactor\n    h: BigInt(8),\n    // Base point (x, y) aka generator point\n    Gx: BigInt('15112221349535400772501151409588531511454012693041857206046113283949847762202'),\n    Gy: BigInt('46316835694926478169428394003475163141307993866256225615783033603165251855960'),\n    hash: sha512,\n    randomBytes,\n    adjustScalarBytes,\n    // dom2\n    // Ratio of u to v. Allows us to combine inversion and square root. Uses algo from RFC8032 5.1.3.\n    // Constant-time, u/√v\n    uvRatio,\n};\nexport const ed25519 = /* @__PURE__ */ twistedEdwards(ed25519Defaults);\nfunction ed25519_domain(data, ctx, phflag) {\n    if (ctx.length > 255)\n        throw new Error('Context is too big');\n    return concatBytes(utf8ToBytes('SigEd25519 no Ed25519 collisions'), new Uint8Array([phflag ? 1 : 0, ctx.length]), ctx, data);\n}\nexport const ed25519ctx = /* @__PURE__ */ twistedEdwards({\n    ...ed25519Defaults,\n    domain: ed25519_domain,\n});\nexport const ed25519ph = /* @__PURE__ */ twistedEdwards({\n    ...ed25519Defaults,\n    domain: ed25519_domain,\n    prehash: sha512,\n});\nexport const x25519 = /* @__PURE__ */ (() => montgomery({\n    P: ED25519_P,\n    a: BigInt(486662),\n    montgomeryBits: 255, // n is 253 bits\n    nByteLength: 32,\n    Gu: BigInt(9),\n    powPminus2: (x) => {\n        const P = ED25519_P;\n        // x^(p-2) aka x^(2^255-21)\n        const { pow_p_5_8, b2 } = ed25519_pow_2_252_3(x);\n        return mod(pow2(pow_p_5_8, BigInt(3), P) * b2, P);\n    },\n    adjustScalarBytes,\n    randomBytes,\n}))();\n/**\n * Converts ed25519 public key to x25519 public key. Uses formula:\n * * `(u, v) = ((1+y)/(1-y), sqrt(-486664)*u/x)`\n * * `(x, y) = (sqrt(-486664)*u/v, (u-1)/(u+1))`\n * @example\n *   const someonesPub = ed25519.getPublicKey(ed25519.utils.randomPrivateKey());\n *   const aPriv = x25519.utils.randomPrivateKey();\n *   x25519.getSharedSecret(aPriv, edwardsToMontgomeryPub(someonesPub))\n */\nexport function edwardsToMontgomeryPub(edwardsPub) {\n    const { y } = ed25519.ExtendedPoint.fromHex(edwardsPub);\n    const _1n = BigInt(1);\n    return Fp.toBytes(Fp.create((_1n + y) * Fp.inv(_1n - y)));\n}\nexport const edwardsToMontgomery = edwardsToMontgomeryPub; // deprecated\n/**\n * Converts ed25519 secret key to x25519 secret key.\n * @example\n *   const someonesPub = x25519.getPublicKey(x25519.utils.randomPrivateKey());\n *   const aPriv = ed25519.utils.randomPrivateKey();\n *   x25519.getSharedSecret(edwardsToMontgomeryPriv(aPriv), someonesPub)\n */\nexport function edwardsToMontgomeryPriv(edwardsPriv) {\n    const hashed = ed25519Defaults.hash(edwardsPriv.subarray(0, 32));\n    return ed25519Defaults.adjustScalarBytes(hashed).subarray(0, 32);\n}\n// Hash To Curve Elligator2 Map (NOTE: different from ristretto255 elligator)\n// NOTE: very important part is usage of FpSqrtEven for ELL2_C1_EDWARDS, since\n// SageMath returns different root first and everything falls apart\nconst ELL2_C1 = (Fp.ORDER + BigInt(3)) / BigInt(8); // 1. c1 = (q + 3) / 8       # Integer arithmetic\nconst ELL2_C2 = Fp.pow(_2n, ELL2_C1); // 2. c2 = 2^c1\nconst ELL2_C3 = Fp.sqrt(Fp.neg(Fp.ONE)); // 3. c3 = sqrt(-1)\nconst ELL2_C4 = (Fp.ORDER - BigInt(5)) / BigInt(8); // 4. c4 = (q - 5) / 8       # Integer arithmetic\nconst ELL2_J = BigInt(486662);\n// prettier-ignore\nfunction map_to_curve_elligator2_curve25519(u) {\n    let tv1 = Fp.sqr(u); //  1.  tv1 = u^2\n    tv1 = Fp.mul(tv1, _2n); //  2.  tv1 = 2 * tv1\n    let xd = Fp.add(tv1, Fp.ONE); //  3.   xd = tv1 + 1         # Nonzero: -1 is square (mod p), tv1 is not\n    let x1n = Fp.neg(ELL2_J); //  4.  x1n = -J              # x1 = x1n / xd = -J / (1 + 2 * u^2)\n    let tv2 = Fp.sqr(xd); //  5.  tv2 = xd^2\n    let gxd = Fp.mul(tv2, xd); //  6.  gxd = tv2 * xd        # gxd = xd^3\n    let gx1 = Fp.mul(tv1, ELL2_J); //  7.  gx1 = J * tv1         # x1n + J * xd\n    gx1 = Fp.mul(gx1, x1n); //  8.  gx1 = gx1 * x1n       # x1n^2 + J * x1n * xd\n    gx1 = Fp.add(gx1, tv2); //  9.  gx1 = gx1 + tv2       # x1n^2 + J * x1n * xd + xd^2\n    gx1 = Fp.mul(gx1, x1n); //  10. gx1 = gx1 * x1n       # x1n^3 + J * x1n^2 * xd + x1n * xd^2\n    let tv3 = Fp.sqr(gxd); //  11. tv3 = gxd^2\n    tv2 = Fp.sqr(tv3); //  12. tv2 = tv3^2           # gxd^4\n    tv3 = Fp.mul(tv3, gxd); //  13. tv3 = tv3 * gxd       # gxd^3\n    tv3 = Fp.mul(tv3, gx1); //  14. tv3 = tv3 * gx1       # gx1 * gxd^3\n    tv2 = Fp.mul(tv2, tv3); //  15. tv2 = tv2 * tv3       # gx1 * gxd^7\n    let y11 = Fp.pow(tv2, ELL2_C4); //  16. y11 = tv2^c4        # (gx1 * gxd^7)^((p - 5) / 8)\n    y11 = Fp.mul(y11, tv3); //  17. y11 = y11 * tv3       # gx1*gxd^3*(gx1*gxd^7)^((p-5)/8)\n    let y12 = Fp.mul(y11, ELL2_C3); //  18. y12 = y11 * c3\n    tv2 = Fp.sqr(y11); //  19. tv2 = y11^2\n    tv2 = Fp.mul(tv2, gxd); //  20. tv2 = tv2 * gxd\n    let e1 = Fp.eql(tv2, gx1); //  21.  e1 = tv2 == gx1\n    let y1 = Fp.cmov(y12, y11, e1); //  22.  y1 = CMOV(y12, y11, e1)  # If g(x1) is square, this is its sqrt\n    let x2n = Fp.mul(x1n, tv1); //  23. x2n = x1n * tv1       # x2 = x2n / xd = 2 * u^2 * x1n / xd\n    let y21 = Fp.mul(y11, u); //  24. y21 = y11 * u\n    y21 = Fp.mul(y21, ELL2_C2); //  25. y21 = y21 * c2\n    let y22 = Fp.mul(y21, ELL2_C3); //  26. y22 = y21 * c3\n    let gx2 = Fp.mul(gx1, tv1); //  27. gx2 = gx1 * tv1       # g(x2) = gx2 / gxd = 2 * u^2 * g(x1)\n    tv2 = Fp.sqr(y21); //  28. tv2 = y21^2\n    tv2 = Fp.mul(tv2, gxd); //  29. tv2 = tv2 * gxd\n    let e2 = Fp.eql(tv2, gx2); //  30.  e2 = tv2 == gx2\n    let y2 = Fp.cmov(y22, y21, e2); //  31.  y2 = CMOV(y22, y21, e2)  # If g(x2) is square, this is its sqrt\n    tv2 = Fp.sqr(y1); //  32. tv2 = y1^2\n    tv2 = Fp.mul(tv2, gxd); //  33. tv2 = tv2 * gxd\n    let e3 = Fp.eql(tv2, gx1); //  34.  e3 = tv2 == gx1\n    let xn = Fp.cmov(x2n, x1n, e3); //  35.  xn = CMOV(x2n, x1n, e3)  # If e3, x = x1, else x = x2\n    let y = Fp.cmov(y2, y1, e3); //  36.   y = CMOV(y2, y1, e3)    # If e3, y = y1, else y = y2\n    let e4 = Fp.isOdd(y); //  37.  e4 = sgn0(y) == 1        # Fix sign of y\n    y = Fp.cmov(y, Fp.neg(y), e3 !== e4); //  38.   y = CMOV(y, -y, e3 XOR e4)\n    return { xMn: xn, xMd: xd, yMn: y, yMd: _1n }; //  39. return (xn, xd, y, 1)\n}\nconst ELL2_C1_EDWARDS = FpSqrtEven(Fp, Fp.neg(BigInt(486664))); // sgn0(c1) MUST equal 0\nfunction map_to_curve_elligator2_edwards25519(u) {\n    const { xMn, xMd, yMn, yMd } = map_to_curve_elligator2_curve25519(u); //  1.  (xMn, xMd, yMn, yMd) =\n    // map_to_curve_elligator2_curve25519(u)\n    let xn = Fp.mul(xMn, yMd); //  2.  xn = xMn * yMd\n    xn = Fp.mul(xn, ELL2_C1_EDWARDS); //  3.  xn = xn * c1\n    let xd = Fp.mul(xMd, yMn); //  4.  xd = xMd * yMn    # xn / xd = c1 * xM / yM\n    let yn = Fp.sub(xMn, xMd); //  5.  yn = xMn - xMd\n    let yd = Fp.add(xMn, xMd); //  6.  yd = xMn + xMd    # (n / d - 1) / (n / d + 1) = (n - d) / (n + d)\n    let tv1 = Fp.mul(xd, yd); //  7. tv1 = xd * yd\n    let e = Fp.eql(tv1, Fp.ZERO); //  8.   e = tv1 == 0\n    xn = Fp.cmov(xn, Fp.ZERO, e); //  9.  xn = CMOV(xn, 0, e)\n    xd = Fp.cmov(xd, Fp.ONE, e); //  10. xd = CMOV(xd, 1, e)\n    yn = Fp.cmov(yn, Fp.ONE, e); //  11. yn = CMOV(yn, 1, e)\n    yd = Fp.cmov(yd, Fp.ONE, e); //  12. yd = CMOV(yd, 1, e)\n    const inv = Fp.invertBatch([xd, yd]); // batch division\n    return { x: Fp.mul(xn, inv[0]), y: Fp.mul(yn, inv[1]) }; //  13. return (xn, xd, yn, yd)\n}\nconst htf = /* @__PURE__ */ (() => createHasher(ed25519.ExtendedPoint, (scalars) => map_to_curve_elligator2_edwards25519(scalars[0]), {\n    DST: 'edwards25519_XMD:SHA-512_ELL2_RO_',\n    encodeDST: 'edwards25519_XMD:SHA-512_ELL2_NU_',\n    p: Fp.ORDER,\n    m: 1,\n    k: 128,\n    expand: 'xmd',\n    hash: sha512,\n}))();\nexport const hashToCurve = /* @__PURE__ */ (() => htf.hashToCurve)();\nexport const encodeToCurve = /* @__PURE__ */ (() => htf.encodeToCurve)();\nfunction assertRstPoint(other) {\n    if (!(other instanceof RistPoint))\n        throw new Error('RistrettoPoint expected');\n}\n// √(-1) aka √(a) aka 2^((p-1)/4)\nconst SQRT_M1 = ED25519_SQRT_M1;\n// √(ad - 1)\nconst SQRT_AD_MINUS_ONE = BigInt('25063068953384623474111414158702152701244531502492656460079210482610430750235');\n// 1 / √(a-d)\nconst INVSQRT_A_MINUS_D = BigInt('54469307008909316920995813868745141605393597292927456921205312896311721017578');\n// 1-d²\nconst ONE_MINUS_D_SQ = BigInt('1159843021668779879193775521855586647937357759715417654439879720876111806838');\n// (d-1)²\nconst D_MINUS_ONE_SQ = BigInt('40440834346308536858101042469323190826248399146238708352240133220865137265952');\n// Calculates 1/√(number)\nconst invertSqrt = (number) => uvRatio(_1n, number);\nconst MAX_255B = BigInt('0x7fffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff');\nconst bytes255ToNumberLE = (bytes) => ed25519.CURVE.Fp.create(bytesToNumberLE(bytes) & MAX_255B);\n// Computes Elligator map for Ristretto\n// https://ristretto.group/formulas/elligator.html\nfunction calcElligatorRistrettoMap(r0) {\n    const { d } = ed25519.CURVE;\n    const P = ed25519.CURVE.Fp.ORDER;\n    const mod = ed25519.CURVE.Fp.create;\n    const r = mod(SQRT_M1 * r0 * r0); // 1\n    const Ns = mod((r + _1n) * ONE_MINUS_D_SQ); // 2\n    let c = BigInt(-1); // 3\n    const D = mod((c - d * r) * mod(r + d)); // 4\n    let { isValid: Ns_D_is_sq, value: s } = uvRatio(Ns, D); // 5\n    let s_ = mod(s * r0); // 6\n    if (!isNegativeLE(s_, P))\n        s_ = mod(-s_);\n    if (!Ns_D_is_sq)\n        s = s_; // 7\n    if (!Ns_D_is_sq)\n        c = r; // 8\n    const Nt = mod(c * (r - _1n) * D_MINUS_ONE_SQ - D); // 9\n    const s2 = s * s;\n    const W0 = mod((s + s) * D); // 10\n    const W1 = mod(Nt * SQRT_AD_MINUS_ONE); // 11\n    const W2 = mod(_1n - s2); // 12\n    const W3 = mod(_1n + s2); // 13\n    return new ed25519.ExtendedPoint(mod(W0 * W3), mod(W2 * W1), mod(W1 * W3), mod(W0 * W2));\n}\n/**\n * Each ed25519/ExtendedPoint has 8 different equivalent points. This can be\n * a source of bugs for protocols like ring signatures. Ristretto was created to solve this.\n * Ristretto point operates in X:Y:Z:T extended coordinates like ExtendedPoint,\n * but it should work in its own namespace: do not combine those two.\n * https://datatracker.ietf.org/doc/html/draft-irtf-cfrg-ristretto255-decaf448\n */\nclass RistPoint {\n    // Private property to discourage combining ExtendedPoint + RistrettoPoint\n    // Always use Ristretto encoding/decoding instead.\n    constructor(ep) {\n        this.ep = ep;\n    }\n    static fromAffine(ap) {\n        return new RistPoint(ed25519.ExtendedPoint.fromAffine(ap));\n    }\n    /**\n     * Takes uniform output of 64-byte hash function like sha512 and converts it to `RistrettoPoint`.\n     * The hash-to-group operation applies Elligator twice and adds the results.\n     * **Note:** this is one-way map, there is no conversion from point to hash.\n     * https://ristretto.group/formulas/elligator.html\n     * @param hex 64-byte output of a hash function\n     */\n    static hashToCurve(hex) {\n        hex = ensureBytes('ristrettoHash', hex, 64);\n        const r1 = bytes255ToNumberLE(hex.slice(0, 32));\n        const R1 = calcElligatorRistrettoMap(r1);\n        const r2 = bytes255ToNumberLE(hex.slice(32, 64));\n        const R2 = calcElligatorRistrettoMap(r2);\n        return new RistPoint(R1.add(R2));\n    }\n    /**\n     * Converts ristretto-encoded string to ristretto point.\n     * https://ristretto.group/formulas/decoding.html\n     * @param hex Ristretto-encoded 32 bytes. Not every 32-byte string is valid ristretto encoding\n     */\n    static fromHex(hex) {\n        hex = ensureBytes('ristrettoHex', hex, 32);\n        const { a, d } = ed25519.CURVE;\n        const P = ed25519.CURVE.Fp.ORDER;\n        const mod = ed25519.CURVE.Fp.create;\n        const emsg = 'RistrettoPoint.fromHex: the hex is not valid encoding of RistrettoPoint';\n        const s = bytes255ToNumberLE(hex);\n        // 1. Check that s_bytes is the canonical encoding of a field element, or else abort.\n        // 3. Check that s is non-negative, or else abort\n        if (!equalBytes(numberToBytesLE(s, 32), hex) || isNegativeLE(s, P))\n            throw new Error(emsg);\n        const s2 = mod(s * s);\n        const u1 = mod(_1n + a * s2); // 4 (a is -1)\n        const u2 = mod(_1n - a * s2); // 5\n        const u1_2 = mod(u1 * u1);\n        const u2_2 = mod(u2 * u2);\n        const v = mod(a * d * u1_2 - u2_2); // 6\n        const { isValid, value: I } = invertSqrt(mod(v * u2_2)); // 7\n        const Dx = mod(I * u2); // 8\n        const Dy = mod(I * Dx * v); // 9\n        let x = mod((s + s) * Dx); // 10\n        if (isNegativeLE(x, P))\n            x = mod(-x); // 10\n        const y = mod(u1 * Dy); // 11\n        const t = mod(x * y); // 12\n        if (!isValid || isNegativeLE(t, P) || y === _0n)\n            throw new Error(emsg);\n        return new RistPoint(new ed25519.ExtendedPoint(x, y, _1n, t));\n    }\n    /**\n     * Encodes ristretto point to Uint8Array.\n     * https://ristretto.group/formulas/encoding.html\n     */\n    toRawBytes() {\n        let { ex: x, ey: y, ez: z, et: t } = this.ep;\n        const P = ed25519.CURVE.Fp.ORDER;\n        const mod = ed25519.CURVE.Fp.create;\n        const u1 = mod(mod(z + y) * mod(z - y)); // 1\n        const u2 = mod(x * y); // 2\n        // Square root always exists\n        const u2sq = mod(u2 * u2);\n        const { value: invsqrt } = invertSqrt(mod(u1 * u2sq)); // 3\n        const D1 = mod(invsqrt * u1); // 4\n        const D2 = mod(invsqrt * u2); // 5\n        const zInv = mod(D1 * D2 * t); // 6\n        let D; // 7\n        if (isNegativeLE(t * zInv, P)) {\n            let _x = mod(y * SQRT_M1);\n            let _y = mod(x * SQRT_M1);\n            x = _x;\n            y = _y;\n            D = mod(D1 * INVSQRT_A_MINUS_D);\n        }\n        else {\n            D = D2; // 8\n        }\n        if (isNegativeLE(x * zInv, P))\n            y = mod(-y); // 9\n        let s = mod((z - y) * D); // 10 (check footer's note, no sqrt(-a))\n        if (isNegativeLE(s, P))\n            s = mod(-s);\n        return numberToBytesLE(s, 32); // 11\n    }\n    toHex() {\n        return bytesToHex(this.toRawBytes());\n    }\n    toString() {\n        return this.toHex();\n    }\n    // Compare one point to another.\n    equals(other) {\n        assertRstPoint(other);\n        const { ex: X1, ey: Y1 } = this.ep;\n        const { ex: X2, ey: Y2 } = other.ep;\n        const mod = ed25519.CURVE.Fp.create;\n        // (x1 * y2 == y1 * x2) | (y1 * y2 == x1 * x2)\n        const one = mod(X1 * Y2) === mod(Y1 * X2);\n        const two = mod(Y1 * Y2) === mod(X1 * X2);\n        return one || two;\n    }\n    add(other) {\n        assertRstPoint(other);\n        return new RistPoint(this.ep.add(other.ep));\n    }\n    subtract(other) {\n        assertRstPoint(other);\n        return new RistPoint(this.ep.subtract(other.ep));\n    }\n    multiply(scalar) {\n        return new RistPoint(this.ep.multiply(scalar));\n    }\n    multiplyUnsafe(scalar) {\n        return new RistPoint(this.ep.multiplyUnsafe(scalar));\n    }\n    double() {\n        return new RistPoint(this.ep.double());\n    }\n    negate() {\n        return new RistPoint(this.ep.negate());\n    }\n}\nexport const RistrettoPoint = /* @__PURE__ */ (() => {\n    if (!RistPoint.BASE)\n        RistPoint.BASE = new RistPoint(ed25519.ExtendedPoint.BASE);\n    if (!RistPoint.ZERO)\n        RistPoint.ZERO = new RistPoint(ed25519.ExtendedPoint.ZERO);\n    return RistPoint;\n})();\n// Hashing to ristretto255. https://www.rfc-editor.org/rfc/rfc9380#appendix-B\nexport const hashToRistretto255 = (msg, options) => {\n    const d = options.DST;\n    const DST = typeof d === 'string' ? utf8ToBytes(d) : d;\n    const uniform_bytes = expand_message_xmd(msg, DST, 64, sha512);\n    const P = RistPoint.hashToCurve(uniform_bytes);\n    return P;\n};\nexport const hash_to_ristretto255 = hashToRistretto255; // legacy\n//# sourceMappingURL=ed25519.js.map"],"names":["sha512","concatBytes","randomBytes","utf8ToBytes","twistedEdwards","montgomery","Field","FpSqrtEven","isNegativeLE","mod","pow2","bytesToHex","bytesToNumberLE","ensureBytes","equalBytes","numberToBytesLE","createHasher","expand_message_xmd","ED25519_P","BigInt","ED25519_SQRT_M1","_0n","_1n","_2n","_5n","_10n","_20n","_40n","_80n","ed25519_pow_2_252_3","x","P","x2","b2","b4","b5","b10","b20","b40","b80","b160","b240","b250","pow_p_5_8","adjustScalarBytes","bytes","uvRatio","u","v","v3","v7","pow","vx2","root1","root2","useRoot1","useRoot2","noRoot","isValid","value","ED25519_TORSION_SUBGROUP","Fp","undefined","ed25519Defaults","a","d","n","h","Gx","Gy","hash","ed25519","ed25519_domain","data","ctx","phflag","length","Error","Uint8Array","ed25519ctx","domain","ed25519ph","prehash","x25519","montgomeryBits","nByteLength","Gu","powPminus2","edwardsToMontgomeryPub","edwardsPub","y","ExtendedPoint","fromHex","toBytes","create","inv","edwardsToMontgomery","edwardsToMontgomeryPriv","edwardsPriv","hashed","subarray","ELL2_C1","ORDER","ELL2_C2","ELL2_C3","sqrt","neg","ONE","ELL2_C4","ELL2_J","map_to_curve_elligator2_curve25519","tv1","sqr","mul","xd","add","x1n","tv2","gxd","gx1","tv3","y11","y12","e1","eql","y1","cmov","x2n","y21","y22","gx2","e2","y2","e3","xn","e4","isOdd","xMn","xMd","yMn","yMd","ELL2_C1_EDWARDS","map_to_curve_elligator2_edwards25519","yn","sub","yd","e","ZERO","invertBatch","htf","scalars","DST","encodeDST","p","m","k","expand","hashToCurve","encodeToCurve","assertRstPoint","other","RistPoint","SQRT_M1","SQRT_AD_MINUS_ONE","INVSQRT_A_MINUS_D","ONE_MINUS_D_SQ","D_MINUS_ONE_SQ","invertSqrt","number","MAX_255B","bytes255ToNumberLE","CURVE","calcElligatorRistrettoMap","r0","r","Ns","c","D","Ns_D_is_sq","s","s_","Nt","s2","W0","W1","W2","W3","constructor","ep","fromAffine","ap","hex","r1","slice","R1","r2","R2","emsg","u1","u2","u1_2","u2_2","I","Dx","Dy","t","toRawBytes","ex","ey","ez","z","et","u2sq","invsqrt","D1","D2","zInv","_x","_y","toHex","toString","equals","X1","Y1","X2","Y2","one","two","subtract","multiply","scalar","multiplyUnsafe","double","negate","RistrettoPoint","BASE","hashToRistretto255","msg","options","uniform_bytes","hash_to_ristretto255"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/curves/esm/ed25519.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/curves/esm/secp256k1.js":
/*!*****************************************************!*\
!*** ./node_modules/@noble/curves/esm/secp256k1.js ***!
\*****************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ encodeToCurve: () => (/* binding */ encodeToCurve),\n/* harmony export */ hashToCurve: () => (/* binding */ hashToCurve),\n/* harmony export */ schnorr: () => (/* binding */ schnorr),\n/* harmony export */ secp256k1: () => (/* binding */ secp256k1)\n/* harmony export */ });\n/* harmony import */ var _noble_hashes_sha256__WEBPACK_IMPORTED_MODULE_2__ = __webpack_require__(/*! @noble/hashes/sha256 */ \"(ssr)/./node_modules/@noble/hashes/esm/sha256.js\");\n/* harmony import */ var _noble_hashes_utils__WEBPACK_IMPORTED_MODULE_4__ = __webpack_require__(/*! @noble/hashes/utils */ \"(ssr)/./node_modules/@noble/hashes/esm/utils.js\");\n/* harmony import */ var _abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./abstract/modular.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/modular.js\");\n/* harmony import */ var _abstract_weierstrass_js__WEBPACK_IMPORTED_MODULE_6__ = __webpack_require__(/*! ./abstract/weierstrass.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/weierstrass.js\");\n/* harmony import */ var _abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__ = __webpack_require__(/*! ./abstract/utils.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/utils.js\");\n/* harmony import */ var _abstract_hash_to_curve_js__WEBPACK_IMPORTED_MODULE_5__ = __webpack_require__(/*! ./abstract/hash-to-curve.js */ \"(ssr)/./node_modules/@noble/curves/esm/abstract/hash-to-curve.js\");\n/* harmony import */ var _shortw_utils_js__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! ./_shortw_utils.js */ \"(ssr)/./node_modules/@noble/curves/esm/_shortw_utils.js\");\n/*! noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */ \n\n\n\n\n\n\nconst secp256k1P = BigInt(\"0xfffffffffffffffffffffffffffffffffffffffffffffffffffffffefffffc2f\");\nconst secp256k1N = BigInt(\"0xfffffffffffffffffffffffffffffffebaaedce6af48a03bbfd25e8cd0364141\");\nconst _1n = BigInt(1);\nconst _2n = BigInt(2);\nconst divNearest = (a, b)=>(a + b / _2n) / b;\n/**\n * √n = n^((p+1)/4) for fields p = 3 mod 4. We unwrap the loop and multiply bit-by-bit.\n * (P+1n/4n).toString(2) would produce bits [223x 1, 0, 22x 1, 4x 0, 11, 00]\n */ function sqrtMod(y) {\n const P = secp256k1P;\n // prettier-ignore\n const _3n = BigInt(3), _6n = BigInt(6), _11n = BigInt(11), _22n = BigInt(22);\n // prettier-ignore\n const _23n = BigInt(23), _44n = BigInt(44), _88n = BigInt(88);\n const b2 = y * y * y % P; // x^3, 11\n const b3 = b2 * b2 * y % P; // x^7\n const b6 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b3, _3n, P) * b3 % P;\n const b9 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b6, _3n, P) * b3 % P;\n const b11 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b9, _2n, P) * b2 % P;\n const b22 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b11, _11n, P) * b11 % P;\n const b44 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b22, _22n, P) * b22 % P;\n const b88 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b44, _44n, P) * b44 % P;\n const b176 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b88, _88n, P) * b88 % P;\n const b220 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b176, _44n, P) * b44 % P;\n const b223 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b220, _3n, P) * b3 % P;\n const t1 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(b223, _23n, P) * b22 % P;\n const t2 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(t1, _6n, P) * b2 % P;\n const root = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.pow2)(t2, _2n, P);\n if (!Fp.eql(Fp.sqr(root), y)) throw new Error(\"Cannot find square root\");\n return root;\n}\nconst Fp = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.Field)(secp256k1P, undefined, undefined, {\n sqrt: sqrtMod\n});\nconst secp256k1 = (0,_shortw_utils_js__WEBPACK_IMPORTED_MODULE_1__.createCurve)({\n a: BigInt(0),\n b: BigInt(7),\n Fp,\n n: secp256k1N,\n // Base point (x, y) aka generator point\n Gx: BigInt(\"55066263022277343669578718895168534326250603453777594175500187360389116729240\"),\n Gy: BigInt(\"32670510020758816978083085130507043184471273380659243275938904335757337482424\"),\n h: BigInt(1),\n lowS: true,\n /**\n * secp256k1 belongs to Koblitz curves: it has efficiently computable endomorphism.\n * Endomorphism uses 2x less RAM, speeds up precomputation by 2x and ECDH / key recovery by 20%.\n * For precomputed wNAF it trades off 1/2 init time & 1/3 ram for 20% perf hit.\n * Explanation: https://gist.github.com/paulmillr/eb670806793e84df628a7c434a873066\n */ endo: {\n beta: BigInt(\"0x7ae96a2b657c07106e64479eac3434e99cf0497512f58995c1396c28719501ee\"),\n splitScalar: (k)=>{\n const n = secp256k1N;\n const a1 = BigInt(\"0x3086d221a7d46bcde86c90e49284eb15\");\n const b1 = -_1n * BigInt(\"0xe4437ed6010e88286f547fa90abfe4c3\");\n const a2 = BigInt(\"0x114ca50f7a8e2f3f657c1108d9d44cfd8\");\n const b2 = a1;\n const POW_2_128 = BigInt(\"0x100000000000000000000000000000000\"); // (2n**128n).toString(16)\n const c1 = divNearest(b2 * k, n);\n const c2 = divNearest(-b1 * k, n);\n let k1 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.mod)(k - c1 * a1 - c2 * a2, n);\n let k2 = (0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.mod)(-c1 * b1 - c2 * b2, n);\n const k1neg = k1 > POW_2_128;\n const k2neg = k2 > POW_2_128;\n if (k1neg) k1 = n - k1;\n if (k2neg) k2 = n - k2;\n if (k1 > POW_2_128 || k2 > POW_2_128) {\n throw new Error(\"splitScalar: Endomorphism failed, k=\" + k);\n }\n return {\n k1neg,\n k1,\n k2neg,\n k2\n };\n }\n }\n}, _noble_hashes_sha256__WEBPACK_IMPORTED_MODULE_2__.sha256);\n// Schnorr signatures are superior to ECDSA from above. Below is Schnorr-specific BIP0340 code.\n// https://github.com/bitcoin/bips/blob/master/bip-0340.mediawiki\nconst _0n = BigInt(0);\nconst fe = (x)=>typeof x === \"bigint\" && _0n < x && x < secp256k1P;\nconst ge = (x)=>typeof x === \"bigint\" && _0n < x && x < secp256k1N;\n/** An object mapping tags to their tagged hash prefix of [SHA256(tag) | SHA256(tag)] */ const TAGGED_HASH_PREFIXES = {};\nfunction taggedHash(tag, ...messages) {\n let tagP = TAGGED_HASH_PREFIXES[tag];\n if (tagP === undefined) {\n const tagH = (0,_noble_hashes_sha256__WEBPACK_IMPORTED_MODULE_2__.sha256)(Uint8Array.from(tag, (c)=>c.charCodeAt(0)));\n tagP = (0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__.concatBytes)(tagH, tagH);\n TAGGED_HASH_PREFIXES[tag] = tagP;\n }\n return (0,_noble_hashes_sha256__WEBPACK_IMPORTED_MODULE_2__.sha256)((0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__.concatBytes)(tagP, ...messages));\n}\n// ECDSA compact points are 33-byte. Schnorr is 32: we strip first byte 0x02 or 0x03\nconst pointToBytes = (point)=>point.toRawBytes(true).slice(1);\nconst numTo32b = (n)=>(0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__.numberToBytesBE)(n, 32);\nconst modP = (x)=>(0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.mod)(x, secp256k1P);\nconst modN = (x)=>(0,_abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.mod)(x, secp256k1N);\nconst Point = secp256k1.ProjectivePoint;\nconst GmulAdd = (Q, a, b)=>Point.BASE.multiplyAndAddUnsafe(Q, a, b);\n// Calculate point, scalar and bytes\nfunction schnorrGetExtPubKey(priv) {\n let d_ = secp256k1.utils.normPrivateKeyToScalar(priv); // same method executed in fromPrivateKey\n let p = Point.fromPrivateKey(d_); // P = d'⋅G; 0 < d' < n check is done inside\n const scalar = p.hasEvenY() ? d_ : modN(-d_);\n return {\n scalar: scalar,\n bytes: pointToBytes(p)\n };\n}\n/**\n * lift_x from BIP340. Convert 32-byte x coordinate to elliptic curve point.\n * @returns valid point checked for being on-curve\n */ function lift_x(x) {\n if (!fe(x)) throw new Error(\"bad x: need 0 < x < p\"); // Fail if x ≥ p.\n const xx = modP(x * x);\n const c = modP(xx * x + BigInt(7)); // Let c = x³ + 7 mod p.\n let y = sqrtMod(c); // Let y = c^(p+1)/4 mod p.\n if (y % _2n !== _0n) y = modP(-y); // Return the unique point P such that x(P) = x and\n const p = new Point(x, y, _1n); // y(P) = y if y mod 2 = 0 or y(P) = p-y otherwise.\n p.assertValidity();\n return p;\n}\n/**\n * Create tagged hash, convert it to bigint, reduce modulo-n.\n */ function challenge(...args) {\n return modN((0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__.bytesToNumberBE)(taggedHash(\"BIP0340/challenge\", ...args)));\n}\n/**\n * Schnorr public key is just `x` coordinate of Point as per BIP340.\n */ function schnorrGetPublicKey(privateKey) {\n return schnorrGetExtPubKey(privateKey).bytes; // d'=int(sk). Fail if d'=0 or d'≥n. Ret bytes(d'⋅G)\n}\n/**\n * Creates Schnorr signature as per BIP340. Verifies itself before returning anything.\n * auxRand is optional and is not the sole source of k generation: bad CSPRNG won't be dangerous.\n */ function schnorrSign(message, privateKey, auxRand = (0,_noble_hashes_utils__WEBPACK_IMPORTED_MODULE_4__.randomBytes)(32)) {\n const m = (0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__.ensureBytes)(\"message\", message);\n const { bytes: px, scalar: d } = schnorrGetExtPubKey(privateKey); // checks for isWithinCurveOrder\n const a = (0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__.ensureBytes)(\"auxRand\", auxRand, 32); // Auxiliary random data a: a 32-byte array\n const t = numTo32b(d ^ (0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__.bytesToNumberBE)(taggedHash(\"BIP0340/aux\", a))); // Let t be the byte-wise xor of bytes(d) and hash/aux(a)\n const rand = taggedHash(\"BIP0340/nonce\", t, px, m); // Let rand = hash/nonce(t || bytes(P) || m)\n const k_ = modN((0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__.bytesToNumberBE)(rand)); // Let k' = int(rand) mod n\n if (k_ === _0n) throw new Error(\"sign failed: k is zero\"); // Fail if k' = 0.\n const { bytes: rx, scalar: k } = schnorrGetExtPubKey(k_); // Let R = k'⋅G.\n const e = challenge(rx, px, m); // Let e = int(hash/challenge(bytes(R) || bytes(P) || m)) mod n.\n const sig = new Uint8Array(64); // Let sig = bytes(R) || bytes((k + ed) mod n).\n sig.set(rx, 0);\n sig.set(numTo32b(modN(k + e * d)), 32);\n // If Verify(bytes(P), m, sig) (see below) returns failure, abort\n if (!schnorrVerify(sig, m, px)) throw new Error(\"sign: Invalid signature produced\");\n return sig;\n}\n/**\n * Verifies Schnorr signature.\n * Will swallow errors & return false except for initial type validation of arguments.\n */ function schnorrVerify(signature, message, publicKey) {\n const sig = (0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__.ensureBytes)(\"signature\", signature, 64);\n const m = (0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__.ensureBytes)(\"message\", message);\n const pub = (0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__.ensureBytes)(\"publicKey\", publicKey, 32);\n try {\n const P = lift_x((0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__.bytesToNumberBE)(pub)); // P = lift_x(int(pk)); fail if that fails\n const r = (0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__.bytesToNumberBE)(sig.subarray(0, 32)); // Let r = int(sig[0:32]); fail if r ≥ p.\n if (!fe(r)) return false;\n const s = (0,_abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__.bytesToNumberBE)(sig.subarray(32, 64)); // Let s = int(sig[32:64]); fail if s ≥ n.\n if (!ge(s)) return false;\n const e = challenge(numTo32b(r), pointToBytes(P), m); // int(challenge(bytes(r)||bytes(P)||m))%n\n const R = GmulAdd(P, s, modN(-e)); // R = s⋅G - e⋅P\n if (!R || !R.hasEvenY() || R.toAffine().x !== r) return false; // -eP == (n-e)P\n return true; // Fail if is_infinite(R) / not has_even_y(R) / x(R) ≠ r.\n } catch (error) {\n return false;\n }\n}\nconst schnorr = /* @__PURE__ */ (()=>({\n getPublicKey: schnorrGetPublicKey,\n sign: schnorrSign,\n verify: schnorrVerify,\n utils: {\n randomPrivateKey: secp256k1.utils.randomPrivateKey,\n lift_x,\n pointToBytes,\n numberToBytesBE: _abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__.numberToBytesBE,\n bytesToNumberBE: _abstract_utils_js__WEBPACK_IMPORTED_MODULE_3__.bytesToNumberBE,\n taggedHash,\n mod: _abstract_modular_js__WEBPACK_IMPORTED_MODULE_0__.mod\n }\n }))();\nconst isoMap = /* @__PURE__ */ (()=>(0,_abstract_hash_to_curve_js__WEBPACK_IMPORTED_MODULE_5__.isogenyMap)(Fp, [\n // xNum\n [\n \"0x8e38e38e38e38e38e38e38e38e38e38e38e38e38e38e38e38e38e38daaaaa8c7\",\n \"0x7d3d4c80bc321d5b9f315cea7fd44c5d595d2fc0bf63b92dfff1044f17c6581\",\n \"0x534c328d23f234e6e2a413deca25caece4506144037c40314ecbd0b53d9dd262\",\n \"0x8e38e38e38e38e38e38e38e38e38e38e38e38e38e38e38e38e38e38daaaaa88c\"\n ],\n // xDen\n [\n \"0xd35771193d94918a9ca34ccbb7b640dd86cd409542f8487d9fe6b745781eb49b\",\n \"0xedadc6f64383dc1df7c4b2d51b54225406d36b641f5e41bbc52a56612a8c6d14\",\n \"0x0000000000000000000000000000000000000000000000000000000000000001\"\n ],\n // yNum\n [\n \"0x4bda12f684bda12f684bda12f684bda12f684bda12f684bda12f684b8e38e23c\",\n \"0xc75e0c32d5cb7c0fa9d0a54b12a0a6d5647ab046d686da6fdffc90fc201d71a3\",\n \"0x29a6194691f91a73715209ef6512e576722830a201be2018a765e85a9ecee931\",\n \"0x2f684bda12f684bda12f684bda12f684bda12f684bda12f684bda12f38e38d84\"\n ],\n // yDen\n [\n \"0xfffffffffffffffffffffffffffffffffffffffffffffffffffffffefffff93b\",\n \"0x7a06534bb8bdb49fd5e9e6632722c2989467c1bfc8e8d978dfb425d2685c2573\",\n \"0x6484aa716545ca2cf3a70c3fa8fe337e0a3d21162f0d6299a7bf8192bfd2a76f\",\n \"0x0000000000000000000000000000000000000000000000000000000000000001\"\n ]\n ].map((i)=>i.map((j)=>BigInt(j)))))();\nconst mapSWU = /* @__PURE__ */ (()=>(0,_abstract_weierstrass_js__WEBPACK_IMPORTED_MODULE_6__.mapToCurveSimpleSWU)(Fp, {\n A: BigInt(\"0x3f8731abdd661adca08a5558f0f5d272e953d363cb6f0e5d405447c01a444533\"),\n B: BigInt(\"1771\"),\n Z: Fp.create(BigInt(\"-11\"))\n }))();\nconst htf = /* @__PURE__ */ (()=>(0,_abstract_hash_to_curve_js__WEBPACK_IMPORTED_MODULE_5__.createHasher)(secp256k1.ProjectivePoint, (scalars)=>{\n const { x, y } = mapSWU(Fp.create(scalars[0]));\n return isoMap(x, y);\n }, {\n DST: \"secp256k1_XMD:SHA-256_SSWU_RO_\",\n encodeDST: \"secp256k1_XMD:SHA-256_SSWU_NU_\",\n p: Fp.ORDER,\n m: 1,\n k: 128,\n expand: \"xmd\",\n hash: _noble_hashes_sha256__WEBPACK_IMPORTED_MODULE_2__.sha256\n }))();\nconst hashToCurve = /* @__PURE__ */ (()=>htf.hashToCurve)();\nconst encodeToCurve = /* @__PURE__ */ (()=>htf.encodeToCurve)(); //# sourceMappingURL=secp256k1.js.map\n//# sourceURL=[module]\n//# 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noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */\nimport { sha256 } from '@noble/hashes/sha256';\nimport { randomBytes } from '@noble/hashes/utils';\nimport { Field, mod, pow2 } from './abstract/modular.js';\nimport { mapToCurveSimpleSWU } from './abstract/weierstrass.js';\nimport { bytesToNumberBE, concatBytes, ensureBytes, numberToBytesBE } from './abstract/utils.js';\nimport { createHasher, isogenyMap } from './abstract/hash-to-curve.js';\nimport { createCurve } from './_shortw_utils.js';\nconst secp256k1P = BigInt('0xfffffffffffffffffffffffffffffffffffffffffffffffffffffffefffffc2f');\nconst secp256k1N = BigInt('0xfffffffffffffffffffffffffffffffebaaedce6af48a03bbfd25e8cd0364141');\nconst _1n = BigInt(1);\nconst _2n = BigInt(2);\nconst divNearest = (a, b) => (a + b / _2n) / b;\n/**\n * √n = n^((p+1)/4) for fields p = 3 mod 4. We unwrap the loop and multiply bit-by-bit.\n * (P+1n/4n).toString(2) would produce bits [223x 1, 0, 22x 1, 4x 0, 11, 00]\n */\nfunction sqrtMod(y) {\n    const P = secp256k1P;\n    // prettier-ignore\n    const _3n = BigInt(3), _6n = BigInt(6), _11n = BigInt(11), _22n = BigInt(22);\n    // prettier-ignore\n    const _23n = BigInt(23), _44n = BigInt(44), _88n = BigInt(88);\n    const b2 = (y * y * y) % P; // x^3, 11\n    const b3 = (b2 * b2 * y) % P; // x^7\n    const b6 = (pow2(b3, _3n, P) * b3) % P;\n    const b9 = (pow2(b6, _3n, P) * b3) % P;\n    const b11 = (pow2(b9, _2n, P) * b2) % P;\n    const b22 = (pow2(b11, _11n, P) * b11) % P;\n    const b44 = (pow2(b22, _22n, P) * b22) % P;\n    const b88 = (pow2(b44, _44n, P) * b44) % P;\n    const b176 = (pow2(b88, _88n, P) * b88) % P;\n    const b220 = (pow2(b176, _44n, P) * b44) % P;\n    const b223 = (pow2(b220, _3n, P) * b3) % P;\n    const t1 = (pow2(b223, _23n, P) * b22) % P;\n    const t2 = (pow2(t1, _6n, P) * b2) % P;\n    const root = pow2(t2, _2n, P);\n    if (!Fp.eql(Fp.sqr(root), y))\n        throw new Error('Cannot find square root');\n    return root;\n}\nconst Fp = Field(secp256k1P, undefined, undefined, { sqrt: sqrtMod });\nexport const secp256k1 = createCurve({\n    a: BigInt(0), // equation params: a, b\n    b: BigInt(7), // Seem to be rigid: bitcointalk.org/index.php?topic=289795.msg3183975#msg3183975\n    Fp, // Field's prime: 2n**256n - 2n**32n - 2n**9n - 2n**8n - 2n**7n - 2n**6n - 2n**4n - 1n\n    n: secp256k1N, // Curve order, total count of valid points in the field\n    // Base point (x, y) aka generator point\n    Gx: BigInt('55066263022277343669578718895168534326250603453777594175500187360389116729240'),\n    Gy: BigInt('32670510020758816978083085130507043184471273380659243275938904335757337482424'),\n    h: BigInt(1), // Cofactor\n    lowS: true, // Allow only low-S signatures by default in sign() and verify()\n    /**\n     * secp256k1 belongs to Koblitz curves: it has efficiently computable endomorphism.\n     * Endomorphism uses 2x less RAM, speeds up precomputation by 2x and ECDH / key recovery by 20%.\n     * For precomputed wNAF it trades off 1/2 init time & 1/3 ram for 20% perf hit.\n     * Explanation: https://gist.github.com/paulmillr/eb670806793e84df628a7c434a873066\n     */\n    endo: {\n        beta: BigInt('0x7ae96a2b657c07106e64479eac3434e99cf0497512f58995c1396c28719501ee'),\n        splitScalar: (k) => {\n            const n = secp256k1N;\n            const a1 = BigInt('0x3086d221a7d46bcde86c90e49284eb15');\n            const b1 = -_1n * BigInt('0xe4437ed6010e88286f547fa90abfe4c3');\n            const a2 = BigInt('0x114ca50f7a8e2f3f657c1108d9d44cfd8');\n            const b2 = a1;\n            const POW_2_128 = BigInt('0x100000000000000000000000000000000'); // (2n**128n).toString(16)\n            const c1 = divNearest(b2 * k, n);\n            const c2 = divNearest(-b1 * k, n);\n            let k1 = mod(k - c1 * a1 - c2 * a2, n);\n            let k2 = mod(-c1 * b1 - c2 * b2, n);\n            const k1neg = k1 > POW_2_128;\n            const k2neg = k2 > POW_2_128;\n            if (k1neg)\n                k1 = n - k1;\n            if (k2neg)\n                k2 = n - k2;\n            if (k1 > POW_2_128 || k2 > POW_2_128) {\n                throw new Error('splitScalar: Endomorphism failed, k=' + k);\n            }\n            return { k1neg, k1, k2neg, k2 };\n        },\n    },\n}, sha256);\n// Schnorr signatures are superior to ECDSA from above. Below is Schnorr-specific BIP0340 code.\n// https://github.com/bitcoin/bips/blob/master/bip-0340.mediawiki\nconst _0n = BigInt(0);\nconst fe = (x) => typeof x === 'bigint' && _0n < x && x < secp256k1P;\nconst ge = (x) => typeof x === 'bigint' && _0n < x && x < secp256k1N;\n/** An object mapping tags to their tagged hash prefix of [SHA256(tag) | SHA256(tag)] */\nconst TAGGED_HASH_PREFIXES = {};\nfunction taggedHash(tag, ...messages) {\n    let tagP = TAGGED_HASH_PREFIXES[tag];\n    if (tagP === undefined) {\n        const tagH = sha256(Uint8Array.from(tag, (c) => c.charCodeAt(0)));\n        tagP = concatBytes(tagH, tagH);\n        TAGGED_HASH_PREFIXES[tag] = tagP;\n    }\n    return sha256(concatBytes(tagP, ...messages));\n}\n// ECDSA compact points are 33-byte. Schnorr is 32: we strip first byte 0x02 or 0x03\nconst pointToBytes = (point) => point.toRawBytes(true).slice(1);\nconst numTo32b = (n) => numberToBytesBE(n, 32);\nconst modP = (x) => mod(x, secp256k1P);\nconst modN = (x) => mod(x, secp256k1N);\nconst Point = secp256k1.ProjectivePoint;\nconst GmulAdd = (Q, a, b) => Point.BASE.multiplyAndAddUnsafe(Q, a, b);\n// Calculate point, scalar and bytes\nfunction schnorrGetExtPubKey(priv) {\n    let d_ = secp256k1.utils.normPrivateKeyToScalar(priv); // same method executed in fromPrivateKey\n    let p = Point.fromPrivateKey(d_); // P = d'⋅G; 0 < d' < n check is done inside\n    const scalar = p.hasEvenY() ? d_ : modN(-d_);\n    return { scalar: scalar, bytes: pointToBytes(p) };\n}\n/**\n * lift_x from BIP340. Convert 32-byte x coordinate to elliptic curve point.\n * @returns valid point checked for being on-curve\n */\nfunction lift_x(x) {\n    if (!fe(x))\n        throw new Error('bad x: need 0 < x < p'); // Fail if x ≥ p.\n    const xx = modP(x * x);\n    const c = modP(xx * x + BigInt(7)); // Let c = x³ + 7 mod p.\n    let y = sqrtMod(c); // Let y = c^(p+1)/4 mod p.\n    if (y % _2n !== _0n)\n        y = modP(-y); // Return the unique point P such that x(P) = x and\n    const p = new Point(x, y, _1n); // y(P) = y if y mod 2 = 0 or y(P) = p-y otherwise.\n    p.assertValidity();\n    return p;\n}\n/**\n * Create tagged hash, convert it to bigint, reduce modulo-n.\n */\nfunction challenge(...args) {\n    return modN(bytesToNumberBE(taggedHash('BIP0340/challenge', ...args)));\n}\n/**\n * Schnorr public key is just `x` coordinate of Point as per BIP340.\n */\nfunction schnorrGetPublicKey(privateKey) {\n    return schnorrGetExtPubKey(privateKey).bytes; // d'=int(sk). Fail if d'=0 or d'≥n. Ret bytes(d'⋅G)\n}\n/**\n * Creates Schnorr signature as per BIP340. Verifies itself before returning anything.\n * auxRand is optional and is not the sole source of k generation: bad CSPRNG won't be dangerous.\n */\nfunction schnorrSign(message, privateKey, auxRand = randomBytes(32)) {\n    const m = ensureBytes('message', message);\n    const { bytes: px, scalar: d } = schnorrGetExtPubKey(privateKey); // checks for isWithinCurveOrder\n    const a = ensureBytes('auxRand', auxRand, 32); // Auxiliary random data a: a 32-byte array\n    const t = numTo32b(d ^ bytesToNumberBE(taggedHash('BIP0340/aux', a))); // Let t be the byte-wise xor of bytes(d) and hash/aux(a)\n    const rand = taggedHash('BIP0340/nonce', t, px, m); // Let rand = hash/nonce(t || bytes(P) || m)\n    const k_ = modN(bytesToNumberBE(rand)); // Let k' = int(rand) mod n\n    if (k_ === _0n)\n        throw new Error('sign failed: k is zero'); // Fail if k' = 0.\n    const { bytes: rx, scalar: k } = schnorrGetExtPubKey(k_); // Let R = k'⋅G.\n    const e = challenge(rx, px, m); // Let e = int(hash/challenge(bytes(R) || bytes(P) || m)) mod n.\n    const sig = new Uint8Array(64); // Let sig = bytes(R) || bytes((k + ed) mod n).\n    sig.set(rx, 0);\n    sig.set(numTo32b(modN(k + e * d)), 32);\n    // If Verify(bytes(P), m, sig) (see below) returns failure, abort\n    if (!schnorrVerify(sig, m, px))\n        throw new Error('sign: Invalid signature produced');\n    return sig;\n}\n/**\n * Verifies Schnorr signature.\n * Will swallow errors & return false except for initial type validation of arguments.\n */\nfunction schnorrVerify(signature, message, publicKey) {\n    const sig = ensureBytes('signature', signature, 64);\n    const m = ensureBytes('message', message);\n    const pub = ensureBytes('publicKey', publicKey, 32);\n    try {\n        const P = lift_x(bytesToNumberBE(pub)); // P = lift_x(int(pk)); fail if that fails\n        const r = bytesToNumberBE(sig.subarray(0, 32)); // Let r = int(sig[0:32]); fail if r ≥ p.\n        if (!fe(r))\n            return false;\n        const s = bytesToNumberBE(sig.subarray(32, 64)); // Let s = int(sig[32:64]); fail if s ≥ n.\n        if (!ge(s))\n            return false;\n        const e = challenge(numTo32b(r), pointToBytes(P), m); // int(challenge(bytes(r)||bytes(P)||m))%n\n        const R = GmulAdd(P, s, modN(-e)); // R = s⋅G - e⋅P\n        if (!R || !R.hasEvenY() || R.toAffine().x !== r)\n            return false; // -eP == (n-e)P\n        return true; // Fail if is_infinite(R) / not has_even_y(R) / x(R) ≠ r.\n    }\n    catch (error) {\n        return false;\n    }\n}\nexport const schnorr = /* @__PURE__ */ (() => ({\n    getPublicKey: schnorrGetPublicKey,\n    sign: schnorrSign,\n    verify: schnorrVerify,\n    utils: {\n        randomPrivateKey: secp256k1.utils.randomPrivateKey,\n        lift_x,\n        pointToBytes,\n        numberToBytesBE,\n        bytesToNumberBE,\n        taggedHash,\n        mod,\n    },\n}))();\nconst isoMap = /* @__PURE__ */ (() => isogenyMap(Fp, [\n    // xNum\n    [\n        '0x8e38e38e38e38e38e38e38e38e38e38e38e38e38e38e38e38e38e38daaaaa8c7',\n        '0x7d3d4c80bc321d5b9f315cea7fd44c5d595d2fc0bf63b92dfff1044f17c6581',\n        '0x534c328d23f234e6e2a413deca25caece4506144037c40314ecbd0b53d9dd262',\n        '0x8e38e38e38e38e38e38e38e38e38e38e38e38e38e38e38e38e38e38daaaaa88c',\n    ],\n    // xDen\n    [\n        '0xd35771193d94918a9ca34ccbb7b640dd86cd409542f8487d9fe6b745781eb49b',\n        '0xedadc6f64383dc1df7c4b2d51b54225406d36b641f5e41bbc52a56612a8c6d14',\n        '0x0000000000000000000000000000000000000000000000000000000000000001', // LAST 1\n    ],\n    // yNum\n    [\n        '0x4bda12f684bda12f684bda12f684bda12f684bda12f684bda12f684b8e38e23c',\n        '0xc75e0c32d5cb7c0fa9d0a54b12a0a6d5647ab046d686da6fdffc90fc201d71a3',\n        '0x29a6194691f91a73715209ef6512e576722830a201be2018a765e85a9ecee931',\n        '0x2f684bda12f684bda12f684bda12f684bda12f684bda12f684bda12f38e38d84',\n    ],\n    // yDen\n    [\n        '0xfffffffffffffffffffffffffffffffffffffffffffffffffffffffefffff93b',\n        '0x7a06534bb8bdb49fd5e9e6632722c2989467c1bfc8e8d978dfb425d2685c2573',\n        '0x6484aa716545ca2cf3a70c3fa8fe337e0a3d21162f0d6299a7bf8192bfd2a76f',\n        '0x0000000000000000000000000000000000000000000000000000000000000001', // LAST 1\n    ],\n].map((i) => i.map((j) => BigInt(j)))))();\nconst mapSWU = /* @__PURE__ */ (() => mapToCurveSimpleSWU(Fp, {\n    A: BigInt('0x3f8731abdd661adca08a5558f0f5d272e953d363cb6f0e5d405447c01a444533'),\n    B: BigInt('1771'),\n    Z: Fp.create(BigInt('-11')),\n}))();\nconst htf = /* @__PURE__ */ (() => createHasher(secp256k1.ProjectivePoint, (scalars) => {\n    const { x, y } = mapSWU(Fp.create(scalars[0]));\n    return isoMap(x, y);\n}, {\n    DST: 'secp256k1_XMD:SHA-256_SSWU_RO_',\n    encodeDST: 'secp256k1_XMD:SHA-256_SSWU_NU_',\n    p: Fp.ORDER,\n    m: 1,\n    k: 128,\n    expand: 'xmd',\n    hash: sha256,\n}))();\nexport const hashToCurve = /* @__PURE__ */ (() => htf.hashToCurve)();\nexport const encodeToCurve = /* @__PURE__ */ (() => htf.encodeToCurve)();\n//# sourceMappingURL=secp256k1.js.map"],"names":["sha256","randomBytes","Field","mod","pow2","mapToCurveSimpleSWU","bytesToNumberBE","concatBytes","ensureBytes","numberToBytesBE","createHasher","isogenyMap","createCurve","secp256k1P","BigInt","secp256k1N","_1n","_2n","divNearest","a","b","sqrtMod","y","P","_3n","_6n","_11n","_22n","_23n","_44n","_88n","b2","b3","b6","b9","b11","b22","b44","b88","b176","b220","b223","t1","t2","root","Fp","eql","sqr","Error","undefined","sqrt","secp256k1","n","Gx","Gy","h","lowS","endo","beta","splitScalar","k","a1","b1","a2","POW_2_128","c1","c2","k1","k2","k1neg","k2neg","_0n","fe","x","ge","TAGGED_HASH_PREFIXES","taggedHash","tag","messages","tagP","tagH","Uint8Array","from","c","charCodeAt","pointToBytes","point","toRawBytes","slice","numTo32b","modP","modN","Point","ProjectivePoint","GmulAdd","Q","BASE","multiplyAndAddUnsafe","schnorrGetExtPubKey","priv","d_","utils","normPrivateKeyToScalar","p","fromPrivateKey","scalar","hasEvenY","bytes","lift_x","xx","assertValidity","challenge","args","schnorrGetPublicKey","privateKey","schnorrSign","message","auxRand","m","px","d","t","rand","k_","rx","e","sig","set","schnorrVerify","signature","publicKey","pub","r","subarray","s","R","toAffine","error","schnorr","getPublicKey","sign","verify","randomPrivateKey","isoMap","map","i","j","mapSWU","A","B","Z","create","htf","scalars","DST","encodeDST","ORDER","expand","hash","hashToCurve","encodeToCurve"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/curves/esm/secp256k1.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/hashes/esm/_assert.js":
/*!***************************************************!*\
!*** ./node_modules/@noble/hashes/esm/_assert.js ***!
\***************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ bool: () => (/* binding */ bool),\n/* harmony export */ bytes: () => (/* binding */ bytes),\n/* harmony export */ \"default\": () => (__WEBPACK_DEFAULT_EXPORT__),\n/* harmony export */ exists: () => (/* binding */ exists),\n/* harmony export */ hash: () => (/* binding */ hash),\n/* harmony export */ isBytes: () => (/* binding */ isBytes),\n/* harmony export */ number: () => (/* binding */ number),\n/* harmony export */ output: () => (/* binding */ output)\n/* harmony export */ });\nfunction number(n) {\n if (!Number.isSafeInteger(n) || n < 0) throw new Error(`positive integer expected, not ${n}`);\n}\nfunction bool(b) {\n if (typeof b !== \"boolean\") throw new Error(`boolean expected, not ${b}`);\n}\n// copied from utils\nfunction isBytes(a) {\n return a instanceof Uint8Array || a != null && typeof a === \"object\" && a.constructor.name === \"Uint8Array\";\n}\nfunction bytes(b, ...lengths) {\n if (!isBytes(b)) throw new Error(\"Uint8Array expected\");\n if (lengths.length > 0 && !lengths.includes(b.length)) throw new Error(`Uint8Array expected of length ${lengths}, not of length=${b.length}`);\n}\nfunction hash(h) {\n if (typeof h !== \"function\" || typeof h.create !== \"function\") throw new Error(\"Hash should be wrapped by utils.wrapConstructor\");\n number(h.outputLen);\n number(h.blockLen);\n}\nfunction exists(instance, checkFinished = true) {\n if (instance.destroyed) throw new Error(\"Hash instance has been destroyed\");\n if (checkFinished && instance.finished) throw new Error(\"Hash#digest() has already been called\");\n}\nfunction output(out, instance) {\n bytes(out);\n const min = instance.outputLen;\n if (out.length < min) {\n throw new Error(`digestInto() expects output buffer of length at least ${min}`);\n }\n}\n\nconst assert = {\n number,\n bool,\n bytes,\n hash,\n exists,\n output\n};\n/* harmony default export */ const __WEBPACK_DEFAULT_EXPORT__ = (assert); 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/***/ }),
/***/ "(ssr)/./node_modules/@noble/hashes/esm/_md.js":
/*!***********************************************!*\
!*** ./node_modules/@noble/hashes/esm/_md.js ***!
\***********************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
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/***/ }),
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!*** ./node_modules/@noble/hashes/esm/_u64.js ***!
\************************************************/
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i < lst.length; i++) {\n        const { h, l } = fromBig(lst[i], le);\n        [Ah[i], Al[i]] = [h, l];\n    }\n    return [Ah, Al];\n}\nconst toBig = (h, l) => (BigInt(h >>> 0) << _32n) | BigInt(l >>> 0);\n// for Shift in [0, 32)\nconst shrSH = (h, _l, s) => h >>> s;\nconst shrSL = (h, l, s) => (h << (32 - s)) | (l >>> s);\n// Right rotate for Shift in [1, 32)\nconst rotrSH = (h, l, s) => (h >>> s) | (l << (32 - s));\nconst rotrSL = (h, l, s) => (h << (32 - s)) | (l >>> s);\n// Right rotate for Shift in (32, 64), NOTE: 32 is special case.\nconst rotrBH = (h, l, s) => (h << (64 - s)) | (l >>> (s - 32));\nconst rotrBL = (h, l, s) => (h >>> (s - 32)) | (l << (64 - s));\n// Right rotate for shift===32 (just swaps l&h)\nconst rotr32H = (_h, l) => l;\nconst rotr32L = (h, _l) => h;\n// Left rotate for Shift in [1, 32)\nconst rotlSH = (h, l, s) => (h << s) | (l >>> (32 - s));\nconst rotlSL = (h, l, s) => (l << s) | (h >>> (32 - s));\n// Left rotate for Shift in (32, 64), NOTE: 32 is special case.\nconst rotlBH = (h, l, s) => (l << (s - 32)) | (h >>> (64 - s));\nconst rotlBL = (h, l, s) => (h << (s - 32)) | (l >>> (64 - s));\n// JS uses 32-bit signed integers for bitwise operations which means we cannot\n// simple take carry out of low bit sum by shift, we need to use division.\nfunction add(Ah, Al, Bh, Bl) {\n    const l = (Al >>> 0) + (Bl >>> 0);\n    return { h: (Ah + Bh + ((l / 2 ** 32) | 0)) | 0, l: l | 0 };\n}\n// Addition with more than 2 elements\nconst add3L = (Al, Bl, Cl) => (Al >>> 0) + (Bl >>> 0) + (Cl >>> 0);\nconst add3H = (low, Ah, Bh, Ch) => (Ah + Bh + Ch + ((low / 2 ** 32) | 0)) | 0;\nconst add4L = (Al, Bl, Cl, Dl) => (Al >>> 0) + (Bl >>> 0) + (Cl >>> 0) + (Dl >>> 0);\nconst add4H = (low, Ah, Bh, Ch, Dh) => (Ah + Bh + Ch + Dh + ((low / 2 ** 32) | 0)) | 0;\nconst add5L = (Al, Bl, Cl, Dl, El) => (Al >>> 0) + (Bl >>> 0) + (Cl >>> 0) + (Dl >>> 0) + (El >>> 0);\nconst add5H = (low, Ah, Bh, Ch, Dh, Eh) => (Ah + Bh + Ch + Dh + Eh + ((low / 2 ** 32) | 0)) | 0;\n// prettier-ignore\nexport { fromBig, split, toBig, shrSH, shrSL, rotrSH, rotrSL, rotrBH, rotrBL, rotr32H, rotr32L, rotlSH, rotlSL, rotlBH, rotlBL, add, add3L, add3H, add4L, add4H, add5H, add5L, };\n// prettier-ignore\nconst u64 = {\n    fromBig, split, toBig,\n    shrSH, shrSL,\n    rotrSH, rotrSL, rotrBH, rotrBL,\n    rotr32H, rotr32L,\n    rotlSH, rotlSL, rotlBH, rotlBL,\n    add, add3L, add3H, add4L, add4H, add5H, add5L,\n};\nexport default u64;\n//# sourceMappingURL=_u64.js.map"],"names":["U32_MASK64","BigInt","_32n","fromBig","n","le","h","Number","l","split","lst","Ah","Uint32Array","length","Al","i","toBig","shrSH","_l","s","shrSL","rotrSH","rotrSL","rotrBH","rotrBL","rotr32H","_h","rotr32L","rotlSH","rotlSL","rotlBH","rotlBL","add","Bh","Bl","add3L","Cl","add3H","low","Ch","add4L","Dl","add4H","Dh","add5L","El","add5H","Eh","u64"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/hashes/esm/_u64.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/hashes/esm/cryptoNode.js":
/*!******************************************************!*\
!*** ./node_modules/@noble/hashes/esm/cryptoNode.js ***!
\******************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("var node_crypto__WEBPACK_IMPORTED_MODULE_0___namespace_cache;\n__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ crypto: () => (/* binding */ crypto)\n/* harmony export */ });\n/* harmony import */ var node_crypto__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! node:crypto */ \"node:crypto\");\n// We use WebCrypto aka globalThis.crypto, which exists in browsers and node.js 16+.\n// See utils.ts for details.\n// The file will throw on node.js 14 and earlier.\n// @ts-ignore\n\nconst crypto = /*#__PURE__*/ (node_crypto__WEBPACK_IMPORTED_MODULE_0___namespace_cache || (node_crypto__WEBPACK_IMPORTED_MODULE_0___namespace_cache = __webpack_require__.t(node_crypto__WEBPACK_IMPORTED_MODULE_0__, 2))) && typeof /*#__PURE__*/ (node_crypto__WEBPACK_IMPORTED_MODULE_0___namespace_cache || (node_crypto__WEBPACK_IMPORTED_MODULE_0___namespace_cache = __webpack_require__.t(node_crypto__WEBPACK_IMPORTED_MODULE_0__, 2))) === \"object\" && \"webcrypto\" in /*#__PURE__*/ (node_crypto__WEBPACK_IMPORTED_MODULE_0___namespace_cache || (node_crypto__WEBPACK_IMPORTED_MODULE_0___namespace_cache = __webpack_require__.t(node_crypto__WEBPACK_IMPORTED_MODULE_0__, 2))) ? node_crypto__WEBPACK_IMPORTED_MODULE_0__.webcrypto : undefined; //# sourceMappingURL=cryptoNode.js.map\n//# sourceURL=[module]\n//# sourceMappingURL=data:application/json;charset=utf-8;base64,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\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/hashes/esm/cryptoNode.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/hashes/esm/hkdf.js":
/*!************************************************!*\
!*** ./node_modules/@noble/hashes/esm/hkdf.js ***!
\************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ expand: () => (/* binding */ expand),\n/* harmony export */ extract: () => (/* binding */ extract),\n/* harmony export */ hkdf: () => (/* binding */ hkdf)\n/* harmony export */ });\n/* harmony import */ var _assert_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./_assert.js */ \"(ssr)/./node_modules/@noble/hashes/esm/_assert.js\");\n/* harmony import */ var _utils_js__WEBPACK_IMPORTED_MODULE_2__ = __webpack_require__(/*! ./utils.js */ \"(ssr)/./node_modules/@noble/hashes/esm/utils.js\");\n/* harmony import */ var _hmac_js__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! ./hmac.js */ \"(ssr)/./node_modules/@noble/hashes/esm/hmac.js\");\n\n\n\n// HKDF (RFC 5869)\n// https://soatok.blog/2021/11/17/understanding-hkdf/\n/**\n * HKDF-Extract(IKM, salt) -> PRK\n * Arguments position differs from spec (IKM is first one, since it is not optional)\n * @param hash\n * @param ikm\n * @param salt\n * @returns\n */ function extract(hash, ikm, salt) {\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.hash)(hash);\n // NOTE: some libraries treat zero-length array as 'not provided';\n // we don't, since we have undefined as 'not provided'\n // https://github.com/RustCrypto/KDFs/issues/15\n if (salt === undefined) salt = new Uint8Array(hash.outputLen); // if not provided, it is set to a string of HashLen zeros\n return (0,_hmac_js__WEBPACK_IMPORTED_MODULE_1__.hmac)(hash, (0,_utils_js__WEBPACK_IMPORTED_MODULE_2__.toBytes)(salt), (0,_utils_js__WEBPACK_IMPORTED_MODULE_2__.toBytes)(ikm));\n}\n// HKDF-Expand(PRK, info, L) -> OKM\nconst HKDF_COUNTER = /* @__PURE__ */ new Uint8Array([\n 0\n]);\nconst EMPTY_BUFFER = /* @__PURE__ */ new Uint8Array();\n/**\n * HKDF-expand from the spec.\n * @param prk - a pseudorandom key of at least HashLen octets (usually, the output from the extract step)\n * @param info - optional context and application specific information (can be a zero-length string)\n * @param length - length of output keying material in octets\n */ function expand(hash, prk, info, length = 32) {\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.hash)(hash);\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.number)(length);\n if (length > 255 * hash.outputLen) throw new Error(\"Length should be <= 255*HashLen\");\n const blocks = Math.ceil(length / hash.outputLen);\n if (info === undefined) info = EMPTY_BUFFER;\n // first L(ength) octets of T\n const okm = new Uint8Array(blocks * hash.outputLen);\n // Re-use HMAC instance between blocks\n const HMAC = _hmac_js__WEBPACK_IMPORTED_MODULE_1__.hmac.create(hash, prk);\n const HMACTmp = HMAC._cloneInto();\n const T = new Uint8Array(HMAC.outputLen);\n for(let counter = 0; counter < blocks; counter++){\n HKDF_COUNTER[0] = counter + 1;\n // T(0) = empty string (zero length)\n // T(N) = HMAC-Hash(PRK, T(N-1) | info | N)\n HMACTmp.update(counter === 0 ? EMPTY_BUFFER : T).update(info).update(HKDF_COUNTER).digestInto(T);\n okm.set(T, hash.outputLen * counter);\n HMAC._cloneInto(HMACTmp);\n }\n HMAC.destroy();\n HMACTmp.destroy();\n T.fill(0);\n HKDF_COUNTER.fill(0);\n return okm.slice(0, length);\n}\n/**\n * HKDF (RFC 5869): extract + expand in one step.\n * @param hash - hash function that would be used (e.g. sha256)\n * @param ikm - input keying material, the initial key\n * @param salt - optional salt value (a non-secret random value)\n * @param info - optional context and application specific information\n * @param length - length of output keying material in octets\n */ const hkdf = (hash, ikm, salt, info, length)=>expand(hash, extract(hash, ikm, salt), info, length); //# sourceMappingURL=hkdf.js.map\n//# sourceURL=[module]\n//# sourceMappingURL=data:application/json;charset=utf-8;base64,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sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/hashes/esm/hkdf.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/hashes/esm/hmac.js":
/*!************************************************!*\
!*** ./node_modules/@noble/hashes/esm/hmac.js ***!
\************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ HMAC: () => (/* binding */ HMAC),\n/* harmony export */ hmac: () => (/* binding */ hmac)\n/* harmony export */ });\n/* harmony import */ var _assert_js__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! ./_assert.js */ \"(ssr)/./node_modules/@noble/hashes/esm/_assert.js\");\n/* harmony import */ var _utils_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./utils.js */ \"(ssr)/./node_modules/@noble/hashes/esm/utils.js\");\n\n\n// HMAC (RFC 2104)\nclass HMAC extends _utils_js__WEBPACK_IMPORTED_MODULE_0__.Hash {\n constructor(hash, _key){\n super();\n this.finished = false;\n this.destroyed = false;\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_1__.hash)(hash);\n const key = (0,_utils_js__WEBPACK_IMPORTED_MODULE_0__.toBytes)(_key);\n this.iHash = hash.create();\n if (typeof this.iHash.update !== \"function\") throw new Error(\"Expected instance of class which extends utils.Hash\");\n this.blockLen = this.iHash.blockLen;\n this.outputLen = this.iHash.outputLen;\n const blockLen = this.blockLen;\n const pad = new Uint8Array(blockLen);\n // blockLen can be bigger than outputLen\n pad.set(key.length > blockLen ? hash.create().update(key).digest() : key);\n for(let i = 0; i < pad.length; i++)pad[i] ^= 0x36;\n this.iHash.update(pad);\n // By doing update (processing of first block) of outer hash here we can re-use it between multiple calls via clone\n this.oHash = hash.create();\n // Undo internal XOR && apply outer XOR\n for(let i = 0; i < pad.length; i++)pad[i] ^= 0x36 ^ 0x5c;\n this.oHash.update(pad);\n pad.fill(0);\n }\n update(buf) {\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_1__.exists)(this);\n this.iHash.update(buf);\n return this;\n }\n digestInto(out) {\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_1__.exists)(this);\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_1__.bytes)(out, this.outputLen);\n this.finished = true;\n this.iHash.digestInto(out);\n this.oHash.update(out);\n this.oHash.digestInto(out);\n this.destroy();\n }\n digest() {\n const out = new Uint8Array(this.oHash.outputLen);\n this.digestInto(out);\n return out;\n }\n _cloneInto(to) {\n // Create new instance without calling constructor since key already in state and we don't know it.\n to || (to = Object.create(Object.getPrototypeOf(this), {}));\n const { oHash, iHash, finished, destroyed, blockLen, outputLen } = this;\n to = to;\n to.finished = finished;\n to.destroyed = destroyed;\n to.blockLen = blockLen;\n to.outputLen = outputLen;\n to.oHash = oHash._cloneInto(to.oHash);\n to.iHash = iHash._cloneInto(to.iHash);\n return to;\n }\n destroy() {\n this.destroyed = true;\n this.oHash.destroy();\n this.iHash.destroy();\n }\n}\n/**\n * HMAC: RFC2104 message authentication code.\n * @param hash - function that would be used e.g. sha256\n * @param key - message key\n * @param message - message data\n */ const hmac = (hash, key, message)=>new HMAC(hash, key).update(message).digest();\nhmac.create = (hash, key)=>new HMAC(hash, key); //# sourceMappingURL=hmac.js.map\n//# sourceURL=[module]\n//# sourceMappingURL=data:application/json;charset=utf-8;base64,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sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/hashes/esm/hmac.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/hashes/esm/pbkdf2.js":
/*!**************************************************!*\
!*** ./node_modules/@noble/hashes/esm/pbkdf2.js ***!
\**************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ pbkdf2: () => (/* binding */ pbkdf2),\n/* harmony export */ pbkdf2Async: () => (/* binding */ pbkdf2Async)\n/* harmony export */ });\n/* harmony import */ var _assert_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./_assert.js */ \"(ssr)/./node_modules/@noble/hashes/esm/_assert.js\");\n/* harmony import */ var _hmac_js__WEBPACK_IMPORTED_MODULE_2__ = __webpack_require__(/*! ./hmac.js */ \"(ssr)/./node_modules/@noble/hashes/esm/hmac.js\");\n/* harmony import */ var _utils_js__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! ./utils.js */ \"(ssr)/./node_modules/@noble/hashes/esm/utils.js\");\n\n\n\n// Common prologue and epilogue for sync/async functions\nfunction pbkdf2Init(hash, _password, _salt, _opts) {\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.hash)(hash);\n const opts = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.checkOpts)({\n dkLen: 32,\n asyncTick: 10\n }, _opts);\n const { c, dkLen, asyncTick } = opts;\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.number)(c);\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.number)(dkLen);\n (0,_assert_js__WEBPACK_IMPORTED_MODULE_0__.number)(asyncTick);\n if (c < 1) throw new Error(\"PBKDF2: iterations (c) should be >= 1\");\n const password = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.toBytes)(_password);\n const salt = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.toBytes)(_salt);\n // DK = PBKDF2(PRF, Password, Salt, c, dkLen);\n const DK = new Uint8Array(dkLen);\n // U1 = PRF(Password, Salt + INT_32_BE(i))\n const PRF = _hmac_js__WEBPACK_IMPORTED_MODULE_2__.hmac.create(hash, password);\n const PRFSalt = PRF._cloneInto().update(salt);\n return {\n c,\n dkLen,\n asyncTick,\n DK,\n PRF,\n PRFSalt\n };\n}\nfunction pbkdf2Output(PRF, PRFSalt, DK, prfW, u) {\n PRF.destroy();\n PRFSalt.destroy();\n if (prfW) prfW.destroy();\n u.fill(0);\n return DK;\n}\n/**\n * PBKDF2-HMAC: RFC 2898 key derivation function\n * @param hash - hash function that would be used e.g. sha256\n * @param password - password from which a derived key is generated\n * @param salt - cryptographic salt\n * @param opts - {c, dkLen} where c is work factor and dkLen is output message size\n */ function pbkdf2(hash, password, salt, opts) {\n const { c, dkLen, DK, PRF, PRFSalt } = pbkdf2Init(hash, password, salt, opts);\n let prfW; // Working copy\n const arr = new Uint8Array(4);\n const view = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.createView)(arr);\n const u = new Uint8Array(PRF.outputLen);\n // DK = T1 + T2 + ⋯ + Tdklen/hlen\n for(let ti = 1, pos = 0; pos < dkLen; ti++, pos += PRF.outputLen){\n // Ti = F(Password, Salt, c, i)\n const Ti = DK.subarray(pos, pos + PRF.outputLen);\n view.setInt32(0, ti, false);\n // F(Password, Salt, c, i) = U1 ^ U2 ^ ⋯ ^ Uc\n // U1 = PRF(Password, Salt + INT_32_BE(i))\n (prfW = PRFSalt._cloneInto(prfW)).update(arr).digestInto(u);\n Ti.set(u.subarray(0, Ti.length));\n for(let ui = 1; ui < c; ui++){\n // Uc = PRF(Password, Uc−1)\n PRF._cloneInto(prfW).update(u).digestInto(u);\n for(let i = 0; i < Ti.length; i++)Ti[i] ^= u[i];\n }\n }\n return pbkdf2Output(PRF, PRFSalt, DK, prfW, u);\n}\nasync function pbkdf2Async(hash, password, salt, opts) {\n const { c, dkLen, asyncTick, DK, PRF, PRFSalt } = pbkdf2Init(hash, password, salt, opts);\n let prfW; // Working copy\n const arr = new Uint8Array(4);\n const view = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.createView)(arr);\n const u = new Uint8Array(PRF.outputLen);\n // DK = T1 + T2 + ⋯ + Tdklen/hlen\n for(let ti = 1, pos = 0; pos < dkLen; ti++, pos += PRF.outputLen){\n // Ti = F(Password, Salt, c, i)\n const Ti = DK.subarray(pos, pos + PRF.outputLen);\n view.setInt32(0, ti, false);\n // F(Password, Salt, c, i) = U1 ^ U2 ^ ⋯ ^ Uc\n // U1 = PRF(Password, Salt + INT_32_BE(i))\n (prfW = PRFSalt._cloneInto(prfW)).update(arr).digestInto(u);\n Ti.set(u.subarray(0, Ti.length));\n await (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.asyncLoop)(c - 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hash function that would be used e.g. sha256\n * @param password - password from which a derived key is generated\n * @param salt - cryptographic salt\n * @param opts - {c, dkLen} where c is work factor and dkLen is output message size\n */\nexport function pbkdf2(hash, password, salt, opts) {\n    const { c, dkLen, DK, PRF, PRFSalt } = pbkdf2Init(hash, password, salt, opts);\n    let prfW; // Working copy\n    const arr = new Uint8Array(4);\n    const view = createView(arr);\n    const u = new Uint8Array(PRF.outputLen);\n    // DK = T1 + T2 + ⋯ + Tdklen/hlen\n    for (let ti = 1, pos = 0; pos < dkLen; ti++, pos += PRF.outputLen) {\n        // Ti = F(Password, Salt, c, i)\n        const Ti = DK.subarray(pos, pos + PRF.outputLen);\n        view.setInt32(0, ti, false);\n        // F(Password, Salt, c, i) = U1 ^ U2 ^ ⋯ ^ Uc\n        // U1 = PRF(Password, Salt + INT_32_BE(i))\n        (prfW = PRFSalt._cloneInto(prfW)).update(arr).digestInto(u);\n        Ti.set(u.subarray(0, Ti.length));\n        for (let ui = 1; ui < c; ui++) {\n            // Uc = PRF(Password, Uc−1)\n            PRF._cloneInto(prfW).update(u).digestInto(u);\n            for (let i = 0; i < Ti.length; i++)\n                Ti[i] ^= u[i];\n        }\n    }\n    return pbkdf2Output(PRF, PRFSalt, DK, prfW, u);\n}\nexport async function pbkdf2Async(hash, password, salt, opts) {\n    const { c, dkLen, asyncTick, DK, PRF, PRFSalt } = pbkdf2Init(hash, password, salt, opts);\n    let prfW; // Working copy\n    const arr = new Uint8Array(4);\n    const view = createView(arr);\n    const u = new Uint8Array(PRF.outputLen);\n    // DK = T1 + T2 + ⋯ + Tdklen/hlen\n    for (let ti = 1, pos = 0; pos < dkLen; ti++, pos += PRF.outputLen) {\n        // Ti = F(Password, Salt, c, i)\n        const Ti = DK.subarray(pos, pos + PRF.outputLen);\n        view.setInt32(0, ti, false);\n        // F(Password, Salt, c, i) = U1 ^ U2 ^ ⋯ ^ Uc\n        // U1 = PRF(Password, Salt + INT_32_BE(i))\n        (prfW = PRFSalt._cloneInto(prfW)).update(arr).digestInto(u);\n        Ti.set(u.subarray(0, Ti.length));\n        await asyncLoop(c - 1, asyncTick, () => {\n            // Uc = PRF(Password, Uc−1)\n            PRF._cloneInto(prfW).update(u).digestInto(u);\n            for (let i = 0; i < Ti.length; i++)\n                Ti[i] ^= u[i];\n        });\n    }\n    return pbkdf2Output(PRF, PRFSalt, DK, prfW, u);\n}\n//# sourceMappingURL=pbkdf2.js.map"],"names":["hash","assertHash","number","assertNumber","hmac","createView","toBytes","checkOpts","asyncLoop","pbkdf2Init","_password","_salt","_opts","opts","dkLen","asyncTick","c","Error","password","salt","DK","Uint8Array","PRF","create","PRFSalt","_cloneInto","update","pbkdf2Output","prfW","u","destroy","fill","pbkdf2","arr","view","outputLen","ti","pos","Ti","subarray","setInt32","digestInto","set","length","ui","i","pbkdf2Async"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/hashes/esm/pbkdf2.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/hashes/esm/sha256.js":
/*!**************************************************!*\
!*** ./node_modules/@noble/hashes/esm/sha256.js ***!
\**************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ sha224: () => (/* binding */ sha224),\n/* harmony export */ sha256: () => (/* binding */ sha256)\n/* harmony export */ });\n/* harmony import */ var _md_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./_md.js */ \"(ssr)/./node_modules/@noble/hashes/esm/_md.js\");\n/* harmony import */ var _utils_js__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! ./utils.js */ \"(ssr)/./node_modules/@noble/hashes/esm/utils.js\");\n\n\n// SHA2-256 need to try 2^128 hashes to execute birthday attack.\n// BTC network is doing 2^67 hashes/sec as per early 2023.\n// Round constants:\n// first 32 bits of the fractional parts of the cube roots of the first 64 primes 2..311)\n// prettier-ignore\nconst SHA256_K = /* @__PURE__ */ new Uint32Array([\n 0x428a2f98,\n 0x71374491,\n 0xb5c0fbcf,\n 0xe9b5dba5,\n 0x3956c25b,\n 0x59f111f1,\n 0x923f82a4,\n 0xab1c5ed5,\n 0xd807aa98,\n 0x12835b01,\n 0x243185be,\n 0x550c7dc3,\n 0x72be5d74,\n 0x80deb1fe,\n 0x9bdc06a7,\n 0xc19bf174,\n 0xe49b69c1,\n 0xefbe4786,\n 0x0fc19dc6,\n 0x240ca1cc,\n 0x2de92c6f,\n 0x4a7484aa,\n 0x5cb0a9dc,\n 0x76f988da,\n 0x983e5152,\n 0xa831c66d,\n 0xb00327c8,\n 0xbf597fc7,\n 0xc6e00bf3,\n 0xd5a79147,\n 0x06ca6351,\n 0x14292967,\n 0x27b70a85,\n 0x2e1b2138,\n 0x4d2c6dfc,\n 0x53380d13,\n 0x650a7354,\n 0x766a0abb,\n 0x81c2c92e,\n 0x92722c85,\n 0xa2bfe8a1,\n 0xa81a664b,\n 0xc24b8b70,\n 0xc76c51a3,\n 0xd192e819,\n 0xd6990624,\n 0xf40e3585,\n 0x106aa070,\n 0x19a4c116,\n 0x1e376c08,\n 0x2748774c,\n 0x34b0bcb5,\n 0x391c0cb3,\n 0x4ed8aa4a,\n 0x5b9cca4f,\n 0x682e6ff3,\n 0x748f82ee,\n 0x78a5636f,\n 0x84c87814,\n 0x8cc70208,\n 0x90befffa,\n 0xa4506ceb,\n 0xbef9a3f7,\n 0xc67178f2\n]);\n// Initial state:\n// first 32 bits of the fractional parts of the square roots of the first 8 primes 2..19\n// prettier-ignore\nconst SHA256_IV = /* @__PURE__ */ new Uint32Array([\n 0x6a09e667,\n 0xbb67ae85,\n 0x3c6ef372,\n 0xa54ff53a,\n 0x510e527f,\n 0x9b05688c,\n 0x1f83d9ab,\n 0x5be0cd19\n]);\n// Temporary buffer, not used to store anything between runs\n// Named this way because it matches specification.\nconst SHA256_W = /* @__PURE__ */ new Uint32Array(64);\nclass SHA256 extends _md_js__WEBPACK_IMPORTED_MODULE_0__.HashMD {\n constructor(){\n super(64, 32, 8, false);\n // We cannot use array here since array allows indexing by variable\n // which means optimizer/compiler cannot use registers.\n this.A = SHA256_IV[0] | 0;\n this.B = SHA256_IV[1] | 0;\n this.C = SHA256_IV[2] | 0;\n this.D = SHA256_IV[3] | 0;\n this.E = SHA256_IV[4] | 0;\n this.F = SHA256_IV[5] | 0;\n this.G = SHA256_IV[6] | 0;\n this.H = SHA256_IV[7] | 0;\n }\n get() {\n const { A, B, C, D, E, F, G, H } = this;\n return [\n A,\n B,\n C,\n D,\n E,\n F,\n G,\n H\n ];\n }\n // prettier-ignore\n set(A, B, C, D, E, F, G, H) {\n this.A = A | 0;\n this.B = B | 0;\n this.C = C | 0;\n this.D = D | 0;\n this.E = E | 0;\n this.F = F | 0;\n this.G = G | 0;\n this.H = H | 0;\n }\n process(view, offset) {\n // Extend the first 16 words into the remaining 48 words w[16..63] of the message schedule array\n for(let i = 0; i < 16; i++, offset += 4)SHA256_W[i] = view.getUint32(offset, false);\n for(let i = 16; i < 64; i++){\n const W15 = SHA256_W[i - 15];\n const W2 = SHA256_W[i - 2];\n const s0 = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.rotr)(W15, 7) ^ (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.rotr)(W15, 18) ^ W15 >>> 3;\n const s1 = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.rotr)(W2, 17) ^ (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.rotr)(W2, 19) ^ W2 >>> 10;\n SHA256_W[i] = s1 + SHA256_W[i - 7] + s0 + SHA256_W[i - 16] | 0;\n }\n // Compression function main loop, 64 rounds\n let { A, B, C, D, E, F, G, H } = this;\n for(let i = 0; i < 64; i++){\n const sigma1 = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.rotr)(E, 6) ^ (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.rotr)(E, 11) ^ (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.rotr)(E, 25);\n const T1 = H + sigma1 + (0,_md_js__WEBPACK_IMPORTED_MODULE_0__.Chi)(E, F, G) + SHA256_K[i] + SHA256_W[i] | 0;\n const sigma0 = (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.rotr)(A, 2) ^ (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.rotr)(A, 13) ^ (0,_utils_js__WEBPACK_IMPORTED_MODULE_1__.rotr)(A, 22);\n const T2 = sigma0 + (0,_md_js__WEBPACK_IMPORTED_MODULE_0__.Maj)(A, B, C) | 0;\n H = G;\n G = F;\n F = E;\n E = D + T1 | 0;\n D = C;\n C = B;\n B = A;\n A = T1 + T2 | 0;\n }\n // Add the compressed chunk to the current hash value\n A = A + this.A | 0;\n B = B + this.B | 0;\n C = C + this.C | 0;\n D = D + this.D | 0;\n E = E + this.E | 0;\n F = F + this.F | 0;\n G = G + this.G | 0;\n H = H + this.H | 0;\n this.set(A, B, C, D, E, F, G, H);\n }\n roundClean() {\n SHA256_W.fill(0);\n }\n destroy() {\n this.set(0, 0, 0, 0, 0, 0, 0, 0);\n this.buffer.fill(0);\n }\n}\n// Constants from https://nvlpubs.nist.gov/nistpubs/FIPS/NIST.FIPS.180-4.pdf\nclass SHA224 extends SHA256 {\n constructor(){\n 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{ HashMD, Chi, Maj } from './_md.js';\nimport { rotr, wrapConstructor } from './utils.js';\n// SHA2-256 need to try 2^128 hashes to execute birthday attack.\n// BTC network is doing 2^67 hashes/sec as per early 2023.\n// Round constants:\n// first 32 bits of the fractional parts of the cube roots of the first 64 primes 2..311)\n// prettier-ignore\nconst SHA256_K = /* @__PURE__ */ new Uint32Array([\n    0x428a2f98, 0x71374491, 0xb5c0fbcf, 0xe9b5dba5, 0x3956c25b, 0x59f111f1, 0x923f82a4, 0xab1c5ed5,\n    0xd807aa98, 0x12835b01, 0x243185be, 0x550c7dc3, 0x72be5d74, 0x80deb1fe, 0x9bdc06a7, 0xc19bf174,\n    0xe49b69c1, 0xefbe4786, 0x0fc19dc6, 0x240ca1cc, 0x2de92c6f, 0x4a7484aa, 0x5cb0a9dc, 0x76f988da,\n    0x983e5152, 0xa831c66d, 0xb00327c8, 0xbf597fc7, 0xc6e00bf3, 0xd5a79147, 0x06ca6351, 0x14292967,\n    0x27b70a85, 0x2e1b2138, 0x4d2c6dfc, 0x53380d13, 0x650a7354, 0x766a0abb, 0x81c2c92e, 0x92722c85,\n    0xa2bfe8a1, 0xa81a664b, 0xc24b8b70, 0xc76c51a3, 0xd192e819, 0xd6990624, 0xf40e3585, 0x106aa070,\n    0x19a4c116, 0x1e376c08, 0x2748774c, 0x34b0bcb5, 0x391c0cb3, 0x4ed8aa4a, 0x5b9cca4f, 0x682e6ff3,\n    0x748f82ee, 0x78a5636f, 0x84c87814, 0x8cc70208, 0x90befffa, 0xa4506ceb, 0xbef9a3f7, 0xc67178f2\n]);\n// Initial state:\n// first 32 bits of the fractional parts of the square roots of the first 8 primes 2..19\n// prettier-ignore\nconst SHA256_IV = /* @__PURE__ */ new Uint32Array([\n    0x6a09e667, 0xbb67ae85, 0x3c6ef372, 0xa54ff53a, 0x510e527f, 0x9b05688c, 0x1f83d9ab, 0x5be0cd19\n]);\n// Temporary buffer, not used to store anything between runs\n// Named this way because it matches specification.\nconst SHA256_W = /* @__PURE__ */ new Uint32Array(64);\nclass SHA256 extends HashMD {\n    constructor() {\n        super(64, 32, 8, false);\n        // We cannot use array here since array allows indexing by variable\n        // which means optimizer/compiler cannot use registers.\n        this.A = SHA256_IV[0] | 0;\n        this.B = SHA256_IV[1] | 0;\n        this.C = SHA256_IV[2] | 0;\n        this.D = SHA256_IV[3] | 0;\n        this.E = SHA256_IV[4] | 0;\n        this.F = SHA256_IV[5] | 0;\n        this.G = SHA256_IV[6] | 0;\n        this.H = SHA256_IV[7] | 0;\n    }\n    get() {\n        const { A, B, C, D, E, F, G, H } = this;\n        return [A, B, C, D, E, F, G, H];\n    }\n    // prettier-ignore\n    set(A, B, C, D, E, F, G, H) {\n        this.A = A | 0;\n        this.B = B | 0;\n        this.C = C | 0;\n        this.D = D | 0;\n        this.E = E | 0;\n        this.F = F | 0;\n        this.G = G | 0;\n        this.H = H | 0;\n    }\n    process(view, offset) {\n        // Extend the first 16 words into the remaining 48 words w[16..63] of the message schedule array\n        for (let i = 0; i < 16; i++, offset += 4)\n            SHA256_W[i] = view.getUint32(offset, false);\n        for (let i = 16; i < 64; i++) {\n            const W15 = SHA256_W[i - 15];\n            const W2 = SHA256_W[i - 2];\n            const s0 = rotr(W15, 7) ^ rotr(W15, 18) ^ (W15 >>> 3);\n            const s1 = rotr(W2, 17) ^ rotr(W2, 19) ^ (W2 >>> 10);\n            SHA256_W[i] = (s1 + SHA256_W[i - 7] + s0 + SHA256_W[i - 16]) | 0;\n        }\n        // Compression function main loop, 64 rounds\n        let { A, B, C, D, E, F, G, H } = this;\n        for (let i = 0; i < 64; i++) {\n            const sigma1 = rotr(E, 6) ^ rotr(E, 11) ^ rotr(E, 25);\n            const T1 = (H + sigma1 + Chi(E, F, G) + SHA256_K[i] + SHA256_W[i]) | 0;\n            const sigma0 = rotr(A, 2) ^ rotr(A, 13) ^ rotr(A, 22);\n            const T2 = (sigma0 + Maj(A, B, C)) | 0;\n            H = G;\n            G = F;\n            F = E;\n            E = (D + T1) | 0;\n            D = C;\n            C = B;\n            B = A;\n            A = (T1 + T2) | 0;\n        }\n        // Add the compressed chunk to the current hash value\n        A = (A + this.A) | 0;\n        B = (B + this.B) | 0;\n        C = (C + this.C) | 0;\n        D = (D + this.D) | 0;\n        E = (E + this.E) | 0;\n        F = (F + this.F) | 0;\n        G = (G + this.G) | 0;\n        H = (H + this.H) | 0;\n        this.set(A, B, C, D, E, F, G, H);\n    }\n    roundClean() {\n        SHA256_W.fill(0);\n    }\n    destroy() {\n        this.set(0, 0, 0, 0, 0, 0, 0, 0);\n        this.buffer.fill(0);\n    }\n}\n// Constants from https://nvlpubs.nist.gov/nistpubs/FIPS/NIST.FIPS.180-4.pdf\nclass SHA224 extends SHA256 {\n    constructor() {\n        super();\n        this.A = 0xc1059ed8 | 0;\n        this.B = 0x367cd507 | 0;\n        this.C = 0x3070dd17 | 0;\n        this.D = 0xf70e5939 | 0;\n        this.E = 0xffc00b31 | 0;\n        this.F = 0x68581511 | 0;\n        this.G = 0x64f98fa7 | 0;\n        this.H = 0xbefa4fa4 | 0;\n        this.outputLen = 28;\n    }\n}\n/**\n * SHA2-256 hash function\n * @param message - data that would be hashed\n */\nexport const sha256 = /* @__PURE__ */ wrapConstructor(() => new SHA256());\nexport const sha224 = /* @__PURE__ */ wrapConstructor(() => new SHA224());\n//# sourceMappingURL=sha256.js.map"],"names":["HashMD","Chi","Maj","rotr","wrapConstructor","SHA256_K","Uint32Array","SHA256_IV","SHA256_W","SHA256","constructor","A","B","C","D","E","F","G","H","get","set","process","view","offset","i","getUint32","W15","W2","s0","s1","sigma1","T1","sigma0","T2","roundClean","fill","destroy","buffer","SHA224","outputLen","sha256","sha224"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/hashes/esm/sha256.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/hashes/esm/sha512.js":
/*!**************************************************!*\
!*** ./node_modules/@noble/hashes/esm/sha512.js ***!
\**************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ SHA512: () => (/* binding */ SHA512),\n/* harmony export */ sha384: () => (/* binding */ sha384),\n/* harmony export */ sha512: () => (/* binding */ sha512),\n/* harmony export */ sha512_224: () => (/* binding */ sha512_224),\n/* harmony export */ sha512_256: () => (/* binding */ sha512_256)\n/* harmony export */ });\n/* harmony import */ var _md_js__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! ./_md.js */ \"(ssr)/./node_modules/@noble/hashes/esm/_md.js\");\n/* harmony import */ var _u64_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./_u64.js */ \"(ssr)/./node_modules/@noble/hashes/esm/_u64.js\");\n/* harmony import */ var _utils_js__WEBPACK_IMPORTED_MODULE_2__ = __webpack_require__(/*! ./utils.js */ \"(ssr)/./node_modules/@noble/hashes/esm/utils.js\");\n\n\n\n// Round contants (first 32 bits of the fractional parts of the cube roots of the first 80 primes 2..409):\n// prettier-ignore\nconst [SHA512_Kh, SHA512_Kl] = /* @__PURE__ */ (()=>_u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].split([\n \"0x428a2f98d728ae22\",\n \"0x7137449123ef65cd\",\n \"0xb5c0fbcfec4d3b2f\",\n \"0xe9b5dba58189dbbc\",\n \"0x3956c25bf348b538\",\n \"0x59f111f1b605d019\",\n \"0x923f82a4af194f9b\",\n \"0xab1c5ed5da6d8118\",\n \"0xd807aa98a3030242\",\n \"0x12835b0145706fbe\",\n \"0x243185be4ee4b28c\",\n \"0x550c7dc3d5ffb4e2\",\n \"0x72be5d74f27b896f\",\n \"0x80deb1fe3b1696b1\",\n \"0x9bdc06a725c71235\",\n \"0xc19bf174cf692694\",\n \"0xe49b69c19ef14ad2\",\n \"0xefbe4786384f25e3\",\n \"0x0fc19dc68b8cd5b5\",\n \"0x240ca1cc77ac9c65\",\n \"0x2de92c6f592b0275\",\n \"0x4a7484aa6ea6e483\",\n \"0x5cb0a9dcbd41fbd4\",\n \"0x76f988da831153b5\",\n \"0x983e5152ee66dfab\",\n \"0xa831c66d2db43210\",\n \"0xb00327c898fb213f\",\n \"0xbf597fc7beef0ee4\",\n \"0xc6e00bf33da88fc2\",\n \"0xd5a79147930aa725\",\n \"0x06ca6351e003826f\",\n \"0x142929670a0e6e70\",\n \"0x27b70a8546d22ffc\",\n \"0x2e1b21385c26c926\",\n \"0x4d2c6dfc5ac42aed\",\n \"0x53380d139d95b3df\",\n \"0x650a73548baf63de\",\n \"0x766a0abb3c77b2a8\",\n \"0x81c2c92e47edaee6\",\n \"0x92722c851482353b\",\n \"0xa2bfe8a14cf10364\",\n \"0xa81a664bbc423001\",\n \"0xc24b8b70d0f89791\",\n \"0xc76c51a30654be30\",\n \"0xd192e819d6ef5218\",\n \"0xd69906245565a910\",\n \"0xf40e35855771202a\",\n \"0x106aa07032bbd1b8\",\n \"0x19a4c116b8d2d0c8\",\n \"0x1e376c085141ab53\",\n \"0x2748774cdf8eeb99\",\n \"0x34b0bcb5e19b48a8\",\n \"0x391c0cb3c5c95a63\",\n \"0x4ed8aa4ae3418acb\",\n \"0x5b9cca4f7763e373\",\n \"0x682e6ff3d6b2b8a3\",\n \"0x748f82ee5defb2fc\",\n \"0x78a5636f43172f60\",\n \"0x84c87814a1f0ab72\",\n \"0x8cc702081a6439ec\",\n \"0x90befffa23631e28\",\n \"0xa4506cebde82bde9\",\n \"0xbef9a3f7b2c67915\",\n \"0xc67178f2e372532b\",\n \"0xca273eceea26619c\",\n \"0xd186b8c721c0c207\",\n \"0xeada7dd6cde0eb1e\",\n \"0xf57d4f7fee6ed178\",\n \"0x06f067aa72176fba\",\n \"0x0a637dc5a2c898a6\",\n \"0x113f9804bef90dae\",\n \"0x1b710b35131c471b\",\n \"0x28db77f523047d84\",\n \"0x32caab7b40c72493\",\n \"0x3c9ebe0a15c9bebc\",\n \"0x431d67c49c100d4c\",\n \"0x4cc5d4becb3e42b6\",\n \"0x597f299cfc657e2a\",\n \"0x5fcb6fab3ad6faec\",\n \"0x6c44198c4a475817\"\n ].map((n)=>BigInt(n))))();\n// Temporary buffer, not used to store anything between runs\nconst SHA512_W_H = /* @__PURE__ */ new Uint32Array(80);\nconst SHA512_W_L = /* @__PURE__ */ new Uint32Array(80);\nclass SHA512 extends _md_js__WEBPACK_IMPORTED_MODULE_1__.HashMD {\n constructor(){\n super(128, 64, 16, false);\n // We cannot use array here since array allows indexing by variable which means optimizer/compiler cannot use registers.\n // Also looks cleaner and easier to verify with spec.\n // Initial state (first 32 bits of the fractional parts of the square roots of the first 8 primes 2..19):\n // h -- high 32 bits, l -- low 32 bits\n this.Ah = 0x6a09e667 | 0;\n this.Al = 0xf3bcc908 | 0;\n this.Bh = 0xbb67ae85 | 0;\n this.Bl = 0x84caa73b | 0;\n this.Ch = 0x3c6ef372 | 0;\n this.Cl = 0xfe94f82b | 0;\n this.Dh = 0xa54ff53a | 0;\n this.Dl = 0x5f1d36f1 | 0;\n this.Eh = 0x510e527f | 0;\n this.El = 0xade682d1 | 0;\n this.Fh = 0x9b05688c | 0;\n this.Fl = 0x2b3e6c1f | 0;\n this.Gh = 0x1f83d9ab | 0;\n this.Gl = 0xfb41bd6b | 0;\n this.Hh = 0x5be0cd19 | 0;\n this.Hl = 0x137e2179 | 0;\n }\n // prettier-ignore\n get() {\n const { Ah, Al, Bh, Bl, Ch, Cl, Dh, Dl, Eh, El, Fh, Fl, Gh, Gl, Hh, Hl } = this;\n return [\n Ah,\n Al,\n Bh,\n Bl,\n Ch,\n Cl,\n Dh,\n Dl,\n Eh,\n El,\n Fh,\n Fl,\n Gh,\n Gl,\n Hh,\n Hl\n ];\n }\n // prettier-ignore\n set(Ah, Al, Bh, Bl, Ch, Cl, Dh, Dl, Eh, El, Fh, Fl, Gh, Gl, Hh, Hl) {\n this.Ah = Ah | 0;\n this.Al = Al | 0;\n this.Bh = Bh | 0;\n this.Bl = Bl | 0;\n this.Ch = Ch | 0;\n this.Cl = Cl | 0;\n this.Dh = Dh | 0;\n this.Dl = Dl | 0;\n this.Eh = Eh | 0;\n this.El = El | 0;\n this.Fh = Fh | 0;\n this.Fl = Fl | 0;\n this.Gh = Gh | 0;\n this.Gl = Gl | 0;\n this.Hh = Hh | 0;\n this.Hl = Hl | 0;\n }\n process(view, offset) {\n // Extend the first 16 words into the remaining 64 words w[16..79] of the message schedule array\n for(let i = 0; i < 16; i++, offset += 4){\n SHA512_W_H[i] = view.getUint32(offset);\n SHA512_W_L[i] = view.getUint32(offset += 4);\n }\n for(let i = 16; i < 80; i++){\n // s0 := (w[i-15] rightrotate 1) xor (w[i-15] rightrotate 8) xor (w[i-15] rightshift 7)\n const W15h = SHA512_W_H[i - 15] | 0;\n const W15l = SHA512_W_L[i - 15] | 0;\n const s0h = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrSH(W15h, W15l, 1) ^ _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrSH(W15h, W15l, 8) ^ _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].shrSH(W15h, W15l, 7);\n const s0l = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrSL(W15h, W15l, 1) ^ _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrSL(W15h, W15l, 8) ^ _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].shrSL(W15h, W15l, 7);\n // s1 := (w[i-2] rightrotate 19) xor (w[i-2] rightrotate 61) xor (w[i-2] rightshift 6)\n const W2h = SHA512_W_H[i - 2] | 0;\n const W2l = SHA512_W_L[i - 2] | 0;\n const s1h = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrSH(W2h, W2l, 19) ^ _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrBH(W2h, W2l, 61) ^ _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].shrSH(W2h, W2l, 6);\n const s1l = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrSL(W2h, W2l, 19) ^ _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrBL(W2h, W2l, 61) ^ _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].shrSL(W2h, W2l, 6);\n // SHA256_W[i] = s0 + s1 + SHA256_W[i - 7] + SHA256_W[i - 16];\n const SUMl = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].add4L(s0l, s1l, SHA512_W_L[i - 7], SHA512_W_L[i - 16]);\n const SUMh = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].add4H(SUMl, s0h, s1h, SHA512_W_H[i - 7], SHA512_W_H[i - 16]);\n SHA512_W_H[i] = SUMh | 0;\n SHA512_W_L[i] = SUMl | 0;\n }\n let { Ah, Al, Bh, Bl, Ch, Cl, Dh, Dl, Eh, El, Fh, Fl, Gh, Gl, Hh, Hl } = this;\n // Compression function main loop, 80 rounds\n for(let i = 0; i < 80; i++){\n // S1 := (e rightrotate 14) xor (e rightrotate 18) xor (e rightrotate 41)\n const sigma1h = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrSH(Eh, El, 14) ^ _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrSH(Eh, El, 18) ^ _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrBH(Eh, El, 41);\n const sigma1l = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrSL(Eh, El, 14) ^ _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrSL(Eh, El, 18) ^ _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrBL(Eh, El, 41);\n //const T1 = (H + sigma1 + Chi(E, F, G) + SHA256_K[i] + SHA256_W[i]) | 0;\n const CHIh = Eh & Fh ^ ~Eh & Gh;\n const CHIl = El & Fl ^ ~El & Gl;\n // T1 = H + sigma1 + Chi(E, F, G) + SHA512_K[i] + SHA512_W[i]\n // prettier-ignore\n const T1ll = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].add5L(Hl, sigma1l, CHIl, SHA512_Kl[i], SHA512_W_L[i]);\n const T1h = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].add5H(T1ll, Hh, sigma1h, CHIh, SHA512_Kh[i], SHA512_W_H[i]);\n const T1l = T1ll | 0;\n // S0 := (a rightrotate 28) xor (a rightrotate 34) xor (a rightrotate 39)\n const sigma0h = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrSH(Ah, Al, 28) ^ _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrBH(Ah, Al, 34) ^ _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrBH(Ah, Al, 39);\n const sigma0l = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrSL(Ah, Al, 28) ^ _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrBL(Ah, Al, 34) ^ _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].rotrBL(Ah, Al, 39);\n const MAJh = Ah & Bh ^ Ah & Ch ^ Bh & Ch;\n const MAJl = Al & Bl ^ Al & Cl ^ Bl & Cl;\n Hh = Gh | 0;\n Hl = Gl | 0;\n Gh = Fh | 0;\n Gl = Fl | 0;\n Fh = Eh | 0;\n Fl = El | 0;\n ({ h: Eh, l: El } = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].add(Dh | 0, Dl | 0, T1h | 0, T1l | 0));\n Dh = Ch | 0;\n Dl = Cl | 0;\n Ch = Bh | 0;\n Cl = Bl | 0;\n Bh = Ah | 0;\n Bl = Al | 0;\n const All = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].add3L(T1l, sigma0l, MAJl);\n Ah = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].add3H(All, T1h, sigma0h, MAJh);\n Al = All | 0;\n }\n // Add the compressed chunk to the current hash value\n ({ h: Ah, l: Al } = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].add(this.Ah | 0, this.Al | 0, Ah | 0, Al | 0));\n ({ h: Bh, l: Bl } = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].add(this.Bh | 0, this.Bl | 0, Bh | 0, Bl | 0));\n ({ h: Ch, l: Cl } = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].add(this.Ch | 0, this.Cl | 0, Ch | 0, Cl | 0));\n ({ h: Dh, l: Dl } = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].add(this.Dh | 0, this.Dl | 0, Dh | 0, Dl | 0));\n ({ h: Eh, l: El } = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].add(this.Eh | 0, this.El | 0, Eh | 0, El | 0));\n ({ h: Fh, l: Fl } = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].add(this.Fh | 0, this.Fl | 0, Fh | 0, Fl | 0));\n ({ h: Gh, l: Gl } = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].add(this.Gh | 0, this.Gl | 0, Gh | 0, Gl | 0));\n ({ h: Hh, l: Hl } = _u64_js__WEBPACK_IMPORTED_MODULE_0__[\"default\"].add(this.Hh | 0, this.Hl | 0, Hh | 0, Hl | 0));\n this.set(Ah, Al, Bh, Bl, Ch, Cl, Dh, Dl, Eh, El, Fh, Fl, Gh, Gl, Hh, Hl);\n }\n roundClean() {\n SHA512_W_H.fill(0);\n SHA512_W_L.fill(0);\n }\n destroy() {\n this.buffer.fill(0);\n this.set(0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0);\n }\n}\nclass SHA512_224 extends SHA512 {\n constructor(){\n super();\n // h -- high 32 bits, l -- low 32 bits\n this.Ah = 0x8c3d37c8 | 0;\n this.Al = 0x19544da2 | 0;\n this.Bh = 0x73e19966 | 0;\n this.Bl = 0x89dcd4d6 | 0;\n this.Ch = 0x1dfab7ae | 0;\n this.Cl = 0x32ff9c82 | 0;\n this.Dh = 0x679dd514 | 0;\n this.Dl = 0x582f9fcf | 0;\n this.Eh = 0x0f6d2b69 | 0;\n this.El = 0x7bd44da8 | 0;\n this.Fh = 0x77e36f73 | 0;\n this.Fl = 0x04c48942 | 0;\n this.Gh = 0x3f9d85a8 | 0;\n this.Gl = 0x6a1d36c8 | 0;\n this.Hh = 0x1112e6ad | 0;\n this.Hl = 0x91d692a1 | 0;\n this.outputLen = 28;\n }\n}\nclass SHA512_256 extends SHA512 {\n constructor(){\n super();\n // h -- high 32 bits, l -- low 32 bits\n this.Ah = 0x22312194 | 0;\n this.Al = 0xfc2bf72c | 0;\n this.Bh = 0x9f555fa3 | 0;\n this.Bl = 0xc84c64c2 | 0;\n this.Ch = 0x2393b86b | 0;\n this.Cl = 0x6f53b151 | 0;\n this.Dh = 0x96387719 | 0;\n this.Dl = 0x5940eabd | 0;\n this.Eh = 0x96283ee2 | 0;\n this.El = 0xa88effe3 | 0;\n this.Fh = 0xbe5e1e25 | 0;\n this.Fl = 0x53863992 | 0;\n this.Gh = 0x2b0199fc | 0;\n this.Gl = 0x2c85b8aa | 0;\n this.Hh = 0x0eb72ddc | 0;\n this.Hl = 0x81c52ca2 | 0;\n this.outputLen = 32;\n }\n}\nclass SHA384 extends SHA512 {\n constructor(){\n super();\n // h -- high 32 bits, l -- low 32 bits\n this.Ah = 0xcbbb9d5d | 0;\n this.Al = 0xc1059ed8 | 0;\n this.Bh = 0x629a292a | 0;\n this.Bl = 0x367cd507 | 0;\n this.Ch = 0x9159015a | 0;\n this.Cl = 0x3070dd17 | 0;\n this.Dh = 0x152fecd8 | 0;\n this.Dl = 0xf70e5939 | 0;\n this.Eh = 0x67332667 | 0;\n this.El = 0xffc00b31 | 0;\n this.Fh = 0x8eb44a87 | 0;\n this.Fl = 0x68581511 | 0;\n this.Gh = 0xdb0c2e0d | 0;\n this.Gl = 0x64f98fa7 | 0;\n this.Hh = 0x47b5481d | 0;\n this.Hl = 0xbefa4fa4 | 0;\n this.outputLen = 48;\n }\n}\nconst sha512 = /* @__PURE__ */ (0,_utils_js__WEBPACK_IMPORTED_MODULE_2__.wrapConstructor)(()=>new SHA512());\nconst sha512_224 = /* @__PURE__ */ (0,_utils_js__WEBPACK_IMPORTED_MODULE_2__.wrapConstructor)(()=>new SHA512_224());\nconst sha512_256 = /* @__PURE__ */ (0,_utils_js__WEBPACK_IMPORTED_MODULE_2__.wrapConstructor)(()=>new SHA512_256());\nconst sha384 = /* @__PURE__ */ (0,_utils_js__WEBPACK_IMPORTED_MODULE_2__.wrapConstructor)(()=>new SHA384()); //# sourceMappingURL=sha512.js.map\n//# sourceURL=[module]\n//# 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{ HashMD } from './_md.js';\nimport u64 from './_u64.js';\nimport { wrapConstructor } from './utils.js';\n// Round contants (first 32 bits of the fractional parts of the cube roots of the first 80 primes 2..409):\n// prettier-ignore\nconst [SHA512_Kh, SHA512_Kl] = /* @__PURE__ */ (() => u64.split([\n    '0x428a2f98d728ae22', '0x7137449123ef65cd', '0xb5c0fbcfec4d3b2f', '0xe9b5dba58189dbbc',\n    '0x3956c25bf348b538', '0x59f111f1b605d019', '0x923f82a4af194f9b', '0xab1c5ed5da6d8118',\n    '0xd807aa98a3030242', '0x12835b0145706fbe', '0x243185be4ee4b28c', '0x550c7dc3d5ffb4e2',\n    '0x72be5d74f27b896f', '0x80deb1fe3b1696b1', '0x9bdc06a725c71235', '0xc19bf174cf692694',\n    '0xe49b69c19ef14ad2', '0xefbe4786384f25e3', '0x0fc19dc68b8cd5b5', '0x240ca1cc77ac9c65',\n    '0x2de92c6f592b0275', '0x4a7484aa6ea6e483', '0x5cb0a9dcbd41fbd4', '0x76f988da831153b5',\n    '0x983e5152ee66dfab', '0xa831c66d2db43210', '0xb00327c898fb213f', '0xbf597fc7beef0ee4',\n    '0xc6e00bf33da88fc2', '0xd5a79147930aa725', '0x06ca6351e003826f', '0x142929670a0e6e70',\n    '0x27b70a8546d22ffc', '0x2e1b21385c26c926', '0x4d2c6dfc5ac42aed', '0x53380d139d95b3df',\n    '0x650a73548baf63de', '0x766a0abb3c77b2a8', '0x81c2c92e47edaee6', '0x92722c851482353b',\n    '0xa2bfe8a14cf10364', '0xa81a664bbc423001', '0xc24b8b70d0f89791', '0xc76c51a30654be30',\n    '0xd192e819d6ef5218', '0xd69906245565a910', '0xf40e35855771202a', '0x106aa07032bbd1b8',\n    '0x19a4c116b8d2d0c8', '0x1e376c085141ab53', '0x2748774cdf8eeb99', '0x34b0bcb5e19b48a8',\n    '0x391c0cb3c5c95a63', '0x4ed8aa4ae3418acb', '0x5b9cca4f7763e373', '0x682e6ff3d6b2b8a3',\n    '0x748f82ee5defb2fc', '0x78a5636f43172f60', '0x84c87814a1f0ab72', '0x8cc702081a6439ec',\n    '0x90befffa23631e28', '0xa4506cebde82bde9', '0xbef9a3f7b2c67915', '0xc67178f2e372532b',\n    '0xca273eceea26619c', '0xd186b8c721c0c207', '0xeada7dd6cde0eb1e', '0xf57d4f7fee6ed178',\n    '0x06f067aa72176fba', '0x0a637dc5a2c898a6', '0x113f9804bef90dae', '0x1b710b35131c471b',\n    '0x28db77f523047d84', '0x32caab7b40c72493', '0x3c9ebe0a15c9bebc', '0x431d67c49c100d4c',\n    '0x4cc5d4becb3e42b6', '0x597f299cfc657e2a', '0x5fcb6fab3ad6faec', '0x6c44198c4a475817'\n].map(n => BigInt(n))))();\n// Temporary buffer, not used to store anything between runs\nconst SHA512_W_H = /* @__PURE__ */ new Uint32Array(80);\nconst SHA512_W_L = /* @__PURE__ */ new Uint32Array(80);\nexport class SHA512 extends HashMD {\n    constructor() {\n        super(128, 64, 16, false);\n        // We cannot use array here since array allows indexing by variable which means optimizer/compiler cannot use registers.\n        // Also looks cleaner and easier to verify with spec.\n        // Initial state (first 32 bits of the fractional parts of the square roots of the first 8 primes 2..19):\n        // h -- high 32 bits, l -- low 32 bits\n        this.Ah = 0x6a09e667 | 0;\n        this.Al = 0xf3bcc908 | 0;\n        this.Bh = 0xbb67ae85 | 0;\n        this.Bl = 0x84caa73b | 0;\n        this.Ch = 0x3c6ef372 | 0;\n        this.Cl = 0xfe94f82b | 0;\n        this.Dh = 0xa54ff53a | 0;\n        this.Dl = 0x5f1d36f1 | 0;\n        this.Eh = 0x510e527f | 0;\n        this.El = 0xade682d1 | 0;\n        this.Fh = 0x9b05688c | 0;\n        this.Fl = 0x2b3e6c1f | 0;\n        this.Gh = 0x1f83d9ab | 0;\n        this.Gl = 0xfb41bd6b | 0;\n        this.Hh = 0x5be0cd19 | 0;\n        this.Hl = 0x137e2179 | 0;\n    }\n    // prettier-ignore\n    get() {\n        const { Ah, Al, Bh, Bl, Ch, Cl, Dh, Dl, Eh, El, Fh, Fl, Gh, Gl, Hh, Hl } = this;\n        return [Ah, Al, Bh, Bl, Ch, Cl, Dh, Dl, Eh, El, Fh, Fl, Gh, Gl, Hh, Hl];\n    }\n    // prettier-ignore\n    set(Ah, Al, Bh, Bl, Ch, Cl, Dh, Dl, Eh, El, Fh, Fl, Gh, Gl, Hh, Hl) {\n        this.Ah = Ah | 0;\n        this.Al = Al | 0;\n        this.Bh = Bh | 0;\n        this.Bl = Bl | 0;\n        this.Ch = Ch | 0;\n        this.Cl = Cl | 0;\n        this.Dh = Dh | 0;\n        this.Dl = Dl | 0;\n        this.Eh = Eh | 0;\n        this.El = El | 0;\n        this.Fh = Fh | 0;\n        this.Fl = Fl | 0;\n        this.Gh = Gh | 0;\n        this.Gl = Gl | 0;\n        this.Hh = Hh | 0;\n        this.Hl = Hl | 0;\n    }\n    process(view, offset) {\n        // Extend the first 16 words into the remaining 64 words w[16..79] of the message schedule array\n        for (let i = 0; i < 16; i++, offset += 4) {\n            SHA512_W_H[i] = view.getUint32(offset);\n            SHA512_W_L[i] = view.getUint32((offset += 4));\n        }\n        for (let i = 16; i < 80; i++) {\n            // s0 := (w[i-15] rightrotate 1) xor (w[i-15] rightrotate 8) xor (w[i-15] rightshift 7)\n            const W15h = SHA512_W_H[i - 15] | 0;\n            const W15l = SHA512_W_L[i - 15] | 0;\n            const s0h = u64.rotrSH(W15h, W15l, 1) ^ u64.rotrSH(W15h, W15l, 8) ^ u64.shrSH(W15h, W15l, 7);\n            const s0l = u64.rotrSL(W15h, W15l, 1) ^ u64.rotrSL(W15h, W15l, 8) ^ u64.shrSL(W15h, W15l, 7);\n            // s1 := (w[i-2] rightrotate 19) xor (w[i-2] rightrotate 61) xor (w[i-2] rightshift 6)\n            const W2h = SHA512_W_H[i - 2] | 0;\n            const W2l = SHA512_W_L[i - 2] | 0;\n            const s1h = u64.rotrSH(W2h, W2l, 19) ^ u64.rotrBH(W2h, W2l, 61) ^ u64.shrSH(W2h, W2l, 6);\n            const s1l = u64.rotrSL(W2h, W2l, 19) ^ u64.rotrBL(W2h, W2l, 61) ^ u64.shrSL(W2h, W2l, 6);\n            // SHA256_W[i] = s0 + s1 + SHA256_W[i - 7] + SHA256_W[i - 16];\n            const SUMl = u64.add4L(s0l, s1l, SHA512_W_L[i - 7], SHA512_W_L[i - 16]);\n            const SUMh = u64.add4H(SUMl, s0h, s1h, SHA512_W_H[i - 7], SHA512_W_H[i - 16]);\n            SHA512_W_H[i] = SUMh | 0;\n            SHA512_W_L[i] = SUMl | 0;\n        }\n        let { Ah, Al, Bh, Bl, Ch, Cl, Dh, Dl, Eh, El, Fh, Fl, Gh, Gl, Hh, Hl } = this;\n        // Compression function main loop, 80 rounds\n        for (let i = 0; i < 80; i++) {\n            // S1 := (e rightrotate 14) xor (e rightrotate 18) xor (e rightrotate 41)\n            const sigma1h = u64.rotrSH(Eh, El, 14) ^ u64.rotrSH(Eh, El, 18) ^ u64.rotrBH(Eh, El, 41);\n            const sigma1l = u64.rotrSL(Eh, El, 14) ^ u64.rotrSL(Eh, El, 18) ^ u64.rotrBL(Eh, El, 41);\n            //const T1 = (H + sigma1 + Chi(E, F, G) + SHA256_K[i] + SHA256_W[i]) | 0;\n            const CHIh = (Eh & Fh) ^ (~Eh & Gh);\n            const CHIl = (El & Fl) ^ (~El & Gl);\n            // T1 = H + sigma1 + Chi(E, F, G) + SHA512_K[i] + SHA512_W[i]\n            // prettier-ignore\n            const T1ll = u64.add5L(Hl, sigma1l, CHIl, SHA512_Kl[i], SHA512_W_L[i]);\n            const T1h = u64.add5H(T1ll, Hh, sigma1h, CHIh, SHA512_Kh[i], SHA512_W_H[i]);\n            const T1l = T1ll | 0;\n            // S0 := (a rightrotate 28) xor (a rightrotate 34) xor (a rightrotate 39)\n            const sigma0h = u64.rotrSH(Ah, Al, 28) ^ u64.rotrBH(Ah, Al, 34) ^ u64.rotrBH(Ah, Al, 39);\n            const sigma0l = u64.rotrSL(Ah, Al, 28) ^ u64.rotrBL(Ah, Al, 34) ^ u64.rotrBL(Ah, Al, 39);\n            const MAJh = (Ah & Bh) ^ (Ah & Ch) ^ (Bh & Ch);\n            const MAJl = (Al & Bl) ^ (Al & Cl) ^ (Bl & Cl);\n            Hh = Gh | 0;\n            Hl = Gl | 0;\n            Gh = Fh | 0;\n            Gl = Fl | 0;\n            Fh = Eh | 0;\n            Fl = El | 0;\n            ({ h: Eh, l: El } = u64.add(Dh | 0, Dl | 0, T1h | 0, T1l | 0));\n            Dh = Ch | 0;\n            Dl = Cl | 0;\n            Ch = Bh | 0;\n            Cl = Bl | 0;\n            Bh = Ah | 0;\n            Bl = Al | 0;\n            const All = u64.add3L(T1l, sigma0l, MAJl);\n            Ah = u64.add3H(All, T1h, sigma0h, MAJh);\n            Al = All | 0;\n        }\n        // Add the compressed chunk to the current hash value\n        ({ h: Ah, l: Al } = u64.add(this.Ah | 0, this.Al | 0, Ah | 0, Al | 0));\n        ({ h: Bh, l: Bl } = u64.add(this.Bh | 0, this.Bl | 0, Bh | 0, Bl | 0));\n        ({ h: Ch, l: Cl } = u64.add(this.Ch | 0, this.Cl | 0, Ch | 0, Cl | 0));\n        ({ h: Dh, l: Dl } = u64.add(this.Dh | 0, this.Dl | 0, Dh | 0, Dl | 0));\n        ({ h: Eh, l: El } = u64.add(this.Eh | 0, this.El | 0, Eh | 0, El | 0));\n        ({ h: Fh, l: Fl } = u64.add(this.Fh | 0, this.Fl | 0, Fh | 0, Fl | 0));\n        ({ h: Gh, l: Gl } = u64.add(this.Gh | 0, this.Gl | 0, Gh | 0, Gl | 0));\n        ({ h: Hh, l: Hl } = u64.add(this.Hh | 0, this.Hl | 0, Hh | 0, Hl | 0));\n        this.set(Ah, Al, Bh, Bl, Ch, Cl, Dh, Dl, Eh, El, Fh, Fl, Gh, Gl, Hh, Hl);\n    }\n    roundClean() {\n        SHA512_W_H.fill(0);\n        SHA512_W_L.fill(0);\n    }\n    destroy() {\n        this.buffer.fill(0);\n        this.set(0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0);\n    }\n}\nclass SHA512_224 extends SHA512 {\n    constructor() {\n        super();\n        // h -- high 32 bits, l -- low 32 bits\n        this.Ah = 0x8c3d37c8 | 0;\n        this.Al = 0x19544da2 | 0;\n        this.Bh = 0x73e19966 | 0;\n        this.Bl = 0x89dcd4d6 | 0;\n        this.Ch = 0x1dfab7ae | 0;\n        this.Cl = 0x32ff9c82 | 0;\n        this.Dh = 0x679dd514 | 0;\n        this.Dl = 0x582f9fcf | 0;\n        this.Eh = 0x0f6d2b69 | 0;\n        this.El = 0x7bd44da8 | 0;\n        this.Fh = 0x77e36f73 | 0;\n        this.Fl = 0x04c48942 | 0;\n        this.Gh = 0x3f9d85a8 | 0;\n        this.Gl = 0x6a1d36c8 | 0;\n        this.Hh = 0x1112e6ad | 0;\n        this.Hl = 0x91d692a1 | 0;\n        this.outputLen = 28;\n    }\n}\nclass SHA512_256 extends SHA512 {\n    constructor() {\n        super();\n        // h -- high 32 bits, l -- low 32 bits\n        this.Ah = 0x22312194 | 0;\n        this.Al = 0xfc2bf72c | 0;\n        this.Bh = 0x9f555fa3 | 0;\n        this.Bl = 0xc84c64c2 | 0;\n        this.Ch = 0x2393b86b | 0;\n        this.Cl = 0x6f53b151 | 0;\n        this.Dh = 0x96387719 | 0;\n        this.Dl = 0x5940eabd | 0;\n        this.Eh = 0x96283ee2 | 0;\n        this.El = 0xa88effe3 | 0;\n        this.Fh = 0xbe5e1e25 | 0;\n        this.Fl = 0x53863992 | 0;\n        this.Gh = 0x2b0199fc | 0;\n        this.Gl = 0x2c85b8aa | 0;\n        this.Hh = 0x0eb72ddc | 0;\n        this.Hl = 0x81c52ca2 | 0;\n        this.outputLen = 32;\n    }\n}\nclass SHA384 extends SHA512 {\n    constructor() {\n        super();\n        // h -- high 32 bits, l -- low 32 bits\n        this.Ah = 0xcbbb9d5d | 0;\n        this.Al = 0xc1059ed8 | 0;\n        this.Bh = 0x629a292a | 0;\n        this.Bl = 0x367cd507 | 0;\n        this.Ch = 0x9159015a | 0;\n        this.Cl = 0x3070dd17 | 0;\n        this.Dh = 0x152fecd8 | 0;\n        this.Dl = 0xf70e5939 | 0;\n        this.Eh = 0x67332667 | 0;\n        this.El = 0xffc00b31 | 0;\n        this.Fh = 0x8eb44a87 | 0;\n        this.Fl = 0x68581511 | 0;\n        this.Gh = 0xdb0c2e0d | 0;\n        this.Gl = 0x64f98fa7 | 0;\n        this.Hh = 0x47b5481d | 0;\n        this.Hl = 0xbefa4fa4 | 0;\n        this.outputLen = 48;\n    }\n}\nexport const sha512 = /* @__PURE__ */ wrapConstructor(() => new SHA512());\nexport const sha512_224 = /* @__PURE__ */ wrapConstructor(() => new SHA512_224());\nexport const sha512_256 = /* @__PURE__ */ wrapConstructor(() => new SHA512_256());\nexport const sha384 = /* @__PURE__ */ wrapConstructor(() => new SHA384());\n//# sourceMappingURL=sha512.js.map"],"names":["HashMD","u64","wrapConstructor","SHA512_Kh","SHA512_Kl","split","map","n","BigInt","SHA512_W_H","Uint32Array","SHA512_W_L","SHA512","constructor","Ah","Al","Bh","Bl","Ch","Cl","Dh","Dl","Eh","El","Fh","Fl","Gh","Gl","Hh","Hl","get","set","process","view","offset","i","getUint32","W15h","W15l","s0h","rotrSH","shrSH","s0l","rotrSL","shrSL","W2h","W2l","s1h","rotrBH","s1l","rotrBL","SUMl","add4L","SUMh","add4H","sigma1h","sigma1l","CHIh","CHIl","T1ll","add5L","T1h","add5H","T1l","sigma0h","sigma0l","MAJh","MAJl","h","l","add","All","add3L","add3H","roundClean","fill","destroy","buffer","SHA512_224","outputLen","SHA512_256","SHA384","sha512","sha512_224","sha512_256","sha384"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/hashes/esm/sha512.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/hashes/esm/utils.js":
/*!*************************************************!*\
!*** ./node_modules/@noble/hashes/esm/utils.js ***!
\*************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ Hash: () => (/* binding */ Hash),\n/* harmony export */ asyncLoop: () => (/* binding */ asyncLoop),\n/* harmony export */ byteSwap: () => (/* binding */ byteSwap),\n/* harmony export */ byteSwap32: () => (/* binding */ byteSwap32),\n/* harmony export */ byteSwapIfBE: () => (/* binding */ byteSwapIfBE),\n/* harmony export */ bytesToHex: () => (/* binding */ bytesToHex),\n/* harmony export */ checkOpts: () => (/* binding */ checkOpts),\n/* harmony export */ concatBytes: () => (/* binding */ concatBytes),\n/* harmony export */ createView: () => (/* binding */ createView),\n/* harmony export */ hexToBytes: () => (/* binding */ hexToBytes),\n/* harmony export */ isBytes: () => (/* binding */ isBytes),\n/* harmony export */ isLE: () => (/* binding */ isLE),\n/* harmony export */ nextTick: () => (/* binding */ nextTick),\n/* harmony export */ randomBytes: () => (/* binding */ randomBytes),\n/* harmony export */ rotl: () => (/* binding */ rotl),\n/* harmony export */ rotr: () => (/* binding */ rotr),\n/* harmony export */ toBytes: () => (/* binding */ toBytes),\n/* harmony export */ u32: () => (/* binding */ u32),\n/* harmony export */ u8: () => (/* binding */ u8),\n/* harmony export */ utf8ToBytes: () => (/* binding */ utf8ToBytes),\n/* harmony export */ wrapConstructor: () => (/* binding */ wrapConstructor),\n/* harmony export */ wrapConstructorWithOpts: () => (/* binding */ wrapConstructorWithOpts),\n/* harmony export */ wrapXOFConstructorWithOpts: () => (/* binding */ wrapXOFConstructorWithOpts)\n/* harmony export */ });\n/* harmony import */ var _noble_hashes_crypto__WEBPACK_IMPORTED_MODULE_1__ = __webpack_require__(/*! @noble/hashes/crypto */ \"(ssr)/./node_modules/@noble/hashes/esm/cryptoNode.js\");\n/* harmony import */ var _assert_js__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! ./_assert.js */ \"(ssr)/./node_modules/@noble/hashes/esm/_assert.js\");\n/*! noble-hashes - MIT License (c) 2022 Paul Miller (paulmillr.com) */ // We use WebCrypto aka globalThis.crypto, which exists in browsers and node.js 16+.\n// node.js versions earlier than v19 don't declare it in global scope.\n// For node.js, package.json#exports field mapping rewrites import\n// from `crypto` to `cryptoNode`, which imports native module.\n// Makes the utils un-importable in browsers without a bundler.\n// Once node.js 18 is deprecated (2025-04-30), we can just drop the import.\n\n\n// export { isBytes } from './_assert.js';\n// We can't reuse isBytes from _assert, because somehow this causes huge perf issues\nfunction isBytes(a) {\n return a instanceof Uint8Array || a != null && typeof a === \"object\" && a.constructor.name === \"Uint8Array\";\n}\n// Cast array to different type\nconst u8 = (arr)=>new Uint8Array(arr.buffer, arr.byteOffset, arr.byteLength);\nconst u32 = (arr)=>new Uint32Array(arr.buffer, arr.byteOffset, Math.floor(arr.byteLength / 4));\n// Cast array to view\nconst createView = (arr)=>new DataView(arr.buffer, arr.byteOffset, arr.byteLength);\n// The rotate right (circular right shift) operation for uint32\nconst rotr = (word, shift)=>word << 32 - shift | word >>> shift;\n// The rotate left (circular left shift) operation for uint32\nconst rotl = (word, shift)=>word << shift | word >>> 32 - shift >>> 0;\nconst isLE = new Uint8Array(new Uint32Array([\n 0x11223344\n]).buffer)[0] === 0x44;\n// The byte swap operation for uint32\nconst byteSwap = (word)=>word << 24 & 0xff000000 | word << 8 & 0xff0000 | word >>> 8 & 0xff00 | word >>> 24 & 0xff;\n// Conditionally byte swap if on a big-endian platform\nconst byteSwapIfBE = isLE ? 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*! noble-hashes - MIT License (c) 2022 Paul Miller (paulmillr.com) */\n// We use WebCrypto aka globalThis.crypto, which exists in browsers and node.js 16+.\n// node.js versions earlier than v19 don't declare it in global scope.\n// For node.js, package.json#exports field mapping rewrites import\n// from `crypto` to `cryptoNode`, which imports native module.\n// Makes the utils un-importable in browsers without a bundler.\n// Once node.js 18 is deprecated (2025-04-30), we can just drop the import.\nimport { crypto } from '@noble/hashes/crypto';\nimport { bytes as abytes } from './_assert.js';\n// export { isBytes } from './_assert.js';\n// We can't reuse isBytes from _assert, because somehow this causes huge perf issues\nexport function isBytes(a) {\n    return (a instanceof Uint8Array ||\n        (a != null && typeof a === 'object' && a.constructor.name === 'Uint8Array'));\n}\n// Cast array to different type\nexport const u8 = (arr) => new Uint8Array(arr.buffer, arr.byteOffset, 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(n) => n : (n) => byteSwap(n);\n// In place byte swap for Uint32Array\nexport function byteSwap32(arr) {\n    for (let i = 0; i < arr.length; i++) {\n        arr[i] = byteSwap(arr[i]);\n    }\n}\n// Array where index 0xf0 (240) is mapped to string 'f0'\nconst hexes = /* @__PURE__ */ Array.from({ length: 256 }, (_, i) => i.toString(16).padStart(2, '0'));\n/**\n * @example bytesToHex(Uint8Array.from([0xca, 0xfe, 0x01, 0x23])) // 'cafe0123'\n */\nexport function bytesToHex(bytes) {\n    abytes(bytes);\n    // pre-caching improves the speed 6x\n    let hex = '';\n    for (let i = 0; i < bytes.length; i++) {\n        hex += hexes[bytes[i]];\n    }\n    return hex;\n}\n// We use optimized technique to convert hex string to byte array\nconst asciis = { _0: 48, _9: 57, _A: 65, _F: 70, _a: 97, _f: 102 };\nfunction asciiToBase16(char) {\n    if (char >= asciis._0 && char <= asciis._9)\n        return char - asciis._0;\n    if (char >= asciis._A && char <= asciis._F)\n        return char - (asciis._A - 10);\n    if (char >= asciis._a && char <= asciis._f)\n        return char - (asciis._a - 10);\n    return;\n}\n/**\n * @example hexToBytes('cafe0123') // Uint8Array.from([0xca, 0xfe, 0x01, 0x23])\n */\nexport function hexToBytes(hex) {\n    if (typeof hex !== 'string')\n        throw new Error('hex string expected, got ' + typeof hex);\n    const hl = hex.length;\n    const al = hl / 2;\n    if (hl % 2)\n        throw new Error('padded hex string expected, got unpadded hex of length ' + hl);\n    const array = new Uint8Array(al);\n    for (let ai = 0, hi = 0; ai < al; ai++, hi += 2) {\n        const n1 = asciiToBase16(hex.charCodeAt(hi));\n        const n2 = asciiToBase16(hex.charCodeAt(hi + 1));\n        if (n1 === undefined || n2 === undefined) {\n            const char = hex[hi] + hex[hi + 1];\n            throw new Error('hex string expected, got non-hex character \"' + char + '\" at index ' + hi);\n        }\n        array[ai] = n1 * 16 + n2;\n    }\n    return array;\n}\n// There is no setImmediate in browser and setTimeout is slow.\n// call of async fn will return Promise, which will be fullfiled only on\n// next scheduler queue processing step and this is exactly what we need.\nexport const nextTick = async () => { };\n// Returns control to thread each 'tick' ms to avoid blocking\nexport async function asyncLoop(iters, tick, cb) {\n    let ts = Date.now();\n    for (let i = 0; i < iters; i++) {\n        cb(i);\n        // Date.now() is not monotonic, so in case if clock goes backwards we return return control too\n        const diff = Date.now() - ts;\n        if (diff >= 0 && diff < tick)\n            continue;\n        await nextTick();\n        ts += diff;\n    }\n}\n/**\n * @example utf8ToBytes('abc') // new Uint8Array([97, 98, 99])\n */\nexport function utf8ToBytes(str) {\n    if (typeof str !== 'string')\n        throw new Error(`utf8ToBytes expected string, got ${typeof str}`);\n    return new Uint8Array(new TextEncoder().encode(str)); // https://bugzil.la/1681809\n}\n/**\n * Normalizes (non-hex) string or Uint8Array to Uint8Array.\n * Warning: when Uint8Array is passed, it would NOT get copied.\n * Keep in mind for future mutable operations.\n */\nexport function toBytes(data) {\n    if (typeof data === 'string')\n        data = utf8ToBytes(data);\n    abytes(data);\n    return data;\n}\n/**\n * Copies several Uint8Arrays into one.\n */\nexport function concatBytes(...arrays) {\n    let sum = 0;\n    for (let i = 0; i < arrays.length; i++) {\n        const a = arrays[i];\n        abytes(a);\n        sum += a.length;\n    }\n    const res = new Uint8Array(sum);\n    for (let i = 0, pad = 0; i < arrays.length; i++) {\n        const a = arrays[i];\n        res.set(a, pad);\n        pad += a.length;\n    }\n    return res;\n}\n// For runtime check if class implements interface\nexport class Hash {\n    // Safe version that clones internal state\n    clone() {\n        return this._cloneInto();\n    }\n}\nconst toStr = {}.toString;\nexport function checkOpts(defaults, opts) {\n    if (opts !== undefined && toStr.call(opts) !== '[object Object]')\n        throw new Error('Options should be object or undefined');\n    const merged = Object.assign(defaults, opts);\n    return merged;\n}\nexport function wrapConstructor(hashCons) {\n    const hashC = (msg) => hashCons().update(toBytes(msg)).digest();\n    const tmp = hashCons();\n    hashC.outputLen = tmp.outputLen;\n    hashC.blockLen = tmp.blockLen;\n    hashC.create = () => hashCons();\n    return hashC;\n}\nexport function wrapConstructorWithOpts(hashCons) {\n    const hashC = (msg, opts) => hashCons(opts).update(toBytes(msg)).digest();\n    const tmp = hashCons({});\n    hashC.outputLen = tmp.outputLen;\n    hashC.blockLen = tmp.blockLen;\n    hashC.create = (opts) => hashCons(opts);\n    return hashC;\n}\nexport function wrapXOFConstructorWithOpts(hashCons) {\n    const hashC = (msg, opts) => hashCons(opts).update(toBytes(msg)).digest();\n    const tmp = hashCons({});\n    hashC.outputLen = tmp.outputLen;\n    hashC.blockLen = tmp.blockLen;\n    hashC.create = (opts) => hashCons(opts);\n    return hashC;\n}\n/**\n * Secure PRNG. Uses `crypto.getRandomValues`, which defers to OS.\n */\nexport function randomBytes(bytesLength = 32) {\n    if (crypto && typeof crypto.getRandomValues === 'function') {\n        return crypto.getRandomValues(new Uint8Array(bytesLength));\n    }\n    throw new Error('crypto.getRandomValues must be defined');\n}\n//# sourceMappingURL=utils.js.map"],"names":["crypto","bytes","abytes","isBytes","a","Uint8Array","constructor","name","u8","arr","buffer","byteOffset","byteLength","u32","Uint32Array","Math","floor","createView","DataView","rotr","word","shift","rotl","isLE","byteSwap","byteSwapIfBE","n","byteSwap32","i","length","hexes","Array","from","_","toString","padStart","bytesToHex","hex","asciis","_0","_9","_A","_F","_a","_f","asciiToBase16","char","hexToBytes","Error","hl","al","array","ai","hi","n1","charCodeAt","n2","undefined","nextTick","asyncLoop","iters","tick","cb","ts","Date","now","diff","utf8ToBytes","str","TextEncoder","encode","toBytes","data","concatBytes","arrays","sum","res","pad","set","Hash","clone","_cloneInto","toStr","checkOpts","defaults","opts","call","merged","Object","assign","wrapConstructor","hashCons","hashC","msg","update","digest","tmp","outputLen","blockLen","create","wrapConstructorWithOpts","wrapXOFConstructorWithOpts","randomBytes","bytesLength","getRandomValues"],"sourceRoot":""}\n//# sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/hashes/esm/utils.js\n");
/***/ }),
/***/ "(ssr)/./node_modules/@noble/secp256k1/lib/esm/index.js":
/*!********************************************************!*\
!*** ./node_modules/@noble/secp256k1/lib/esm/index.js ***!
\********************************************************/
/***/ ((__unused_webpack___webpack_module__, __webpack_exports__, __webpack_require__) => {
eval("var crypto__WEBPACK_IMPORTED_MODULE_0___namespace_cache;\n__webpack_require__.r(__webpack_exports__);\n/* harmony export */ __webpack_require__.d(__webpack_exports__, {\n/* harmony export */ CURVE: () => (/* binding */ CURVE),\n/* harmony export */ Point: () => (/* binding */ Point),\n/* harmony export */ Signature: () => (/* binding */ Signature),\n/* harmony export */ getPublicKey: () => (/* binding */ getPublicKey),\n/* harmony export */ getSharedSecret: () => (/* binding */ getSharedSecret),\n/* harmony export */ recoverPublicKey: () => (/* binding */ recoverPublicKey),\n/* harmony export */ schnorr: () => (/* binding */ schnorr),\n/* harmony export */ sign: () => (/* binding */ sign),\n/* harmony export */ signSync: () => (/* binding */ signSync),\n/* harmony export */ utils: () => (/* binding */ utils),\n/* harmony export */ verify: () => (/* binding */ verify)\n/* harmony export */ });\n/* harmony import */ var crypto__WEBPACK_IMPORTED_MODULE_0__ = __webpack_require__(/*! crypto */ \"crypto\");\n/*! noble-secp256k1 - MIT License (c) 2019 Paul Miller (paulmillr.com) */ \nconst _0n = BigInt(0);\nconst _1n = BigInt(1);\nconst _2n = BigInt(2);\nconst _3n = BigInt(3);\nconst _8n = BigInt(8);\nconst CURVE = Object.freeze({\n a: _0n,\n b: BigInt(7),\n P: BigInt(\"0xfffffffffffffffffffffffffffffffffffffffffffffffffffffffefffffc2f\"),\n n: BigInt(\"0xfffffffffffffffffffffffffffffffebaaedce6af48a03bbfd25e8cd0364141\"),\n h: _1n,\n Gx: BigInt(\"55066263022277343669578718895168534326250603453777594175500187360389116729240\"),\n Gy: BigInt(\"32670510020758816978083085130507043184471273380659243275938904335757337482424\"),\n beta: BigInt(\"0x7ae96a2b657c07106e64479eac3434e99cf0497512f58995c1396c28719501ee\")\n});\nconst divNearest = (a, b)=>(a + b / _2n) / b;\nconst endo = {\n beta: BigInt(\"0x7ae96a2b657c07106e64479eac3434e99cf0497512f58995c1396c28719501ee\"),\n splitScalar (k) {\n const { n } = CURVE;\n const a1 = BigInt(\"0x3086d221a7d46bcde86c90e49284eb15\");\n const b1 = -_1n * BigInt(\"0xe4437ed6010e88286f547fa90abfe4c3\");\n const a2 = BigInt(\"0x114ca50f7a8e2f3f657c1108d9d44cfd8\");\n const b2 = a1;\n const POW_2_128 = BigInt(\"0x100000000000000000000000000000000\");\n const c1 = divNearest(b2 * k, n);\n const c2 = divNearest(-b1 * k, n);\n let k1 = mod(k - c1 * a1 - c2 * a2, n);\n let k2 = mod(-c1 * b1 - c2 * b2, n);\n const k1neg = k1 > POW_2_128;\n const k2neg = k2 > POW_2_128;\n if (k1neg) k1 = n - k1;\n if (k2neg) k2 = n - k2;\n if (k1 > POW_2_128 || k2 > POW_2_128) {\n throw new Error(\"splitScalarEndo: Endomorphism failed, k=\" + k);\n }\n return {\n k1neg,\n k1,\n k2neg,\n k2\n };\n }\n};\nconst fieldLen = 32;\nconst groupLen = 32;\nconst hashLen = 32;\nconst compressedLen = fieldLen + 1;\nconst uncompressedLen = 2 * fieldLen + 1;\n\nfunction weierstrass(x) {\n const { a, b } = CURVE;\n const x2 = mod(x * x);\n const x3 = mod(x2 * x);\n return mod(x3 + a * x + b);\n}\nconst USE_ENDOMORPHISM = CURVE.a === _0n;\nclass ShaError extends Error {\n constructor(message){\n super(message);\n }\n}\nfunction assertJacPoint(other) {\n if (!(other instanceof JacobianPoint)) throw new TypeError(\"JacobianPoint expected\");\n}\nclass JacobianPoint {\n constructor(x, y, z){\n this.x = x;\n this.y = y;\n this.z = z;\n }\n static fromAffine(p) {\n if (!(p instanceof Point)) {\n throw new TypeError(\"JacobianPoint#fromAffine: expected Point\");\n }\n if (p.equals(Point.ZERO)) return JacobianPoint.ZERO;\n return new JacobianPoint(p.x, p.y, _1n);\n }\n static toAffineBatch(points) {\n const toInv = invertBatch(points.map((p)=>p.z));\n return points.map((p, i)=>p.toAffine(toInv[i]));\n }\n static normalizeZ(points) {\n return JacobianPoint.toAffineBatch(points).map(JacobianPoint.fromAffine);\n }\n equals(other) {\n assertJacPoint(other);\n const { x: X1, y: Y1, z: Z1 } = this;\n const { x: X2, y: Y2, z: Z2 } = other;\n const Z1Z1 = mod(Z1 * Z1);\n const Z2Z2 = mod(Z2 * Z2);\n const U1 = mod(X1 * Z2Z2);\n const U2 = mod(X2 * Z1Z1);\n const S1 = mod(mod(Y1 * Z2) * Z2Z2);\n const S2 = mod(mod(Y2 * Z1) * Z1Z1);\n return U1 === U2 && S1 === S2;\n }\n negate() {\n return new JacobianPoint(this.x, mod(-this.y), this.z);\n }\n double() {\n const { x: X1, y: Y1, z: Z1 } = this;\n const A = mod(X1 * X1);\n const B = mod(Y1 * Y1);\n const C = mod(B * B);\n const x1b = X1 + B;\n const D = mod(_2n * (mod(x1b * x1b) - A - C));\n const E = mod(_3n * A);\n const F = mod(E * E);\n const X3 = mod(F - _2n * D);\n const Y3 = mod(E * (D - X3) - _8n * C);\n const Z3 = mod(_2n * Y1 * Z1);\n return new JacobianPoint(X3, Y3, Z3);\n }\n add(other) {\n assertJacPoint(other);\n const { x: X1, y: Y1, z: Z1 } = this;\n const { x: X2, y: Y2, z: Z2 } = other;\n if (X2 === _0n || Y2 === _0n) return this;\n if (X1 === _0n || Y1 === _0n) return other;\n const Z1Z1 = mod(Z1 * Z1);\n const Z2Z2 = mod(Z2 * Z2);\n const U1 = mod(X1 * Z2Z2);\n const U2 = mod(X2 * Z1Z1);\n const S1 = mod(mod(Y1 * Z2) * Z2Z2);\n const S2 = mod(mod(Y2 * Z1) * Z1Z1);\n const H = mod(U2 - U1);\n const r = mod(S2 - S1);\n if (H === _0n) {\n if (r === _0n) {\n return this.double();\n } else {\n return JacobianPoint.ZERO;\n }\n }\n const HH = mod(H * H);\n const HHH = mod(H * HH);\n const V = mod(U1 * HH);\n const X3 = mod(r * r - HHH - _2n * V);\n const Y3 = mod(r * (V - X3) - S1 * HHH);\n const Z3 = mod(Z1 * Z2 * H);\n return new JacobianPoint(X3, Y3, Z3);\n }\n subtract(other) {\n return this.add(other.negate());\n }\n multiplyUnsafe(scalar) {\n const P0 = JacobianPoint.ZERO;\n if (typeof scalar === \"bigint\" && scalar === _0n) return P0;\n let n = normalizeScalar(scalar);\n if (n === _1n) return this;\n if (!USE_ENDOMORPHISM) {\n let p = P0;\n let d = this;\n while(n > _0n){\n if (n & _1n) p = p.add(d);\n d = d.double();\n n >>= _1n;\n }\n return p;\n }\n let { k1neg, k1, k2neg, k2 } = endo.splitScalar(n);\n let k1p = P0;\n let k2p = P0;\n let d = this;\n while(k1 > _0n || k2 > _0n){\n if (k1 & _1n) k1p = k1p.add(d);\n if (k2 & _1n) k2p = k2p.add(d);\n d = d.double();\n k1 >>= _1n;\n k2 >>= _1n;\n }\n if (k1neg) k1p = k1p.negate();\n if (k2neg) k2p = k2p.negate();\n k2p = new JacobianPoint(mod(k2p.x * endo.beta), k2p.y, k2p.z);\n return k1p.add(k2p);\n }\n precomputeWindow(W) {\n const windows = USE_ENDOMORPHISM ? 128 / W + 1 : 256 / W + 1;\n const points = [];\n let p = this;\n let base = p;\n for(let window = 0; window < windows; window++){\n base = p;\n points.push(base);\n for(let i = 1; i < 2 ** (W - 1); i++){\n base = base.add(p);\n points.push(base);\n }\n p = base.double();\n }\n return points;\n }\n wNAF(n, affinePoint) {\n if (!affinePoint && this.equals(JacobianPoint.BASE)) affinePoint = Point.BASE;\n const W = affinePoint && affinePoint._WINDOW_SIZE || 1;\n if (256 % W) {\n throw new Error(\"Point#wNAF: Invalid precomputation window, must be power of 2\");\n }\n let precomputes = affinePoint && pointPrecomputes.get(affinePoint);\n if (!precomputes) {\n precomputes = this.precomputeWindow(W);\n if (affinePoint && W !== 1) {\n precomputes = JacobianPoint.normalizeZ(precomputes);\n pointPrecomputes.set(affinePoint, precomputes);\n }\n }\n let p = JacobianPoint.ZERO;\n let f = JacobianPoint.BASE;\n const windows = 1 + (USE_ENDOMORPHISM ? 128 / W : 256 / W);\n const windowSize = 2 ** (W - 1);\n const mask = BigInt(2 ** W - 1);\n const maxNumber = 2 ** W;\n const shiftBy = BigInt(W);\n for(let window = 0; window < windows; window++){\n const offset = window * windowSize;\n let wbits = Number(n & mask);\n n >>= shiftBy;\n if (wbits > windowSize) {\n wbits -= maxNumber;\n n += _1n;\n }\n const offset1 = offset;\n const offset2 = offset + Math.abs(wbits) - 1;\n const cond1 = window % 2 !== 0;\n const cond2 = wbits < 0;\n if (wbits === 0) {\n f = f.add(constTimeNegate(cond1, precomputes[offset1]));\n } else {\n p = p.add(constTimeNegate(cond2, precomputes[offset2]));\n }\n }\n return {\n p,\n f\n };\n }\n multiply(scalar, affinePoint) {\n let n = normalizeScalar(scalar);\n let point;\n let fake;\n if (USE_ENDOMORPHISM) {\n const { k1neg, k1, k2neg, k2 } = endo.splitScalar(n);\n let { p: k1p, f: f1p } = this.wNAF(k1, affinePoint);\n let { p: k2p, f: f2p } = this.wNAF(k2, affinePoint);\n k1p = constTimeNegate(k1neg, k1p);\n k2p = constTimeNegate(k2neg, k2p);\n k2p = new JacobianPoint(mod(k2p.x * endo.beta), k2p.y, k2p.z);\n point = k1p.add(k2p);\n fake = f1p.add(f2p);\n } else {\n const { p, f } = this.wNAF(n, affinePoint);\n point = p;\n fake = f;\n }\n return JacobianPoint.normalizeZ([\n point,\n fake\n ])[0];\n }\n toAffine(invZ) {\n const { x, y, z } = this;\n const is0 = this.equals(JacobianPoint.ZERO);\n if (invZ == null) invZ = is0 ? _8n : invert(z);\n const iz1 = invZ;\n const iz2 = mod(iz1 * iz1);\n const iz3 = mod(iz2 * iz1);\n const ax = mod(x * iz2);\n const ay = mod(y * iz3);\n const zz = mod(z * iz1);\n if (is0) return Point.ZERO;\n if (zz !== _1n) throw new Error(\"invZ was invalid\");\n return new Point(ax, ay);\n }\n}\nJacobianPoint.BASE = new JacobianPoint(CURVE.Gx, CURVE.Gy, _1n);\nJacobianPoint.ZERO = new JacobianPoint(_0n, _1n, _0n);\nfunction constTimeNegate(condition, item) {\n const neg = item.negate();\n return condition ? neg : item;\n}\nconst pointPrecomputes = new WeakMap();\nclass Point {\n constructor(x, y){\n this.x = x;\n this.y = y;\n }\n _setWindowSize(windowSize) {\n this._WINDOW_SIZE = windowSize;\n pointPrecomputes.delete(this);\n }\n hasEvenY() {\n return this.y % _2n === _0n;\n }\n static fromCompressedHex(bytes) {\n const isShort = bytes.length === 32;\n const x = bytesToNumber(isShort ? bytes : bytes.subarray(1));\n if (!isValidFieldElement(x)) throw new Error(\"Point is not on curve\");\n const y2 = weierstrass(x);\n let y = sqrtMod(y2);\n const isYOdd = (y & _1n) === _1n;\n if (isShort) {\n if (isYOdd) y = mod(-y);\n } else {\n const isFirstByteOdd = (bytes[0] & 1) === 1;\n if (isFirstByteOdd !== isYOdd) y = mod(-y);\n }\n const point = new Point(x, y);\n point.assertValidity();\n return point;\n }\n static fromUncompressedHex(bytes) {\n const x = bytesToNumber(bytes.subarray(1, fieldLen + 1));\n const y = bytesToNumber(bytes.subarray(fieldLen + 1, fieldLen * 2 + 1));\n const point = new Point(x, y);\n point.assertValidity();\n return point;\n }\n static fromHex(hex) {\n const bytes = ensureBytes(hex);\n const len = bytes.length;\n const header = bytes[0];\n if (len === fieldLen) return this.fromCompressedHex(bytes);\n if (len === compressedLen && (header === 0x02 || header === 0x03)) {\n return this.fromCompressedHex(bytes);\n }\n if (len === uncompressedLen && header === 0x04) return this.fromUncompressedHex(bytes);\n throw new Error(`Point.fromHex: received invalid point. Expected 32-${compressedLen} compressed bytes or ${uncompressedLen} uncompressed bytes, not ${len}`);\n }\n static fromPrivateKey(privateKey) {\n return Point.BASE.multiply(normalizePrivateKey(privateKey));\n }\n static fromSignature(msgHash, signature, recovery) {\n const { r, s } = normalizeSignature(signature);\n if (![\n 0,\n 1,\n 2,\n 3\n ].includes(recovery)) throw new Error(\"Cannot recover: invalid recovery bit\");\n const h = truncateHash(ensureBytes(msgHash));\n const { n } = CURVE;\n const radj = recovery === 2 || recovery === 3 ? r + n : r;\n const rinv = invert(radj, n);\n const u1 = mod(-h * rinv, n);\n const u2 = mod(s * rinv, n);\n const prefix = recovery & 1 ? \"03\" : \"02\";\n const R = Point.fromHex(prefix + numTo32bStr(radj));\n const Q = Point.BASE.multiplyAndAddUnsafe(R, u1, u2);\n if (!Q) throw new Error(\"Cannot recover signature: point at infinify\");\n Q.assertValidity();\n return Q;\n }\n toRawBytes(isCompressed = false) {\n return hexToBytes(this.toHex(isCompressed));\n }\n toHex(isCompressed = false) {\n const x = numTo32bStr(this.x);\n if (isCompressed) {\n const prefix = this.hasEvenY() ? \"02\" : \"03\";\n return `${prefix}${x}`;\n } else {\n return `04${x}${numTo32bStr(this.y)}`;\n }\n }\n toHexX() {\n return this.toHex(true).slice(2);\n }\n toRawX() {\n return this.toRawBytes(true).slice(1);\n }\n assertValidity() {\n const msg = \"Point is not on elliptic curve\";\n const { x, y } = this;\n if (!isValidFieldElement(x) || !isValidFieldElement(y)) throw new Error(msg);\n const left = mod(y * y);\n const right = weierstrass(x);\n if (mod(left - right) !== _0n) throw new Error(msg);\n }\n equals(other) {\n return this.x === other.x && this.y === other.y;\n }\n negate() {\n return new Point(this.x, mod(-this.y));\n }\n double() {\n return JacobianPoint.fromAffine(this).double().toAffine();\n }\n add(other) {\n return JacobianPoint.fromAffine(this).add(JacobianPoint.fromAffine(other)).toAffine();\n }\n subtract(other) {\n return this.add(other.negate());\n }\n multiply(scalar) {\n return JacobianPoint.fromAffine(this).multiply(scalar, this).toAffine();\n }\n multiplyAndAddUnsafe(Q, a, b) {\n const P = JacobianPoint.fromAffine(this);\n const aP = a === _0n || a === _1n || this !== Point.BASE ? P.multiplyUnsafe(a) : P.multiply(a);\n const bQ = JacobianPoint.fromAffine(Q).multiplyUnsafe(b);\n const sum = aP.add(bQ);\n return sum.equals(JacobianPoint.ZERO) ? undefined : sum.toAffine();\n }\n}\nPoint.BASE = new Point(CURVE.Gx, CURVE.Gy);\nPoint.ZERO = new Point(_0n, _0n);\nfunction sliceDER(s) {\n return Number.parseInt(s[0], 16) >= 8 ? \"00\" + s : s;\n}\nfunction parseDERInt(data) {\n if (data.length < 2 || data[0] !== 0x02) {\n throw new Error(`Invalid signature integer tag: ${bytesToHex(data)}`);\n }\n const len = data[1];\n const res = data.subarray(2, len + 2);\n if (!len || res.length !== len) {\n throw new Error(`Invalid signature integer: wrong length`);\n }\n if (res[0] === 0x00 && res[1] <= 0x7f) {\n throw new Error(\"Invalid signature integer: trailing length\");\n }\n return {\n data: bytesToNumber(res),\n left: data.subarray(len + 2)\n };\n}\nfunction parseDERSignature(data) {\n if (data.length < 2 || data[0] != 0x30) {\n throw new Error(`Invalid signature tag: ${bytesToHex(data)}`);\n }\n if (data[1] !== data.length - 2) {\n throw new Error(\"Invalid signature: incorrect length\");\n }\n const { data: r, left: sBytes } = parseDERInt(data.subarray(2));\n const { data: s, left: rBytesLeft } = parseDERInt(sBytes);\n if (rBytesLeft.length) {\n throw new Error(`Invalid signature: left bytes after parsing: ${bytesToHex(rBytesLeft)}`);\n }\n return {\n r,\n s\n };\n}\nclass Signature {\n constructor(r, s){\n this.r = r;\n this.s = s;\n this.assertValidity();\n }\n static fromCompact(hex) {\n const arr = hex instanceof Uint8Array;\n const name = \"Signature.fromCompact\";\n if (typeof hex !== \"string\" && !arr) throw new TypeError(`${name}: Expected string or Uint8Array`);\n const str = arr ? bytesToHex(hex) : hex;\n if (str.length !== 128) throw new Error(`${name}: Expected 64-byte hex`);\n return new Signature(hexToNumber(str.slice(0, 64)), hexToNumber(str.slice(64, 128)));\n }\n static fromDER(hex) {\n const arr = hex instanceof Uint8Array;\n if (typeof hex !== \"string\" && !arr) throw new TypeError(`Signature.fromDER: Expected string or Uint8Array`);\n const { r, s } = parseDERSignature(arr ? hex : hexToBytes(hex));\n return new Signature(r, s);\n }\n static fromHex(hex) {\n return this.fromDER(hex);\n }\n assertValidity() {\n const { r, s } = this;\n if (!isWithinCurveOrder(r)) throw new Error(\"Invalid Signature: r must be 0 < r < n\");\n if (!isWithinCurveOrder(s)) throw new Error(\"Invalid Signature: s must be 0 < s < n\");\n }\n hasHighS() {\n const HALF = CURVE.n >> _1n;\n return this.s > HALF;\n }\n normalizeS() {\n return this.hasHighS() ? new Signature(this.r, mod(-this.s, CURVE.n)) : this;\n }\n toDERRawBytes() {\n return hexToBytes(this.toDERHex());\n }\n toDERHex() {\n const sHex = sliceDER(numberToHexUnpadded(this.s));\n const rHex = sliceDER(numberToHexUnpadded(this.r));\n const sHexL = sHex.length / 2;\n const rHexL = rHex.length / 2;\n const sLen = numberToHexUnpadded(sHexL);\n const rLen = numberToHexUnpadded(rHexL);\n const length = numberToHexUnpadded(rHexL + sHexL + 4);\n return `30${length}02${rLen}${rHex}02${sLen}${sHex}`;\n }\n toRawBytes() {\n return this.toDERRawBytes();\n }\n toHex() {\n return this.toDERHex();\n }\n toCompactRawBytes() {\n return hexToBytes(this.toCompactHex());\n }\n toCompactHex() {\n return numTo32bStr(this.r) + numTo32bStr(this.s);\n }\n}\nfunction concatBytes(...arrays) {\n if (!arrays.every((b)=>b instanceof Uint8Array)) throw new Error(\"Uint8Array list expected\");\n if (arrays.length === 1) return arrays[0];\n const length = arrays.reduce((a, arr)=>a + arr.length, 0);\n const result = new Uint8Array(length);\n for(let i = 0, pad = 0; i < arrays.length; i++){\n const arr = arrays[i];\n result.set(arr, pad);\n pad += arr.length;\n }\n return result;\n}\nconst hexes = Array.from({\n length: 256\n}, (v, i)=>i.toString(16).padStart(2, \"0\"));\nfunction bytesToHex(uint8a) {\n if (!(uint8a instanceof Uint8Array)) throw new Error(\"Expected Uint8Array\");\n let hex = \"\";\n for(let i = 0; i < uint8a.length; i++){\n hex += hexes[uint8a[i]];\n }\n return hex;\n}\nconst POW_2_256 = BigInt(\"0x10000000000000000000000000000000000000000000000000000000000000000\");\nfunction numTo32bStr(num) {\n if (typeof num !== \"bigint\") throw new Error(\"Expected bigint\");\n if (!(_0n <= num && num < POW_2_256)) throw new Error(\"Expected number 0 <= n < 2^256\");\n return num.toString(16).padStart(64, \"0\");\n}\nfunction numTo32b(num) {\n const b = hexToBytes(numTo32bStr(num));\n if (b.length !== 32) throw new Error(\"Error: expected 32 bytes\");\n return b;\n}\nfunction numberToHexUnpadded(num) {\n const hex = num.toString(16);\n return hex.length & 1 ? `0${hex}` : hex;\n}\nfunction hexToNumber(hex) {\n if (typeof hex !== \"string\") {\n throw new TypeError(\"hexToNumber: expected string, got \" + typeof hex);\n }\n return BigInt(`0x${hex}`);\n}\nfunction hexToBytes(hex) {\n if (typeof hex !== \"string\") {\n throw new TypeError(\"hexToBytes: expected string, got \" + typeof hex);\n }\n if (hex.length % 2) throw new Error(\"hexToBytes: received invalid unpadded hex\" + hex.length);\n const array = new Uint8Array(hex.length / 2);\n for(let i = 0; i < array.length; i++){\n const j = i * 2;\n const hexByte = hex.slice(j, j + 2);\n const byte = Number.parseInt(hexByte, 16);\n if (Number.isNaN(byte) || byte < 0) throw new Error(\"Invalid byte sequence\");\n array[i] = byte;\n }\n return array;\n}\nfunction bytesToNumber(bytes) {\n return hexToNumber(bytesToHex(bytes));\n}\nfunction ensureBytes(hex) {\n return hex instanceof Uint8Array ? Uint8Array.from(hex) : hexToBytes(hex);\n}\nfunction normalizeScalar(num) {\n if (typeof num === \"number\" && Number.isSafeInteger(num) && num > 0) return BigInt(num);\n if (typeof num === \"bigint\" && isWithinCurveOrder(num)) return num;\n throw new TypeError(\"Expected valid private scalar: 0 < scalar < curve.n\");\n}\nfunction mod(a, b = CURVE.P) {\n const result = a % b;\n return result >= _0n ? result : b + result;\n}\nfunction pow2(x, power) {\n const { P } = CURVE;\n let res = x;\n while(power-- > _0n){\n res *= res;\n res %= P;\n }\n return res;\n}\nfunction sqrtMod(x) {\n const { P } = CURVE;\n const _6n = BigInt(6);\n const _11n = BigInt(11);\n const _22n = BigInt(22);\n const _23n = BigInt(23);\n const _44n = BigInt(44);\n const _88n = BigInt(88);\n const b2 = x * x * x % P;\n const b3 = b2 * b2 * x % P;\n const b6 = pow2(b3, _3n) * b3 % P;\n const b9 = pow2(b6, _3n) * b3 % P;\n const b11 = pow2(b9, _2n) * b2 % P;\n const b22 = pow2(b11, _11n) * b11 % P;\n const b44 = pow2(b22, _22n) * b22 % P;\n const b88 = pow2(b44, _44n) * b44 % P;\n const b176 = pow2(b88, _88n) * b88 % P;\n const b220 = pow2(b176, _44n) * b44 % P;\n const b223 = pow2(b220, _3n) * b3 % P;\n const t1 = pow2(b223, _23n) * b22 % P;\n const t2 = pow2(t1, _6n) * b2 % P;\n const rt = pow2(t2, _2n);\n const xc = rt * rt % P;\n if (xc !== x) throw new Error(\"Cannot find square root\");\n return rt;\n}\nfunction invert(number, modulo = CURVE.P) {\n if (number === _0n || modulo <= _0n) {\n throw new Error(`invert: expected positive integers, got n=${number} mod=${modulo}`);\n }\n let a = mod(number, modulo);\n let b = modulo;\n let x = _0n, y = _1n, u = _1n, v = _0n;\n while(a !== _0n){\n const q = b / a;\n const r = b % a;\n const m = x - u * q;\n const n = y - v * q;\n b = a, a = r, x = u, y = v, u = m, v = n;\n }\n const gcd = b;\n if (gcd !== _1n) throw new Error(\"invert: does not exist\");\n return mod(x, modulo);\n}\nfunction invertBatch(nums, p = CURVE.P) {\n const scratch = new Array(nums.length);\n const lastMultiplied = nums.reduce((acc, num, i)=>{\n if (num === _0n) return acc;\n scratch[i] = acc;\n return mod(acc * num, p);\n }, _1n);\n const inverted = invert(lastMultiplied, p);\n nums.reduceRight((acc, num, i)=>{\n if (num === _0n) return acc;\n scratch[i] = mod(acc * scratch[i], p);\n return mod(acc * num, p);\n }, inverted);\n return scratch;\n}\nfunction bits2int_2(bytes) {\n const delta = bytes.length * 8 - groupLen * 8;\n const num = bytesToNumber(bytes);\n return delta > 0 ? num >> BigInt(delta) : num;\n}\nfunction truncateHash(hash, truncateOnly = false) {\n const h = bits2int_2(hash);\n if (truncateOnly) return h;\n const { n } = CURVE;\n return h >= n ? h - n : h;\n}\nlet _sha256Sync;\nlet _hmacSha256Sync;\nclass HmacDrbg {\n constructor(hashLen, qByteLen){\n this.hashLen = hashLen;\n this.qByteLen = qByteLen;\n if (typeof hashLen !== \"number\" || hashLen < 2) throw new Error(\"hashLen must be a number\");\n if (typeof qByteLen !== \"number\" || qByteLen < 2) throw new Error(\"qByteLen must be a number\");\n this.v = new Uint8Array(hashLen).fill(1);\n this.k = new Uint8Array(hashLen).fill(0);\n this.counter = 0;\n }\n hmac(...values) {\n return utils.hmacSha256(this.k, ...values);\n }\n hmacSync(...values) {\n return _hmacSha256Sync(this.k, ...values);\n }\n checkSync() {\n if (typeof _hmacSha256Sync !== \"function\") throw new ShaError(\"hmacSha256Sync needs to be set\");\n }\n incr() {\n if (this.counter >= 1000) throw new Error(\"Tried 1,000 k values for sign(), all were invalid\");\n this.counter += 1;\n }\n async reseed(seed = new Uint8Array()) {\n this.k = await this.hmac(this.v, Uint8Array.from([\n 0x00\n ]), seed);\n this.v = await this.hmac(this.v);\n if (seed.length === 0) return;\n this.k = await this.hmac(this.v, Uint8Array.from([\n 0x01\n ]), seed);\n this.v = await this.hmac(this.v);\n }\n reseedSync(seed = new Uint8Array()) {\n this.checkSync();\n this.k = this.hmacSync(this.v, Uint8Array.from([\n 0x00\n ]), seed);\n this.v = this.hmacSync(this.v);\n if (seed.length === 0) return;\n this.k = this.hmacSync(this.v, Uint8Array.from([\n 0x01\n ]), seed);\n this.v = this.hmacSync(this.v);\n }\n async generate() {\n this.incr();\n let len = 0;\n const out = [];\n while(len < this.qByteLen){\n this.v = await this.hmac(this.v);\n const sl = this.v.slice();\n out.push(sl);\n len += this.v.length;\n }\n return concatBytes(...out);\n }\n generateSync() {\n this.checkSync();\n this.incr();\n let len = 0;\n const out = [];\n while(len < this.qByteLen){\n this.v = this.hmacSync(this.v);\n const sl = this.v.slice();\n out.push(sl);\n len += this.v.length;\n }\n return concatBytes(...out);\n }\n}\nfunction isWithinCurveOrder(num) {\n return _0n < num && num < CURVE.n;\n}\nfunction isValidFieldElement(num) {\n return _0n < num && num < CURVE.P;\n}\nfunction kmdToSig(kBytes, m, d, lowS = true) {\n const { n } = CURVE;\n const k = truncateHash(kBytes, true);\n if (!isWithinCurveOrder(k)) return;\n const kinv = invert(k, n);\n const q = Point.BASE.multiply(k);\n const r = mod(q.x, n);\n if (r === _0n) return;\n const s = mod(kinv * mod(m + d * r, n), n);\n if (s === _0n) return;\n let sig = new Signature(r, s);\n let recovery = (q.x === sig.r ? 0 : 2) | Number(q.y & _1n);\n if (lowS && sig.hasHighS()) {\n sig = sig.normalizeS();\n recovery ^= 1;\n }\n return {\n sig,\n recovery\n };\n}\nfunction normalizePrivateKey(key) {\n let num;\n if (typeof key === \"bigint\") {\n num = key;\n } else if (typeof key === \"number\" && Number.isSafeInteger(key) && key > 0) {\n num = BigInt(key);\n } else if (typeof key === \"string\") {\n if (key.length !== 2 * groupLen) throw new Error(\"Expected 32 bytes of private key\");\n num = hexToNumber(key);\n } else if (key instanceof Uint8Array) {\n if (key.length !== groupLen) throw new Error(\"Expected 32 bytes of private key\");\n num = bytesToNumber(key);\n } else {\n throw new TypeError(\"Expected valid private key\");\n }\n if (!isWithinCurveOrder(num)) throw new Error(\"Expected private key: 0 < key < n\");\n return num;\n}\nfunction normalizePublicKey(publicKey) {\n if (publicKey instanceof Point) {\n publicKey.assertValidity();\n return publicKey;\n } else {\n return Point.fromHex(publicKey);\n }\n}\nfunction normalizeSignature(signature) {\n if (signature instanceof Signature) {\n signature.assertValidity();\n return signature;\n }\n try {\n return Signature.fromDER(signature);\n } catch (error) {\n return Signature.fromCompact(signature);\n }\n}\nfunction getPublicKey(privateKey, isCompressed = false) {\n return Point.fromPrivateKey(privateKey).toRawBytes(isCompressed);\n}\nfunction recoverPublicKey(msgHash, signature, recovery, isCompressed = false) {\n return Point.fromSignature(msgHash, signature, recovery).toRawBytes(isCompressed);\n}\nfunction isProbPub(item) {\n const arr = item instanceof Uint8Array;\n const str = typeof item === \"string\";\n const len = (arr || str) && item.length;\n if (arr) return len === compressedLen || len === uncompressedLen;\n if (str) return len === compressedLen * 2 || len === uncompressedLen * 2;\n if (item instanceof Point) return true;\n return false;\n}\nfunction getSharedSecret(privateA, publicB, isCompressed = false) {\n if (isProbPub(privateA)) throw new TypeError(\"getSharedSecret: first arg must be private key\");\n if (!isProbPub(publicB)) throw new TypeError(\"getSharedSecret: second arg must be public key\");\n const b = normalizePublicKey(publicB);\n b.assertValidity();\n return b.multiply(normalizePrivateKey(privateA)).toRawBytes(isCompressed);\n}\nfunction bits2int(bytes) {\n const slice = bytes.length > fieldLen ? bytes.slice(0, fieldLen) : bytes;\n return bytesToNumber(slice);\n}\nfunction bits2octets(bytes) {\n const z1 = bits2int(bytes);\n const z2 = mod(z1, CURVE.n);\n return int2octets(z2 < _0n ? z1 : z2);\n}\nfunction int2octets(num) {\n return numTo32b(num);\n}\nfunction initSigArgs(msgHash, privateKey, extraEntropy) {\n if (msgHash == null) throw new Error(`sign: expected valid message hash, not \"${msgHash}\"`);\n const h1 = ensureBytes(msgHash);\n const d = normalizePrivateKey(privateKey);\n const seedArgs = [\n int2octets(d),\n bits2octets(h1)\n ];\n if (extraEntropy != null) {\n if (extraEntropy === true) extraEntropy = utils.randomBytes(fieldLen);\n const e = ensureBytes(extraEntropy);\n if (e.length !== fieldLen) throw new Error(`sign: Expected ${fieldLen} bytes of extra data`);\n seedArgs.push(e);\n }\n const seed = concatBytes(...seedArgs);\n const m = bits2int(h1);\n return {\n seed,\n m,\n d\n };\n}\nfunction finalizeSig(recSig, opts) {\n const { sig, recovery } = recSig;\n const { der, recovered } = Object.assign({\n canonical: true,\n der: true\n }, opts);\n const hashed = der ? sig.toDERRawBytes() : sig.toCompactRawBytes();\n return recovered ? [\n hashed,\n recovery\n ] : hashed;\n}\nasync function sign(msgHash, privKey, opts = {}) {\n const { seed, m, d } = initSigArgs(msgHash, privKey, opts.extraEntropy);\n const drbg = new HmacDrbg(hashLen, groupLen);\n await drbg.reseed(seed);\n let sig;\n while(!(sig = kmdToSig(await drbg.generate(), m, d, opts.canonical)))await drbg.reseed();\n return finalizeSig(sig, opts);\n}\nfunction signSync(msgHash, privKey, opts = {}) {\n const { seed, m, d } = initSigArgs(msgHash, privKey, opts.extraEntropy);\n const drbg = new HmacDrbg(hashLen, groupLen);\n drbg.reseedSync(seed);\n let sig;\n while(!(sig = kmdToSig(drbg.generateSync(), m, d, opts.canonical)))drbg.reseedSync();\n return finalizeSig(sig, opts);\n}\n\nconst vopts = {\n strict: true\n};\nfunction verify(signature, msgHash, publicKey, opts = vopts) {\n let sig;\n try {\n sig = normalizeSignature(signature);\n msgHash = ensureBytes(msgHash);\n } catch (error) {\n return false;\n }\n const { r, s } = sig;\n if (opts.strict && sig.hasHighS()) return false;\n const h = truncateHash(msgHash);\n let P;\n try {\n P = normalizePublicKey(publicKey);\n } catch (error) {\n return false;\n }\n const { n } = CURVE;\n const sinv = invert(s, n);\n const u1 = mod(h * sinv, n);\n const u2 = mod(r * sinv, n);\n const R = Point.BASE.multiplyAndAddUnsafe(P, u1, u2);\n if (!R) return false;\n const v = mod(R.x, n);\n return v === r;\n}\nfunction schnorrChallengeFinalize(ch) {\n return mod(bytesToNumber(ch), CURVE.n);\n}\nclass SchnorrSignature {\n constructor(r, s){\n this.r = r;\n this.s = s;\n this.assertValidity();\n }\n static fromHex(hex) {\n const bytes = ensureBytes(hex);\n if (bytes.length !== 64) throw new TypeError(`SchnorrSignature.fromHex: expected 64 bytes, not ${bytes.length}`);\n const r = bytesToNumber(bytes.subarray(0, 32));\n const s = bytesToNumber(bytes.subarray(32, 64));\n return new SchnorrSignature(r, s);\n }\n assertValidity() {\n const { r, s } = this;\n if (!isValidFieldElement(r) || !isWithinCurveOrder(s)) throw new Error(\"Invalid signature\");\n }\n toHex() {\n return numTo32bStr(this.r) + numTo32bStr(this.s);\n }\n toRawBytes() {\n return hexToBytes(this.toHex());\n }\n}\nfunction schnorrGetPublicKey(privateKey) {\n return Point.fromPrivateKey(privateKey).toRawX();\n}\nclass InternalSchnorrSignature {\n constructor(message, privateKey, auxRand = utils.randomBytes()){\n if (message == null) throw new TypeError(`sign: Expected valid message, not \"${message}\"`);\n this.m = ensureBytes(message);\n const { x, scalar } = this.getScalar(normalizePrivateKey(privateKey));\n this.px = x;\n this.d = scalar;\n this.rand = ensureBytes(auxRand);\n if (this.rand.length !== 32) throw new TypeError(\"sign: Expected 32 bytes of aux randomness\");\n }\n getScalar(priv) {\n const point = Point.fromPrivateKey(priv);\n const scalar = point.hasEvenY() ? priv : CURVE.n - priv;\n return {\n point,\n scalar,\n x: point.toRawX()\n };\n }\n initNonce(d, t0h) {\n return numTo32b(d ^ bytesToNumber(t0h));\n }\n finalizeNonce(k0h) {\n const k0 = mod(bytesToNumber(k0h), CURVE.n);\n if (k0 === _0n) throw new Error(\"sign: Creation of signature failed. k is zero\");\n const { point: R, x: rx, scalar: k } = this.getScalar(k0);\n return {\n R,\n rx,\n k\n };\n }\n finalizeSig(R, k, e, d) {\n return new SchnorrSignature(R.x, mod(k + e * d, CURVE.n)).toRawBytes();\n }\n error() {\n throw new Error(\"sign: Invalid signature produced\");\n }\n async calc() {\n const { m, d, px, rand } = this;\n const tag = utils.taggedHash;\n const t = this.initNonce(d, await tag(TAGS.aux, rand));\n const { R, rx, k } = this.finalizeNonce(await tag(TAGS.nonce, t, px, m));\n const e = schnorrChallengeFinalize(await tag(TAGS.challenge, rx, px, m));\n const sig = this.finalizeSig(R, k, e, d);\n if (!await schnorrVerify(sig, m, px)) this.error();\n return sig;\n }\n calcSync() {\n const { m, d, px, rand } = this;\n const tag = utils.taggedHashSync;\n const t = this.initNonce(d, tag(TAGS.aux, rand));\n const { R, rx, k } = this.finalizeNonce(tag(TAGS.nonce, t, px, m));\n const e = schnorrChallengeFinalize(tag(TAGS.challenge, rx, px, m));\n const sig = this.finalizeSig(R, k, e, d);\n if (!schnorrVerifySync(sig, m, px)) this.error();\n return sig;\n }\n}\nasync function schnorrSign(msg, privKey, auxRand) {\n return new InternalSchnorrSignature(msg, privKey, auxRand).calc();\n}\nfunction schnorrSignSync(msg, privKey, auxRand) {\n return new InternalSchnorrSignature(msg, privKey, auxRand).calcSync();\n}\nfunction initSchnorrVerify(signature, message, publicKey) {\n const raw = signature instanceof SchnorrSignature;\n const sig = raw ? signature : SchnorrSignature.fromHex(signature);\n if (raw) sig.assertValidity();\n return {\n ...sig,\n m: ensureBytes(message),\n P: normalizePublicKey(publicKey)\n };\n}\nfunction finalizeSchnorrVerify(r, P, s, e) {\n const R = Point.BASE.multiplyAndAddUnsafe(P, normalizePrivateKey(s), mod(-e, CURVE.n));\n if (!R || !R.hasEvenY() || R.x !== r) return false;\n return true;\n}\nasync function schnorrVerify(signature, message, publicKey) {\n try {\n const { r, s, m, P } = initSchnorrVerify(signature, message, publicKey);\n const e = schnorrChallengeFinalize(await utils.taggedHash(TAGS.challenge, numTo32b(r), P.toRawX(), m));\n return finalizeSchnorrVerify(r, P, s, e);\n } catch (error) {\n return false;\n }\n}\nfunction schnorrVerifySync(signature, message, publicKey) {\n try {\n const { r, s, m, P } = initSchnorrVerify(signature, message, publicKey);\n const e = schnorrChallengeFinalize(utils.taggedHashSync(TAGS.challenge, numTo32b(r), P.toRawX(), m));\n return finalizeSchnorrVerify(r, P, s, e);\n } catch (error) {\n if (error instanceof ShaError) throw error;\n return false;\n }\n}\nconst schnorr = {\n Signature: SchnorrSignature,\n getPublicKey: schnorrGetPublicKey,\n sign: schnorrSign,\n verify: schnorrVerify,\n signSync: schnorrSignSync,\n verifySync: schnorrVerifySync\n};\nPoint.BASE._setWindowSize(8);\nconst crypto = {\n node: /*#__PURE__*/ (crypto__WEBPACK_IMPORTED_MODULE_0___namespace_cache || (crypto__WEBPACK_IMPORTED_MODULE_0___namespace_cache = __webpack_require__.t(crypto__WEBPACK_IMPORTED_MODULE_0__, 2))),\n web: typeof self === \"object\" && \"crypto\" in self ? self.crypto : undefined\n};\nconst TAGS = {\n challenge: \"BIP0340/challenge\",\n aux: \"BIP0340/aux\",\n nonce: \"BIP0340/nonce\"\n};\nconst TAGGED_HASH_PREFIXES = {};\nconst utils = {\n bytesToHex,\n hexToBytes,\n concatBytes,\n mod,\n invert,\n isValidPrivateKey (privateKey) {\n try {\n normalizePrivateKey(privateKey);\n return true;\n } catch (error) {\n return false;\n }\n },\n _bigintTo32Bytes: numTo32b,\n _normalizePrivateKey: normalizePrivateKey,\n hashToPrivateKey: (hash)=>{\n hash = ensureBytes(hash);\n const minLen = groupLen + 8;\n if (hash.length < minLen || hash.length > 1024) {\n throw new Error(`Expected valid bytes of private key as per FIPS 186`);\n }\n const num = mod(bytesToNumber(hash), CURVE.n - _1n) + _1n;\n return numTo32b(num);\n },\n randomBytes: (bytesLength = 32)=>{\n if (crypto.web) {\n return crypto.web.getRandomValues(new Uint8Array(bytesLength));\n } else if (crypto.node) {\n const { randomBytes } = crypto.node;\n return Uint8Array.from(randomBytes(bytesLength));\n } else {\n throw new Error(\"The environment doesn't have randomBytes function\");\n }\n },\n randomPrivateKey: ()=>utils.hashToPrivateKey(utils.randomBytes(groupLen + 8)),\n precompute (windowSize = 8, point = Point.BASE) {\n const cached = point === Point.BASE ? point : new Point(point.x, point.y);\n cached._setWindowSize(windowSize);\n cached.multiply(_3n);\n return cached;\n },\n sha256: async (...messages)=>{\n if (crypto.web) {\n const buffer = await crypto.web.subtle.digest(\"SHA-256\", concatBytes(...messages));\n return new Uint8Array(buffer);\n } else if (crypto.node) {\n const { createHash } = crypto.node;\n const hash = createHash(\"sha256\");\n messages.forEach((m)=>hash.update(m));\n return Uint8Array.from(hash.digest());\n } else {\n throw new Error(\"The environment doesn't have sha256 function\");\n }\n },\n hmacSha256: async (key, ...messages)=>{\n if (crypto.web) {\n const ckey = await crypto.web.subtle.importKey(\"raw\", key, {\n name: \"HMAC\",\n hash: {\n name: \"SHA-256\"\n }\n }, false, [\n \"sign\"\n ]);\n const message = concatBytes(...messages);\n const buffer = await crypto.web.subtle.sign(\"HMAC\", ckey, message);\n return new Uint8Array(buffer);\n } else if (crypto.node) {\n const { createHmac } = crypto.node;\n const hash = createHmac(\"sha256\", key);\n messages.forEach((m)=>hash.update(m));\n return Uint8Array.from(hash.digest());\n } else {\n throw new Error(\"The environment doesn't have hmac-sha256 function\");\n }\n },\n sha256Sync: undefined,\n hmacSha256Sync: undefined,\n taggedHash: async (tag, ...messages)=>{\n let tagP = TAGGED_HASH_PREFIXES[tag];\n if (tagP === undefined) {\n const tagH = await utils.sha256(Uint8Array.from(tag, 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noble-secp256k1 - MIT License (c) 2019 Paul Miller (paulmillr.com) */\nimport * as nodeCrypto from 'crypto';\nconst _0n = BigInt(0);\nconst _1n = BigInt(1);\nconst _2n = BigInt(2);\nconst _3n = BigInt(3);\nconst _8n = BigInt(8);\nconst CURVE = Object.freeze({\n    a: _0n,\n    b: BigInt(7),\n    P: BigInt('0xfffffffffffffffffffffffffffffffffffffffffffffffffffffffefffffc2f'),\n    n: BigInt('0xfffffffffffffffffffffffffffffffebaaedce6af48a03bbfd25e8cd0364141'),\n    h: _1n,\n    Gx: BigInt('55066263022277343669578718895168534326250603453777594175500187360389116729240'),\n    Gy: BigInt('32670510020758816978083085130507043184471273380659243275938904335757337482424'),\n    beta: BigInt('0x7ae96a2b657c07106e64479eac3434e99cf0497512f58995c1396c28719501ee'),\n});\nconst divNearest = (a, b) => (a + b / _2n) / b;\nconst endo = {\n    beta: BigInt('0x7ae96a2b657c07106e64479eac3434e99cf0497512f58995c1396c28719501ee'),\n    splitScalar(k) {\n        const { n } = CURVE;\n        const a1 = BigInt('0x3086d221a7d46bcde86c90e49284eb15');\n        const b1 = -_1n * BigInt('0xe4437ed6010e88286f547fa90abfe4c3');\n        const a2 = BigInt('0x114ca50f7a8e2f3f657c1108d9d44cfd8');\n        const b2 = a1;\n        const POW_2_128 = BigInt('0x100000000000000000000000000000000');\n        const c1 = divNearest(b2 * k, n);\n        const c2 = divNearest(-b1 * k, n);\n        let k1 = mod(k - c1 * a1 - c2 * a2, n);\n        let k2 = mod(-c1 * b1 - c2 * b2, n);\n        const k1neg = k1 > POW_2_128;\n        const k2neg = k2 > POW_2_128;\n        if (k1neg)\n            k1 = n - k1;\n        if (k2neg)\n            k2 = n - k2;\n        if (k1 > POW_2_128 || k2 > POW_2_128) {\n            throw new Error('splitScalarEndo: Endomorphism failed, k=' + k);\n        }\n        return { k1neg, k1, k2neg, k2 };\n    },\n};\nconst fieldLen = 32;\nconst groupLen = 32;\nconst hashLen = 32;\nconst compressedLen = fieldLen + 1;\nconst uncompressedLen = 2 * fieldLen + 1;\nexport { CURVE };\nfunction weierstrass(x) {\n    const { a, b } = CURVE;\n    const x2 = mod(x * x);\n    const x3 = mod(x2 * x);\n    return mod(x3 + a * x + b);\n}\nconst USE_ENDOMORPHISM = CURVE.a === _0n;\nclass ShaError extends Error {\n    constructor(message) {\n        super(message);\n    }\n}\nfunction assertJacPoint(other) {\n    if (!(other instanceof JacobianPoint))\n        throw new TypeError('JacobianPoint expected');\n}\nclass JacobianPoint {\n    constructor(x, y, z) {\n        this.x = x;\n        this.y = y;\n        this.z = z;\n    }\n    static fromAffine(p) {\n        if (!(p instanceof Point)) {\n            throw new TypeError('JacobianPoint#fromAffine: expected Point');\n        }\n        if (p.equals(Point.ZERO))\n            return JacobianPoint.ZERO;\n        return new JacobianPoint(p.x, p.y, _1n);\n    }\n    static toAffineBatch(points) {\n        const toInv = invertBatch(points.map((p) => p.z));\n        return points.map((p, i) => p.toAffine(toInv[i]));\n    }\n    static normalizeZ(points) {\n        return JacobianPoint.toAffineBatch(points).map(JacobianPoint.fromAffine);\n    }\n    equals(other) {\n        assertJacPoint(other);\n        const { x: X1, y: Y1, z: Z1 } = this;\n        const { x: X2, y: Y2, z: Z2 } = other;\n        const Z1Z1 = mod(Z1 * Z1);\n        const Z2Z2 = mod(Z2 * Z2);\n        const U1 = mod(X1 * Z2Z2);\n        const U2 = mod(X2 * Z1Z1);\n        const S1 = mod(mod(Y1 * Z2) * Z2Z2);\n        const S2 = mod(mod(Y2 * Z1) * Z1Z1);\n        return U1 === U2 && S1 === S2;\n    }\n    negate() {\n        return new JacobianPoint(this.x, mod(-this.y), this.z);\n    }\n    double() {\n        const { x: X1, y: Y1, z: Z1 } = this;\n        const A = mod(X1 * X1);\n        const B = mod(Y1 * Y1);\n        const C = mod(B * B);\n        const x1b = X1 + B;\n        const D = mod(_2n * (mod(x1b * x1b) - A - C));\n        const E = mod(_3n * A);\n        const F = mod(E * E);\n        const X3 = mod(F - _2n * D);\n        const Y3 = mod(E * (D - X3) - _8n * C);\n        const Z3 = mod(_2n * Y1 * Z1);\n        return new JacobianPoint(X3, Y3, Z3);\n    }\n    add(other) {\n        assertJacPoint(other);\n        const { x: X1, y: Y1, z: Z1 } = this;\n        const { x: X2, y: Y2, z: Z2 } = other;\n        if (X2 === _0n || Y2 === _0n)\n            return this;\n        if (X1 === _0n || Y1 === _0n)\n            return other;\n        const Z1Z1 = mod(Z1 * Z1);\n        const Z2Z2 = mod(Z2 * Z2);\n        const U1 = mod(X1 * Z2Z2);\n        const U2 = mod(X2 * Z1Z1);\n        const S1 = mod(mod(Y1 * Z2) * Z2Z2);\n        const S2 = mod(mod(Y2 * Z1) * Z1Z1);\n        const H = mod(U2 - U1);\n        const r = mod(S2 - S1);\n        if (H === _0n) {\n            if (r === _0n) {\n                return this.double();\n            }\n            else {\n                return JacobianPoint.ZERO;\n            }\n        }\n        const HH = mod(H * H);\n        const HHH = mod(H * HH);\n        const V = mod(U1 * HH);\n        const X3 = mod(r * r - HHH - _2n * V);\n        const Y3 = mod(r * (V - X3) - S1 * HHH);\n        const Z3 = mod(Z1 * Z2 * H);\n        return new JacobianPoint(X3, Y3, Z3);\n    }\n    subtract(other) {\n        return this.add(other.negate());\n    }\n    multiplyUnsafe(scalar) {\n        const P0 = JacobianPoint.ZERO;\n        if (typeof scalar === 'bigint' && scalar === _0n)\n            return P0;\n        let n = normalizeScalar(scalar);\n        if (n === _1n)\n            return this;\n        if (!USE_ENDOMORPHISM) {\n            let p = P0;\n            let d = this;\n            while (n > _0n) {\n                if (n & _1n)\n                    p = p.add(d);\n                d = d.double();\n                n >>= _1n;\n            }\n            return p;\n        }\n        let { k1neg, k1, k2neg, k2 } = endo.splitScalar(n);\n        let k1p = P0;\n        let k2p = P0;\n        let d = this;\n        while (k1 > _0n || k2 > _0n) {\n            if (k1 & _1n)\n                k1p = k1p.add(d);\n            if (k2 & _1n)\n                k2p = k2p.add(d);\n            d = d.double();\n            k1 >>= _1n;\n            k2 >>= _1n;\n        }\n        if (k1neg)\n            k1p = k1p.negate();\n        if (k2neg)\n            k2p = k2p.negate();\n        k2p = new JacobianPoint(mod(k2p.x * endo.beta), k2p.y, k2p.z);\n        return k1p.add(k2p);\n    }\n    precomputeWindow(W) {\n        const windows = USE_ENDOMORPHISM ? 128 / W + 1 : 256 / W + 1;\n        const points = [];\n        let p = this;\n        let base = p;\n        for (let window = 0; window < windows; window++) {\n            base = p;\n            points.push(base);\n            for (let i = 1; i < 2 ** (W - 1); i++) {\n                base = base.add(p);\n                points.push(base);\n            }\n            p = base.double();\n        }\n        return points;\n    }\n    wNAF(n, affinePoint) {\n        if (!affinePoint && this.equals(JacobianPoint.BASE))\n            affinePoint = Point.BASE;\n        const W = (affinePoint && affinePoint._WINDOW_SIZE) || 1;\n        if (256 % W) {\n            throw new Error('Point#wNAF: Invalid precomputation window, must be power of 2');\n        }\n        let precomputes = affinePoint && pointPrecomputes.get(affinePoint);\n        if (!precomputes) {\n            precomputes = this.precomputeWindow(W);\n            if (affinePoint && W !== 1) {\n                precomputes = JacobianPoint.normalizeZ(precomputes);\n                pointPrecomputes.set(affinePoint, precomputes);\n            }\n        }\n        let p = JacobianPoint.ZERO;\n        let f = JacobianPoint.BASE;\n        const windows = 1 + (USE_ENDOMORPHISM ? 128 / W : 256 / W);\n        const windowSize = 2 ** (W - 1);\n        const mask = BigInt(2 ** W - 1);\n        const maxNumber = 2 ** W;\n        const shiftBy = BigInt(W);\n        for (let window = 0; window < windows; window++) {\n            const offset = window * windowSize;\n            let wbits = Number(n & mask);\n            n >>= shiftBy;\n            if (wbits > windowSize) {\n                wbits -= maxNumber;\n                n += _1n;\n            }\n            const offset1 = offset;\n            const offset2 = offset + Math.abs(wbits) - 1;\n            const cond1 = window % 2 !== 0;\n            const cond2 = wbits < 0;\n            if (wbits === 0) {\n                f = f.add(constTimeNegate(cond1, precomputes[offset1]));\n            }\n            else {\n                p = p.add(constTimeNegate(cond2, precomputes[offset2]));\n            }\n        }\n        return { p, f };\n    }\n    multiply(scalar, affinePoint) {\n        let n = normalizeScalar(scalar);\n        let point;\n        let fake;\n        if (USE_ENDOMORPHISM) {\n            const { k1neg, k1, k2neg, k2 } = endo.splitScalar(n);\n            let { p: k1p, f: f1p } = this.wNAF(k1, affinePoint);\n            let { p: k2p, f: f2p } = this.wNAF(k2, affinePoint);\n            k1p = constTimeNegate(k1neg, k1p);\n            k2p = constTimeNegate(k2neg, k2p);\n            k2p = new JacobianPoint(mod(k2p.x * endo.beta), k2p.y, k2p.z);\n            point = k1p.add(k2p);\n            fake = f1p.add(f2p);\n        }\n        else {\n            const { p, f } = this.wNAF(n, affinePoint);\n            point = p;\n            fake = f;\n        }\n        return JacobianPoint.normalizeZ([point, fake])[0];\n    }\n    toAffine(invZ) {\n        const { x, y, z } = this;\n        const is0 = this.equals(JacobianPoint.ZERO);\n        if (invZ == null)\n            invZ = is0 ? _8n : invert(z);\n        const iz1 = invZ;\n        const iz2 = mod(iz1 * iz1);\n        const iz3 = mod(iz2 * iz1);\n        const ax = mod(x * iz2);\n        const ay = mod(y * iz3);\n        const zz = mod(z * iz1);\n        if (is0)\n            return Point.ZERO;\n        if (zz !== _1n)\n            throw new Error('invZ was invalid');\n        return new Point(ax, ay);\n    }\n}\nJacobianPoint.BASE = new JacobianPoint(CURVE.Gx, CURVE.Gy, _1n);\nJacobianPoint.ZERO = new JacobianPoint(_0n, _1n, _0n);\nfunction constTimeNegate(condition, item) {\n    const neg = item.negate();\n    return condition ? neg : item;\n}\nconst pointPrecomputes = new WeakMap();\nexport class Point {\n    constructor(x, y) {\n        this.x = x;\n        this.y = y;\n    }\n    _setWindowSize(windowSize) {\n        this._WINDOW_SIZE = windowSize;\n        pointPrecomputes.delete(this);\n    }\n    hasEvenY() {\n        return this.y % _2n === _0n;\n    }\n    static fromCompressedHex(bytes) {\n        const isShort = bytes.length === 32;\n        const x = bytesToNumber(isShort ? bytes : bytes.subarray(1));\n        if (!isValidFieldElement(x))\n            throw new Error('Point is not on curve');\n        const y2 = weierstrass(x);\n        let y = sqrtMod(y2);\n        const isYOdd = (y & _1n) === _1n;\n        if (isShort) {\n            if (isYOdd)\n                y = mod(-y);\n        }\n        else {\n            const isFirstByteOdd = (bytes[0] & 1) === 1;\n            if (isFirstByteOdd !== isYOdd)\n                y = mod(-y);\n        }\n        const point = new Point(x, y);\n        point.assertValidity();\n        return point;\n    }\n    static fromUncompressedHex(bytes) {\n        const x = bytesToNumber(bytes.subarray(1, fieldLen + 1));\n        const y = bytesToNumber(bytes.subarray(fieldLen + 1, fieldLen * 2 + 1));\n        const point = new Point(x, y);\n        point.assertValidity();\n        return point;\n    }\n    static fromHex(hex) {\n        const bytes = ensureBytes(hex);\n        const len = bytes.length;\n        const header = bytes[0];\n        if (len === fieldLen)\n            return this.fromCompressedHex(bytes);\n        if (len === compressedLen && (header === 0x02 || header === 0x03)) {\n            return this.fromCompressedHex(bytes);\n        }\n        if (len === uncompressedLen && header === 0x04)\n            return this.fromUncompressedHex(bytes);\n        throw new Error(`Point.fromHex: received invalid point. Expected 32-${compressedLen} compressed bytes or ${uncompressedLen} uncompressed bytes, not ${len}`);\n    }\n    static fromPrivateKey(privateKey) {\n        return Point.BASE.multiply(normalizePrivateKey(privateKey));\n    }\n    static fromSignature(msgHash, signature, recovery) {\n        const { r, s } = normalizeSignature(signature);\n        if (![0, 1, 2, 3].includes(recovery))\n            throw new Error('Cannot recover: invalid recovery bit');\n        const h = truncateHash(ensureBytes(msgHash));\n        const { n } = CURVE;\n        const radj = recovery === 2 || recovery === 3 ? r + n : r;\n        const rinv = invert(radj, n);\n        const u1 = mod(-h * rinv, n);\n        const u2 = mod(s * rinv, n);\n        const prefix = recovery & 1 ? '03' : '02';\n        const R = Point.fromHex(prefix + numTo32bStr(radj));\n        const Q = Point.BASE.multiplyAndAddUnsafe(R, u1, u2);\n        if (!Q)\n            throw new Error('Cannot recover signature: point at infinify');\n        Q.assertValidity();\n        return Q;\n    }\n    toRawBytes(isCompressed = false) {\n        return hexToBytes(this.toHex(isCompressed));\n    }\n    toHex(isCompressed = false) {\n        const x = numTo32bStr(this.x);\n        if (isCompressed) {\n            const prefix = this.hasEvenY() ? '02' : '03';\n            return `${prefix}${x}`;\n        }\n        else {\n            return `04${x}${numTo32bStr(this.y)}`;\n        }\n    }\n    toHexX() {\n        return this.toHex(true).slice(2);\n    }\n    toRawX() {\n        return this.toRawBytes(true).slice(1);\n    }\n    assertValidity() {\n        const msg = 'Point is not on elliptic curve';\n        const { x, y } = this;\n        if (!isValidFieldElement(x) || !isValidFieldElement(y))\n            throw new Error(msg);\n        const left = mod(y * y);\n        const right = weierstrass(x);\n        if (mod(left - right) !== _0n)\n            throw new Error(msg);\n    }\n    equals(other) {\n        return this.x === other.x && this.y === other.y;\n    }\n    negate() {\n        return new Point(this.x, mod(-this.y));\n    }\n    double() {\n        return JacobianPoint.fromAffine(this).double().toAffine();\n    }\n    add(other) {\n        return JacobianPoint.fromAffine(this).add(JacobianPoint.fromAffine(other)).toAffine();\n    }\n    subtract(other) {\n        return this.add(other.negate());\n    }\n    multiply(scalar) {\n        return JacobianPoint.fromAffine(this).multiply(scalar, this).toAffine();\n    }\n    multiplyAndAddUnsafe(Q, a, b) {\n        const P = JacobianPoint.fromAffine(this);\n        const aP = a === _0n || a === _1n || this !== Point.BASE ? P.multiplyUnsafe(a) : P.multiply(a);\n        const bQ = JacobianPoint.fromAffine(Q).multiplyUnsafe(b);\n        const sum = aP.add(bQ);\n        return sum.equals(JacobianPoint.ZERO) ? undefined : sum.toAffine();\n    }\n}\nPoint.BASE = new Point(CURVE.Gx, CURVE.Gy);\nPoint.ZERO = new Point(_0n, _0n);\nfunction sliceDER(s) {\n    return Number.parseInt(s[0], 16) >= 8 ? '00' + s : s;\n}\nfunction parseDERInt(data) {\n    if (data.length < 2 || data[0] !== 0x02) {\n        throw new Error(`Invalid signature integer tag: ${bytesToHex(data)}`);\n    }\n    const len = data[1];\n    const res = data.subarray(2, len + 2);\n    if (!len || res.length !== len) {\n        throw new Error(`Invalid signature integer: wrong length`);\n    }\n    if (res[0] === 0x00 && res[1] <= 0x7f) {\n        throw new Error('Invalid signature integer: trailing length');\n    }\n    return { data: bytesToNumber(res), left: data.subarray(len + 2) };\n}\nfunction parseDERSignature(data) {\n    if (data.length < 2 || data[0] != 0x30) {\n        throw new Error(`Invalid signature tag: ${bytesToHex(data)}`);\n    }\n    if (data[1] !== data.length - 2) {\n        throw new Error('Invalid signature: incorrect length');\n    }\n    const { data: r, left: sBytes } = parseDERInt(data.subarray(2));\n    const { data: s, left: rBytesLeft } = parseDERInt(sBytes);\n    if (rBytesLeft.length) {\n        throw new Error(`Invalid signature: left bytes after parsing: ${bytesToHex(rBytesLeft)}`);\n    }\n    return { r, s };\n}\nexport class Signature {\n    constructor(r, s) {\n        this.r = r;\n        this.s = s;\n        this.assertValidity();\n    }\n    static fromCompact(hex) {\n        const arr = hex instanceof Uint8Array;\n        const name = 'Signature.fromCompact';\n        if (typeof hex !== 'string' && !arr)\n            throw new TypeError(`${name}: Expected string or Uint8Array`);\n        const str = arr ? bytesToHex(hex) : hex;\n        if (str.length !== 128)\n            throw new Error(`${name}: Expected 64-byte hex`);\n        return new Signature(hexToNumber(str.slice(0, 64)), hexToNumber(str.slice(64, 128)));\n    }\n    static fromDER(hex) {\n        const arr = hex instanceof Uint8Array;\n        if (typeof hex !== 'string' && !arr)\n            throw new TypeError(`Signature.fromDER: Expected string or Uint8Array`);\n        const { r, s } = parseDERSignature(arr ? hex : hexToBytes(hex));\n        return new Signature(r, s);\n    }\n    static fromHex(hex) {\n        return this.fromDER(hex);\n    }\n    assertValidity() {\n        const { r, s } = this;\n        if (!isWithinCurveOrder(r))\n            throw new Error('Invalid Signature: r must be 0 < r < n');\n        if (!isWithinCurveOrder(s))\n            throw new Error('Invalid Signature: s must be 0 < s < n');\n    }\n    hasHighS() {\n        const HALF = CURVE.n >> _1n;\n        return this.s > HALF;\n    }\n    normalizeS() {\n        return this.hasHighS() ? new Signature(this.r, mod(-this.s, CURVE.n)) : this;\n    }\n    toDERRawBytes() {\n        return hexToBytes(this.toDERHex());\n    }\n    toDERHex() {\n        const sHex = sliceDER(numberToHexUnpadded(this.s));\n        const rHex = sliceDER(numberToHexUnpadded(this.r));\n        const sHexL = sHex.length / 2;\n        const rHexL = rHex.length / 2;\n        const sLen = numberToHexUnpadded(sHexL);\n        const rLen = numberToHexUnpadded(rHexL);\n        const length = numberToHexUnpadded(rHexL + sHexL + 4);\n        return `30${length}02${rLen}${rHex}02${sLen}${sHex}`;\n    }\n    toRawBytes() {\n        return this.toDERRawBytes();\n    }\n    toHex() {\n        return this.toDERHex();\n    }\n    toCompactRawBytes() {\n        return hexToBytes(this.toCompactHex());\n    }\n    toCompactHex() {\n        return numTo32bStr(this.r) + numTo32bStr(this.s);\n    }\n}\nfunction concatBytes(...arrays) {\n    if (!arrays.every((b) => b instanceof Uint8Array))\n        throw new Error('Uint8Array list expected');\n    if (arrays.length === 1)\n        return arrays[0];\n    const length = arrays.reduce((a, arr) => a + arr.length, 0);\n    const result = new Uint8Array(length);\n    for (let i = 0, pad = 0; i < arrays.length; i++) {\n        const arr = arrays[i];\n        result.set(arr, pad);\n        pad += arr.length;\n    }\n    return result;\n}\nconst hexes = Array.from({ length: 256 }, (v, i) => i.toString(16).padStart(2, '0'));\nfunction bytesToHex(uint8a) {\n    if (!(uint8a instanceof Uint8Array))\n        throw new Error('Expected Uint8Array');\n    let hex = '';\n    for (let i = 0; i < uint8a.length; i++) {\n        hex += hexes[uint8a[i]];\n    }\n    return hex;\n}\nconst POW_2_256 = BigInt('0x10000000000000000000000000000000000000000000000000000000000000000');\nfunction numTo32bStr(num) {\n    if (typeof num !== 'bigint')\n        throw new Error('Expected bigint');\n    if (!(_0n <= num && num < POW_2_256))\n        throw new Error('Expected number 0 <= n < 2^256');\n    return num.toString(16).padStart(64, '0');\n}\nfunction numTo32b(num) {\n    const b = hexToBytes(numTo32bStr(num));\n    if (b.length !== 32)\n        throw new Error('Error: expected 32 bytes');\n    return b;\n}\nfunction numberToHexUnpadded(num) {\n    const hex = num.toString(16);\n    return hex.length & 1 ? `0${hex}` : hex;\n}\nfunction hexToNumber(hex) {\n    if (typeof hex !== 'string') {\n        throw new TypeError('hexToNumber: expected string, got ' + typeof hex);\n    }\n    return BigInt(`0x${hex}`);\n}\nfunction hexToBytes(hex) {\n    if (typeof hex !== 'string') {\n        throw new TypeError('hexToBytes: expected string, got ' + typeof hex);\n    }\n    if (hex.length % 2)\n        throw new Error('hexToBytes: received invalid unpadded hex' + hex.length);\n    const array = new Uint8Array(hex.length / 2);\n    for (let i = 0; i < array.length; i++) {\n        const j = i * 2;\n        const hexByte = hex.slice(j, j + 2);\n        const byte = Number.parseInt(hexByte, 16);\n        if (Number.isNaN(byte) || byte < 0)\n            throw new Error('Invalid byte sequence');\n        array[i] = byte;\n    }\n    return array;\n}\nfunction bytesToNumber(bytes) {\n    return hexToNumber(bytesToHex(bytes));\n}\nfunction ensureBytes(hex) {\n    return hex instanceof Uint8Array ? Uint8Array.from(hex) : hexToBytes(hex);\n}\nfunction normalizeScalar(num) {\n    if (typeof num === 'number' && Number.isSafeInteger(num) && num > 0)\n        return BigInt(num);\n    if (typeof num === 'bigint' && isWithinCurveOrder(num))\n        return num;\n    throw new TypeError('Expected valid private scalar: 0 < scalar < curve.n');\n}\nfunction mod(a, b = CURVE.P) {\n    const result = a % b;\n    return result >= _0n ? result : b + result;\n}\nfunction pow2(x, power) {\n    const { P } = CURVE;\n    let res = x;\n    while (power-- > _0n) {\n        res *= res;\n        res %= P;\n    }\n    return res;\n}\nfunction sqrtMod(x) {\n    const { P } = CURVE;\n    const _6n = BigInt(6);\n    const _11n = BigInt(11);\n    const _22n = BigInt(22);\n    const _23n = BigInt(23);\n    const _44n = BigInt(44);\n    const _88n = BigInt(88);\n    const b2 = (x * x * x) % P;\n    const b3 = (b2 * b2 * x) % P;\n    const b6 = (pow2(b3, _3n) * b3) % P;\n    const b9 = (pow2(b6, _3n) * b3) % P;\n    const b11 = (pow2(b9, _2n) * b2) % P;\n    const b22 = (pow2(b11, _11n) * b11) % P;\n    const b44 = (pow2(b22, _22n) * b22) % P;\n    const b88 = (pow2(b44, _44n) * b44) % P;\n    const b176 = (pow2(b88, _88n) * b88) % P;\n    const b220 = (pow2(b176, _44n) * b44) % P;\n    const b223 = (pow2(b220, _3n) * b3) % P;\n    const t1 = (pow2(b223, _23n) * b22) % P;\n    const t2 = (pow2(t1, _6n) * b2) % P;\n    const rt = pow2(t2, _2n);\n    const xc = (rt * rt) % P;\n    if (xc !== x)\n        throw new Error('Cannot find square root');\n    return rt;\n}\nfunction invert(number, modulo = CURVE.P) {\n    if (number === _0n || modulo <= _0n) {\n        throw new Error(`invert: expected positive integers, got n=${number} mod=${modulo}`);\n    }\n    let a = mod(number, modulo);\n    let b = modulo;\n    let x = _0n, y = _1n, u = _1n, v = _0n;\n    while (a !== _0n) {\n        const q = b / a;\n        const r = b % a;\n        const m = x - u * q;\n        const n = y - v * q;\n        b = a, a = r, x = u, y = v, u = m, v = n;\n    }\n    const gcd = b;\n    if (gcd !== _1n)\n        throw new Error('invert: does not exist');\n    return mod(x, modulo);\n}\nfunction invertBatch(nums, p = CURVE.P) {\n    const scratch = new Array(nums.length);\n    const lastMultiplied = nums.reduce((acc, num, i) => {\n        if (num === _0n)\n            return acc;\n        scratch[i] = acc;\n        return mod(acc * num, p);\n    }, _1n);\n    const inverted = invert(lastMultiplied, p);\n    nums.reduceRight((acc, num, i) => {\n        if (num === _0n)\n            return acc;\n        scratch[i] = mod(acc * scratch[i], p);\n        return mod(acc * num, p);\n    }, inverted);\n    return scratch;\n}\nfunction bits2int_2(bytes) {\n    const delta = bytes.length * 8 - groupLen * 8;\n    const num = bytesToNumber(bytes);\n    return delta > 0 ? num >> BigInt(delta) : num;\n}\nfunction truncateHash(hash, truncateOnly = false) {\n    const h = bits2int_2(hash);\n    if (truncateOnly)\n        return h;\n    const { n } = CURVE;\n    return h >= n ? h - n : h;\n}\nlet _sha256Sync;\nlet _hmacSha256Sync;\nclass HmacDrbg {\n    constructor(hashLen, qByteLen) {\n        this.hashLen = hashLen;\n        this.qByteLen = qByteLen;\n        if (typeof hashLen !== 'number' || hashLen < 2)\n            throw new Error('hashLen must be a number');\n        if (typeof qByteLen !== 'number' || qByteLen < 2)\n            throw new Error('qByteLen must be a number');\n        this.v = new Uint8Array(hashLen).fill(1);\n        this.k = new Uint8Array(hashLen).fill(0);\n        this.counter = 0;\n    }\n    hmac(...values) {\n        return utils.hmacSha256(this.k, ...values);\n    }\n    hmacSync(...values) {\n        return _hmacSha256Sync(this.k, ...values);\n    }\n    checkSync() {\n        if (typeof _hmacSha256Sync !== 'function')\n            throw new ShaError('hmacSha256Sync needs to be set');\n    }\n    incr() {\n        if (this.counter >= 1000)\n            throw new Error('Tried 1,000 k values for sign(), all were invalid');\n        this.counter += 1;\n    }\n    async reseed(seed = new Uint8Array()) {\n        this.k = await this.hmac(this.v, Uint8Array.from([0x00]), seed);\n        this.v = await this.hmac(this.v);\n        if (seed.length === 0)\n            return;\n        this.k = await this.hmac(this.v, Uint8Array.from([0x01]), seed);\n        this.v = await this.hmac(this.v);\n    }\n    reseedSync(seed = new Uint8Array()) {\n        this.checkSync();\n        this.k = this.hmacSync(this.v, Uint8Array.from([0x00]), seed);\n        this.v = this.hmacSync(this.v);\n        if (seed.length === 0)\n            return;\n        this.k = this.hmacSync(this.v, Uint8Array.from([0x01]), seed);\n        this.v = this.hmacSync(this.v);\n    }\n    async generate() {\n        this.incr();\n        let len = 0;\n        const out = [];\n        while (len < this.qByteLen) {\n            this.v = await this.hmac(this.v);\n            const sl = this.v.slice();\n            out.push(sl);\n            len += this.v.length;\n        }\n        return concatBytes(...out);\n    }\n    generateSync() {\n        this.checkSync();\n        this.incr();\n        let len = 0;\n        const out = [];\n        while (len < this.qByteLen) {\n            this.v = this.hmacSync(this.v);\n            const sl = this.v.slice();\n            out.push(sl);\n            len += this.v.length;\n        }\n        return concatBytes(...out);\n    }\n}\nfunction isWithinCurveOrder(num) {\n    return _0n < num && num < CURVE.n;\n}\nfunction isValidFieldElement(num) {\n    return _0n < num && num < CURVE.P;\n}\nfunction kmdToSig(kBytes, m, d, lowS = true) {\n    const { n } = CURVE;\n    const k = truncateHash(kBytes, true);\n    if (!isWithinCurveOrder(k))\n        return;\n    const kinv = invert(k, n);\n    const q = Point.BASE.multiply(k);\n    const r = mod(q.x, n);\n    if (r === _0n)\n        return;\n    const s = mod(kinv * mod(m + d * r, n), n);\n    if (s === _0n)\n        return;\n    let sig = new Signature(r, s);\n    let recovery = (q.x === sig.r ? 0 : 2) | Number(q.y & _1n);\n    if (lowS && sig.hasHighS()) {\n        sig = sig.normalizeS();\n        recovery ^= 1;\n    }\n    return { sig, recovery };\n}\nfunction normalizePrivateKey(key) {\n    let num;\n    if (typeof key === 'bigint') {\n        num = key;\n    }\n    else if (typeof key === 'number' && Number.isSafeInteger(key) && key > 0) {\n        num = BigInt(key);\n    }\n    else if (typeof key === 'string') {\n        if (key.length !== 2 * groupLen)\n            throw new Error('Expected 32 bytes of private key');\n        num = hexToNumber(key);\n    }\n    else if (key instanceof Uint8Array) {\n        if (key.length !== groupLen)\n            throw new Error('Expected 32 bytes of private key');\n        num = bytesToNumber(key);\n    }\n    else {\n        throw new TypeError('Expected valid private key');\n    }\n    if (!isWithinCurveOrder(num))\n        throw new Error('Expected private key: 0 < key < n');\n    return num;\n}\nfunction normalizePublicKey(publicKey) {\n    if (publicKey instanceof Point) {\n        publicKey.assertValidity();\n        return publicKey;\n    }\n    else {\n        return Point.fromHex(publicKey);\n    }\n}\nfunction normalizeSignature(signature) {\n    if (signature instanceof Signature) {\n        signature.assertValidity();\n        return signature;\n    }\n    try {\n        return Signature.fromDER(signature);\n    }\n    catch (error) {\n        return Signature.fromCompact(signature);\n    }\n}\nexport function getPublicKey(privateKey, isCompressed = false) {\n    return Point.fromPrivateKey(privateKey).toRawBytes(isCompressed);\n}\nexport function recoverPublicKey(msgHash, signature, recovery, isCompressed = false) {\n    return Point.fromSignature(msgHash, signature, recovery).toRawBytes(isCompressed);\n}\nfunction isProbPub(item) {\n    const arr = item instanceof Uint8Array;\n    const str = typeof item === 'string';\n    const len = (arr || str) && item.length;\n    if (arr)\n        return len === compressedLen || len === uncompressedLen;\n    if (str)\n        return len === compressedLen * 2 || len === uncompressedLen * 2;\n    if (item instanceof Point)\n        return true;\n    return false;\n}\nexport function getSharedSecret(privateA, publicB, isCompressed = false) {\n    if (isProbPub(privateA))\n        throw new TypeError('getSharedSecret: first arg must be private key');\n    if (!isProbPub(publicB))\n        throw new TypeError('getSharedSecret: second arg must be public key');\n    const b = normalizePublicKey(publicB);\n    b.assertValidity();\n    return b.multiply(normalizePrivateKey(privateA)).toRawBytes(isCompressed);\n}\nfunction bits2int(bytes) {\n    const slice = bytes.length > fieldLen ? bytes.slice(0, fieldLen) : bytes;\n    return bytesToNumber(slice);\n}\nfunction bits2octets(bytes) {\n    const z1 = bits2int(bytes);\n    const z2 = mod(z1, CURVE.n);\n    return int2octets(z2 < _0n ? z1 : z2);\n}\nfunction int2octets(num) {\n    return numTo32b(num);\n}\nfunction initSigArgs(msgHash, privateKey, extraEntropy) {\n    if (msgHash == null)\n        throw new Error(`sign: expected valid message hash, not \"${msgHash}\"`);\n    const h1 = ensureBytes(msgHash);\n    const d = normalizePrivateKey(privateKey);\n    const seedArgs = [int2octets(d), bits2octets(h1)];\n    if (extraEntropy != null) {\n        if (extraEntropy === true)\n            extraEntropy = utils.randomBytes(fieldLen);\n        const e = ensureBytes(extraEntropy);\n        if (e.length !== fieldLen)\n            throw new Error(`sign: Expected ${fieldLen} bytes of extra data`);\n        seedArgs.push(e);\n    }\n    const seed = concatBytes(...seedArgs);\n    const m = bits2int(h1);\n    return { seed, m, d };\n}\nfunction finalizeSig(recSig, opts) {\n    const { sig, recovery } = recSig;\n    const { der, recovered } = Object.assign({ canonical: true, der: true }, opts);\n    const hashed = der ? sig.toDERRawBytes() : sig.toCompactRawBytes();\n    return recovered ? [hashed, recovery] : hashed;\n}\nasync function sign(msgHash, privKey, opts = {}) {\n    const { seed, m, d } = initSigArgs(msgHash, privKey, opts.extraEntropy);\n    const drbg = new HmacDrbg(hashLen, groupLen);\n    await drbg.reseed(seed);\n    let sig;\n    while (!(sig = kmdToSig(await drbg.generate(), m, d, opts.canonical)))\n        await drbg.reseed();\n    return finalizeSig(sig, opts);\n}\nfunction signSync(msgHash, privKey, opts = {}) {\n    const { seed, m, d } = initSigArgs(msgHash, privKey, opts.extraEntropy);\n    const drbg = new HmacDrbg(hashLen, groupLen);\n    drbg.reseedSync(seed);\n    let sig;\n    while (!(sig = kmdToSig(drbg.generateSync(), m, d, opts.canonical)))\n        drbg.reseedSync();\n    return finalizeSig(sig, opts);\n}\nexport { sign, signSync };\nconst vopts = { strict: true };\nexport function verify(signature, msgHash, publicKey, opts = vopts) {\n    let sig;\n    try {\n        sig = normalizeSignature(signature);\n        msgHash = ensureBytes(msgHash);\n    }\n    catch (error) {\n        return false;\n    }\n    const { r, s } = sig;\n    if (opts.strict && sig.hasHighS())\n        return false;\n    const h = truncateHash(msgHash);\n    let P;\n    try {\n        P = normalizePublicKey(publicKey);\n    }\n    catch (error) {\n        return false;\n    }\n    const { n } = CURVE;\n    const sinv = invert(s, n);\n    const u1 = mod(h * sinv, n);\n    const u2 = mod(r * sinv, n);\n    const R = Point.BASE.multiplyAndAddUnsafe(P, u1, u2);\n    if (!R)\n        return false;\n    const v = mod(R.x, n);\n    return v === r;\n}\nfunction schnorrChallengeFinalize(ch) {\n    return mod(bytesToNumber(ch), CURVE.n);\n}\nclass SchnorrSignature {\n    constructor(r, s) {\n        this.r = r;\n        this.s = s;\n        this.assertValidity();\n    }\n    static fromHex(hex) {\n        const bytes = ensureBytes(hex);\n        if (bytes.length !== 64)\n            throw new TypeError(`SchnorrSignature.fromHex: expected 64 bytes, not ${bytes.length}`);\n        const r = bytesToNumber(bytes.subarray(0, 32));\n        const s = bytesToNumber(bytes.subarray(32, 64));\n        return new SchnorrSignature(r, s);\n    }\n    assertValidity() {\n        const { r, s } = this;\n        if (!isValidFieldElement(r) || !isWithinCurveOrder(s))\n            throw new Error('Invalid signature');\n    }\n    toHex() {\n        return numTo32bStr(this.r) + numTo32bStr(this.s);\n    }\n    toRawBytes() {\n        return hexToBytes(this.toHex());\n    }\n}\nfunction schnorrGetPublicKey(privateKey) {\n    return Point.fromPrivateKey(privateKey).toRawX();\n}\nclass InternalSchnorrSignature {\n    constructor(message, privateKey, auxRand = utils.randomBytes()) {\n        if (message == null)\n            throw new TypeError(`sign: Expected valid message, not \"${message}\"`);\n        this.m = ensureBytes(message);\n        const { x, scalar } = this.getScalar(normalizePrivateKey(privateKey));\n        this.px = x;\n        this.d = scalar;\n        this.rand = ensureBytes(auxRand);\n        if (this.rand.length !== 32)\n            throw new TypeError('sign: Expected 32 bytes of aux randomness');\n    }\n    getScalar(priv) {\n        const point = Point.fromPrivateKey(priv);\n        const scalar = point.hasEvenY() ? priv : CURVE.n - priv;\n        return { point, scalar, x: point.toRawX() };\n    }\n    initNonce(d, t0h) {\n        return numTo32b(d ^ bytesToNumber(t0h));\n    }\n    finalizeNonce(k0h) {\n        const k0 = mod(bytesToNumber(k0h), CURVE.n);\n        if (k0 === _0n)\n            throw new Error('sign: Creation of signature failed. k is zero');\n        const { point: R, x: rx, scalar: k } = this.getScalar(k0);\n        return { R, rx, k };\n    }\n    finalizeSig(R, k, e, d) {\n        return new SchnorrSignature(R.x, mod(k + e * d, CURVE.n)).toRawBytes();\n    }\n    error() {\n        throw new Error('sign: Invalid signature produced');\n    }\n    async calc() {\n        const { m, d, px, rand } = this;\n        const tag = utils.taggedHash;\n        const t = this.initNonce(d, await tag(TAGS.aux, rand));\n        const { R, rx, k } = this.finalizeNonce(await tag(TAGS.nonce, t, px, m));\n        const e = schnorrChallengeFinalize(await tag(TAGS.challenge, rx, px, m));\n        const sig = this.finalizeSig(R, k, e, d);\n        if (!(await schnorrVerify(sig, m, px)))\n            this.error();\n        return sig;\n    }\n    calcSync() {\n        const { m, d, px, rand } = this;\n        const tag = utils.taggedHashSync;\n        const t = this.initNonce(d, tag(TAGS.aux, rand));\n        const { R, rx, k } = this.finalizeNonce(tag(TAGS.nonce, t, px, m));\n        const e = schnorrChallengeFinalize(tag(TAGS.challenge, rx, px, m));\n        const sig = this.finalizeSig(R, k, e, d);\n        if (!schnorrVerifySync(sig, m, px))\n            this.error();\n        return sig;\n    }\n}\nasync function schnorrSign(msg, privKey, auxRand) {\n    return new InternalSchnorrSignature(msg, privKey, auxRand).calc();\n}\nfunction schnorrSignSync(msg, privKey, auxRand) {\n    return new InternalSchnorrSignature(msg, privKey, auxRand).calcSync();\n}\nfunction initSchnorrVerify(signature, message, publicKey) {\n    const raw = signature instanceof SchnorrSignature;\n    const sig = raw ? signature : SchnorrSignature.fromHex(signature);\n    if (raw)\n        sig.assertValidity();\n    return {\n        ...sig,\n        m: ensureBytes(message),\n        P: normalizePublicKey(publicKey),\n    };\n}\nfunction finalizeSchnorrVerify(r, P, s, e) {\n    const R = Point.BASE.multiplyAndAddUnsafe(P, normalizePrivateKey(s), mod(-e, CURVE.n));\n    if (!R || !R.hasEvenY() || R.x !== r)\n        return false;\n    return true;\n}\nasync function schnorrVerify(signature, message, publicKey) {\n    try {\n        const { r, s, m, P } = initSchnorrVerify(signature, message, publicKey);\n        const e = schnorrChallengeFinalize(await utils.taggedHash(TAGS.challenge, numTo32b(r), P.toRawX(), m));\n        return finalizeSchnorrVerify(r, P, s, e);\n    }\n    catch (error) {\n        return false;\n    }\n}\nfunction schnorrVerifySync(signature, message, publicKey) {\n    try {\n        const { r, s, m, P } = initSchnorrVerify(signature, message, publicKey);\n        const e = schnorrChallengeFinalize(utils.taggedHashSync(TAGS.challenge, numTo32b(r), P.toRawX(), m));\n        return finalizeSchnorrVerify(r, P, s, e);\n    }\n    catch (error) {\n        if (error instanceof ShaError)\n            throw error;\n        return false;\n    }\n}\nexport const schnorr = {\n    Signature: SchnorrSignature,\n    getPublicKey: schnorrGetPublicKey,\n    sign: schnorrSign,\n    verify: schnorrVerify,\n    signSync: schnorrSignSync,\n    verifySync: schnorrVerifySync,\n};\nPoint.BASE._setWindowSize(8);\nconst crypto = {\n    node: nodeCrypto,\n    web: typeof self === 'object' && 'crypto' in self ? self.crypto : undefined,\n};\nconst TAGS = {\n    challenge: 'BIP0340/challenge',\n    aux: 'BIP0340/aux',\n    nonce: 'BIP0340/nonce',\n};\nconst TAGGED_HASH_PREFIXES = {};\nexport const utils = {\n    bytesToHex,\n    hexToBytes,\n    concatBytes,\n    mod,\n    invert,\n    isValidPrivateKey(privateKey) {\n        try {\n            normalizePrivateKey(privateKey);\n            return true;\n        }\n        catch (error) {\n            return false;\n        }\n    },\n    _bigintTo32Bytes: numTo32b,\n    _normalizePrivateKey: normalizePrivateKey,\n    hashToPrivateKey: (hash) => {\n        hash = ensureBytes(hash);\n        const minLen = groupLen + 8;\n        if (hash.length < minLen || hash.length > 1024) {\n            throw new Error(`Expected valid bytes of private key as per FIPS 186`);\n        }\n        const num = mod(bytesToNumber(hash), CURVE.n - _1n) + _1n;\n        return numTo32b(num);\n    },\n    randomBytes: (bytesLength = 32) => {\n        if (crypto.web) {\n            return crypto.web.getRandomValues(new Uint8Array(bytesLength));\n        }\n        else if (crypto.node) {\n            const { randomBytes } = crypto.node;\n            return Uint8Array.from(randomBytes(bytesLength));\n        }\n        else {\n            throw new Error(\"The environment doesn't have randomBytes function\");\n        }\n    },\n    randomPrivateKey: () => utils.hashToPrivateKey(utils.randomBytes(groupLen + 8)),\n    precompute(windowSize = 8, point = Point.BASE) {\n        const cached = point === Point.BASE ? point : new Point(point.x, point.y);\n        cached._setWindowSize(windowSize);\n        cached.multiply(_3n);\n        return cached;\n    },\n    sha256: async (...messages) => {\n        if (crypto.web) {\n            const buffer = await crypto.web.subtle.digest('SHA-256', concatBytes(...messages));\n            return new Uint8Array(buffer);\n        }\n        else if (crypto.node) {\n            const { createHash } = crypto.node;\n            const hash = createHash('sha256');\n            messages.forEach((m) => hash.update(m));\n            return Uint8Array.from(hash.digest());\n        }\n        else {\n            throw new Error(\"The environment doesn't have sha256 function\");\n        }\n    },\n    hmacSha256: async (key, ...messages) => {\n        if (crypto.web) {\n            const ckey = await crypto.web.subtle.importKey('raw', key, { name: 'HMAC', hash: { name: 'SHA-256' } }, false, ['sign']);\n            const message = concatBytes(...messages);\n            const buffer = await crypto.web.subtle.sign('HMAC', ckey, message);\n            return new Uint8Array(buffer);\n        }\n        else if (crypto.node) {\n            const { createHmac } = crypto.node;\n            const hash = createHmac('sha256', key);\n            messages.forEach((m) => hash.update(m));\n            return Uint8Array.from(hash.digest());\n        }\n        else {\n            throw new Error(\"The environment doesn't have hmac-sha256 function\");\n        }\n    },\n    sha256Sync: undefined,\n    hmacSha256Sync: undefined,\n    taggedHash: async (tag, ...messages) => {\n        let tagP = TAGGED_HASH_PREFIXES[tag];\n        if (tagP === undefined) {\n            const tagH = await utils.sha256(Uint8Array.from(tag, (c) => c.charCodeAt(0)));\n            tagP = concatBytes(tagH, tagH);\n            TAGGED_HASH_PREFIXES[tag] = tagP;\n        }\n        return utils.sha256(tagP, ...messages);\n    },\n    taggedHashSync: (tag, ...messages) => {\n        if (typeof _sha256Sync !== 'function')\n            throw new ShaError('sha256Sync is undefined, you need to set it');\n        let tagP = TAGGED_HASH_PREFIXES[tag];\n        if (tagP === undefined) {\n            const tagH = _sha256Sync(Uint8Array.from(tag, (c) => c.charCodeAt(0)));\n            tagP = concatBytes(tagH, tagH);\n            TAGGED_HASH_PREFIXES[tag] = tagP;\n        }\n        return _sha256Sync(tagP, ...messages);\n    },\n    _JacobianPoint: JacobianPoint,\n};\nObject.defineProperties(utils, {\n    sha256Sync: {\n        configurable: false,\n        get() {\n            return _sha256Sync;\n        },\n        set(val) {\n            if (!_sha256Sync)\n                _sha256Sync = val;\n        },\n    },\n    hmacSha256Sync: {\n        configurable: false,\n        get() {\n            return _hmacSha256Sync;\n        },\n        set(val) {\n            if (!_hmacSha256Sync)\n                _hmacSha256Sync = val;\n        },\n    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sourceURL=webpack-internal:///(ssr)/./node_modules/@noble/secp256k1/lib/esm/index.js\n");
/***/ })
};
;
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