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{"dependencies":[{"name":"@stablelib/random","data":{"asyncType":null,"isESMImport":false,"locs":[{"start":{"line":9,"column":17,"index":456},"end":{"line":9,"column":45,"index":484}}],"key":"27lwsu0bxPyiHj7hCe0xZ1iJI2I=","exportNames":["*"],"imports":1}},{"name":"@stablelib/wipe","data":{"asyncType":null,"isESMImport":false,"locs":[{"start":{"line":10,"column":15,"index":501},"end":{"line":10,"column":41,"index":527}}],"key":"TyIdzPP7juhR0JJ+s4X6EUIb7Vg=","exportNames":["*"],"imports":1}}],"output":[{"data":{"code":"__d(function (global, require, _$$_IMPORT_DEFAULT, _$$_IMPORT_ALL, module, exports, _dependencyMap) {\n \"use strict\";\n\n // Copyright (C) 2016 Dmitry Chestnykh\n // MIT License. See LICENSE file for details.\n Object.defineProperty(exports, \"__esModule\", {\n value: true\n });\n exports.sharedKey = exports.generateKeyPair = exports.generateKeyPairFromSeed = exports.scalarMultBase = exports.scalarMult = exports.SHARED_KEY_LENGTH = exports.SECRET_KEY_LENGTH = exports.PUBLIC_KEY_LENGTH = void 0;\n /**\n * Package x25519 implements X25519 key agreement.\n */\n const random_1 = require(_dependencyMap[0], \"@stablelib/random\");\n const wipe_1 = require(_dependencyMap[1], \"@stablelib/wipe\");\n exports.PUBLIC_KEY_LENGTH = 32;\n exports.SECRET_KEY_LENGTH = 32;\n exports.SHARED_KEY_LENGTH = 32;\n // Returns new zero-filled 16-element GF (Float64Array).\n // If passed an array of numbers, prefills the returned\n // array with them.\n //\n // We use Float64Array, because we need 48-bit numbers\n // for this implementation.\n function gf(init) {\n const r = new Float64Array(16);\n if (init) {\n for (let i = 0; i < init.length; i++) {\n r[i] = init[i];\n }\n }\n return r;\n }\n // Base point.\n const _9 = new Uint8Array(32);\n _9[0] = 9;\n const _121665 = gf([0xdb41, 1]);\n function car25519(o) {\n let c = 1;\n for (let i = 0; i < 16; i++) {\n let v = o[i] + c + 65535;\n c = Math.floor(v / 65536);\n o[i] = v - c * 65536;\n }\n o[0] += c - 1 + 37 * (c - 1);\n }\n function sel25519(p, q, b) {\n const c = ~(b - 1);\n for (let i = 0; i < 16; i++) {\n const t = c & (p[i] ^ q[i]);\n p[i] ^= t;\n q[i] ^= t;\n }\n }\n function pack25519(o, n) {\n const m = gf();\n const t = gf();\n for (let i = 0; i < 16; i++) {\n t[i] = n[i];\n }\n car25519(t);\n car25519(t);\n car25519(t);\n for (let j = 0; j < 2; j++) {\n m[0] = t[0] - 0xffed;\n for (let i = 1; i < 15; i++) {\n m[i] = t[i] - 0xffff - (m[i - 1] >> 16 & 1);\n m[i - 1] &= 0xffff;\n }\n m[15] = t[15] - 0x7fff - (m[14] >> 16 & 1);\n const b = m[15] >> 16 & 1;\n m[14] &= 0xffff;\n sel25519(t, m, 1 - b);\n }\n for (let i = 0; i < 16; i++) {\n o[2 * i] = t[i] & 0xff;\n o[2 * i + 1] = t[i] >> 8;\n }\n }\n function unpack25519(o, n) {\n for (let i = 0; i < 16; i++) {\n o[i] = n[2 * i] + (n[2 * i + 1] << 8);\n }\n o[15] &= 0x7fff;\n }\n function add(o, a, b) {\n for (let i = 0; i < 16; i++) {\n o[i] = a[i] + b[i];\n }\n }\n function sub(o, a, b) {\n for (let i = 0; i < 16; i++) {\n o[i] = a[i] - b[i];\n }\n }\n function mul(o, a, b) {\n let v,\n c,\n t0 = 0,\n t1 = 0,\n t2 = 0,\n t3 = 0,\n t4 = 0,\n t5 = 0,\n t6 = 0,\n t7 = 0,\n t8 = 0,\n t9 = 0,\n t10 = 0,\n t11 = 0,\n t12 = 0,\n t13 = 0,\n t14 = 0,\n t15 = 0,\n t16 = 0,\n t17 = 0,\n t18 = 0,\n t19 = 0,\n t20 = 0,\n t21 = 0,\n t22 = 0,\n t23 = 0,\n t24 = 0,\n t25 = 0,\n t26 = 0,\n t27 = 0,\n t28 = 0,\n t29 = 0,\n t30 = 0,\n b0 = b[0],\n b1 = b[1],\n b2 = b[2],\n b3 = b[3],\n b4 = b[4],\n b5 = b[5],\n b6 = b[6],\n b7 = b[7],\n b8 = b[8],\n b9 = b[9],\n b10 = b[10],\n b11 = b[11],\n b12 = b[12],\n b13 = b[13],\n b14 = b[14],\n b15 = b[15];\n v = a[0];\n t0 += v * b0;\n t1 += v * b1;\n t2 += v * b2;\n t3 += v * b3;\n t4 += v * b4;\n t5 += v * b5;\n t6 += v * b6;\n t7 += v * b7;\n t8 += v * b8;\n t9 += v * b9;\n t10 += v * b10;\n t11 += v * b11;\n t12 += v * b12;\n t13 += v * b13;\n t14 += v * b14;\n t15 += v * b15;\n v = a[1];\n t1 += v * b0;\n t2 += v * b1;\n t3 += v * b2;\n t4 += v * b3;\n t5 += v * b4;\n t6 += v * b5;\n t7 += v * b6;\n t8 += v * b7;\n t9 += v * b8;\n t10 += v * b9;\n t11 += v * b10;\n t12 += v * b11;\n t13 += v * b12;\n t14 += v * b13;\n t15 += v * b14;\n t16 += v * b15;\n v = a[2];\n t2 += v * b0;\n t3 += v * b1;\n t4 += v * b2;\n t5 += v * b3;\n t6 += v * b4;\n t7 += v * b5;\n t8 += v * b6;\n t9 += v * b7;\n t10 += v * b8;\n t11 += v * b9;\n t12 += v * b10;\n t13 += v * b11;\n t14 += v * b12;\n t15 += v * b13;\n t16 += v * b14;\n t17 += v * b15;\n v = a[3];\n t3 += v * b0;\n t4 += v * b1;\n t5 += v * b2;\n t6 += v * b3;\n t7 += v * b4;\n t8 += v * b5;\n t9 += v * b6;\n t10 += v * b7;\n t11 += v * b8;\n t12 += v * b9;\n t13 += v * b10;\n t14 += v * b11;\n t15 += v * b12;\n t16 += v * b13;\n t17 += v * b14;\n t18 += v * b15;\n v = a[4];\n t4 += v * b0;\n t5 += v * b1;\n t6 += v * b2;\n t7 += v * b3;\n t8 += v * b4;\n t9 += v * b5;\n t10 += v * b6;\n t11 += v * b7;\n t12 += v * b8;\n t13 += v * b9;\n t14 += v * b10;\n t15 += v * b11;\n t16 += v * b12;\n t17 += v * b13;\n t18 += v * b14;\n t19 += v * b15;\n v = a[5];\n t5 += v * b0;\n t6 += v * b1;\n t7 += v * b2;\n t8 += v * b3;\n t9 += v * b4;\n t10 += v * b5;\n t11 += v * b6;\n t12 += v * b7;\n t13 += v * b8;\n t14 += v * b9;\n t15 += v * b10;\n t16 += v * b11;\n t17 += v * b12;\n t18 += v * b13;\n t19 += v * b14;\n t20 += v * b15;\n v = a[6];\n t6 += v * b0;\n t7 += v * b1;\n t8 += v * b2;\n t9 += v * b3;\n t10 += v * b4;\n t11 += v * b5;\n t12 += v * b6;\n t13 += v * b7;\n t14 += v * b8;\n t15 += v * b9;\n t16 += v * b10;\n t17 += v * b11;\n t18 += v * b12;\n t19 += v * b13;\n t20 += v * b14;\n t21 += v * b15;\n v = a[7];\n t7 += v * b0;\n t8 += v * b1;\n t9 += v * b2;\n t10 += v * b3;\n t11 += v * b4;\n t12 += v * b5;\n t13 += v * b6;\n t14 += v * b7;\n t15 += v * b8;\n t16 += v * b9;\n t17 += v * b10;\n t18 += v * b11;\n t19 += v * b12;\n t20 += v * b13;\n t21 += v * b14;\n t22 += v * b15;\n v = a[8];\n t8 += v * b0;\n t9 += v * b1;\n t10 += v * b2;\n t11 += v * b3;\n t12 += v * b4;\n t13 += v * b5;\n t14 += v * b6;\n t15 += v * b7;\n t16 += v * b8;\n t17 += v * b9;\n t18 += v * b10;\n t19 += v * b11;\n t20 += v * b12;\n t21 += v * b13;\n t22 += v * b14;\n t23 += v * b15;\n v = a[9];\n t9 += v * b0;\n t10 += v * b1;\n t11 += v * b2;\n t12 += v * b3;\n t13 += v * b4;\n t14 += v * b5;\n t15 += v * b6;\n t16 += v * b7;\n t17 += v * b8;\n t18 += v * b9;\n t19 += v * b10;\n t20 += v * b11;\n t21 += v * b12;\n t22 += v * b13;\n t23 += v * b14;\n t24 += v * b15;\n v = a[10];\n t10 += v * b0;\n t11 += v * b1;\n t12 += v * b2;\n t13 += v * b3;\n t14 += v * b4;\n t15 += v * b5;\n t16 += v * b6;\n t17 += v * b7;\n t18 += v * b8;\n t19 += v * b9;\n t20 += v * b10;\n t21 += v * b11;\n t22 += v * b12;\n t23 += v * b13;\n t24 += v * b14;\n t25 += v * b15;\n v = a[11];\n t11 += v * b0;\n t12 += v * b1;\n t13 += v * b2;\n t14 += v * b3;\n t15 += v * b4;\n t16 += v * b5;\n t17 += v * b6;\n t18 += v * b7;\n t19 += v * b8;\n t20 += v * b9;\n t21 += v * b10;\n t22 += v * b11;\n t23 += v * b12;\n t24 += v * b13;\n t25 += v * b14;\n t26 += v * b15;\n v = a[12];\n t12 += v * b0;\n t13 += v * b1;\n t14 += v * b2;\n t15 += v * b3;\n t16 += v * b4;\n t17 += v * b5;\n t18 += v * b6;\n t19 += v * b7;\n t20 += v * b8;\n t21 += v * b9;\n t22 += v * b10;\n t23 += v * b11;\n t24 += v * b12;\n t25 += v * b13;\n t26 += v * b14;\n t27 += v * b15;\n v = a[13];\n t13 += v * b0;\n t14 += v * b1;\n t15 += v * b2;\n t16 += v * b3;\n t17 += v * b4;\n t18 += v * b5;\n t19 += v * b6;\n t20 += v * b7;\n t21 += v * b8;\n t22 += v * b9;\n t23 += v * b10;\n t24 += v * b11;\n t25 += v * b12;\n t26 += v * b13;\n t27 += v * b14;\n t28 += v * b15;\n v = a[14];\n t14 += v * b0;\n t15 += v * b1;\n t16 += v * b2;\n t17 += v * b3;\n t18 += v * b4;\n t19 += v * b5;\n t20 += v * b6;\n t21 += v * b7;\n t22 += v * b8;\n t23 += v * b9;\n t24 += v * b10;\n t25 += v * b11;\n t26 += v * b12;\n t27 += v * b13;\n t28 += v * b14;\n t29 += v * b15;\n v = a[15];\n t15 += v * b0;\n t16 += v * b1;\n t17 += v * b2;\n t18 += v * b3;\n t19 += v * b4;\n t20 += v * b5;\n t21 += v * b6;\n t22 += v * b7;\n t23 += v * b8;\n t24 += v * b9;\n t25 += v * b10;\n t26 += v * b11;\n t27 += v * b12;\n t28 += v * b13;\n t29 += v * b14;\n t30 += v * b15;\n t0 += 38 * t16;\n t1 += 38 * t17;\n t2 += 38 * t18;\n t3 += 38 * t19;\n t4 += 38 * t20;\n t5 += 38 * t21;\n t6 += 38 * t22;\n t7 += 38 * t23;\n t8 += 38 * t24;\n t9 += 38 * t25;\n t10 += 38 * t26;\n t11 += 38 * t27;\n t12 += 38 * t28;\n t13 += 38 * t29;\n t14 += 38 * t30;\n // t15 left as is\n // first car\n c = 1;\n v = t0 + c + 65535;\n c = Math.floor(v / 65536);\n t0 = v - c * 65536;\n v = t1 + c + 65535;\n c = Math.floor(v / 65536);\n t1 = v - c * 65536;\n v = t2 + c + 65535;\n c = Math.floor(v / 65536);\n t2 = v - c * 65536;\n v = t3 + c + 65535;\n c = Math.floor(v / 65536);\n t3 = v - c * 65536;\n v = t4 + c + 65535;\n c = Math.floor(v / 65536);\n t4 = v - c * 65536;\n v = t5 + c + 65535;\n c = Math.floor(v / 65536);\n t5 = v - c * 65536;\n v = t6 + c + 65535;\n c = Math.floor(v / 65536);\n t6 = v - c * 65536;\n v = t7 + c + 65535;\n c = Math.floor(v / 65536);\n t7 = v - c * 65536;\n v = t8 + c + 65535;\n c = Math.floor(v / 65536);\n t8 = v - c * 65536;\n v = t9 + c + 65535;\n c = Math.floor(v / 65536);\n t9 = v - c * 65536;\n v = t10 + c + 65535;\n c = Math.floor(v / 65536);\n t10 = v - c * 65536;\n v = t11 + c + 65535;\n c = Math.floor(v / 65536);\n t11 = v - c * 65536;\n v = t12 + c + 65535;\n c = Math.floor(v / 65536);\n t12 = v - c * 65536;\n v = t13 + c + 65535;\n c = Math.floor(v / 65536);\n t13 = v - c * 65536;\n v = t14 + c + 65535;\n c = Math.floor(v / 65536);\n t14 = v - c * 65536;\n v = t15 + c + 65535;\n c = Math.floor(v / 65536);\n t15 = v - c * 65536;\n t0 += c - 1 + 37 * (c - 1);\n // second car\n c = 1;\n v = t0 + c + 65535;\n c = Math.floor(v / 65536);\n t0 = v - c * 65536;\n v = t1 + c + 65535;\n c = Math.floor(v / 65536);\n t1 = v - c * 65536;\n v = t2 + c + 65535;\n c = Math.floor(v / 65536);\n t2 = v - c * 65536;\n v = t3 + c + 65535;\n c = Math.floor(v / 65536);\n t3 = v - c * 65536;\n v = t4 + c + 65535;\n c = Math.floor(v / 65536);\n t4 = v - c * 65536;\n v = t5 + c + 65535;\n c = Math.floor(v / 65536);\n t5 = v - c * 65536;\n v = t6 + c + 65535;\n c = Math.floor(v / 65536);\n t6 = v - c * 65536;\n v = t7 + c + 65535;\n c = Math.floor(v / 65536);\n t7 = v - c * 65536;\n v = t8 + c + 65535;\n c = Math.floor(v / 65536);\n t8 = v - c * 65536;\n v = t9 + c + 65535;\n c = Math.floor(v / 65536);\n t9 = v - c * 65536;\n v = t10 + c + 65535;\n c = Math.floor(v / 65536);\n t10 = v - c * 65536;\n v = t11 + c + 65535;\n c = Math.floor(v / 65536);\n t11 = v - c * 65536;\n v = t12 + c + 65535;\n c = Math.floor(v / 65536);\n t12 = v - c * 65536;\n v = t13 + c + 65535;\n c = Math.floor(v / 65536);\n t13 = v - c * 65536;\n v = t14 + c + 65535;\n c = Math.floor(v / 65536);\n t14 = v - c * 65536;\n v = t15 + c + 65535;\n c = Math.floor(v / 65536);\n t15 = v - c * 65536;\n t0 += c - 1 + 37 * (c - 1);\n o[0] = t0;\n o[1] = t1;\n o[2] = t2;\n o[3] = t3;\n o[4] = t4;\n o[5] = t5;\n o[6] = t6;\n o[7] = t7;\n o[8] = t8;\n o[9] = t9;\n o[10] = t10;\n o[11] = t11;\n o[12] = t12;\n o[13] = t13;\n o[14] = t14;\n o[15] = t15;\n }\n function square(o, a) {\n mul(o, a, a);\n }\n function inv25519(o, inp) {\n const c = gf();\n for (let i = 0; i < 16; i++) {\n c[i] = inp[i];\n }\n for (let i = 253; i >= 0; i--) {\n square(c, c);\n if (i !== 2 && i !== 4) {\n mul(c, c, inp);\n }\n }\n for (let i = 0; i < 16; i++) {\n o[i] = c[i];\n }\n }\n function scalarMult(n, p) {\n const z = new Uint8Array(32);\n const x = new Float64Array(80);\n const a = gf(),\n b = gf(),\n c = gf(),\n d = gf(),\n e = gf(),\n f = gf();\n for (let i = 0; i < 31; i++) {\n z[i] = n[i];\n }\n z[31] = n[31] & 127 | 64;\n z[0] &= 248;\n unpack25519(x, p);\n for (let i = 0; i < 16; i++) {\n b[i] = x[i];\n }\n a[0] = d[0] = 1;\n for (let i = 254; i >= 0; --i) {\n const r = z[i >>> 3] >>> (i & 7) & 1;\n sel25519(a, b, r);\n sel25519(c, d, r);\n add(e, a, c);\n sub(a, a, c);\n add(c, b, d);\n sub(b, b, d);\n square(d, e);\n square(f, a);\n mul(a, c, a);\n mul(c, b, e);\n add(e, a, c);\n sub(a, a, c);\n square(b, a);\n sub(c, d, f);\n mul(a, c, _121665);\n add(a, a, d);\n mul(c, c, a);\n mul(a, d, f);\n mul(d, b, x);\n square(b, e);\n sel25519(a, b, r);\n sel25519(c, d, r);\n }\n for (let i = 0; i < 16; i++) {\n x[i + 16] = a[i];\n x[i + 32] = c[i];\n x[i + 48] = b[i];\n x[i + 64] = d[i];\n }\n const x32 = x.subarray(32);\n const x16 = x.subarray(16);\n inv25519(x32, x32);\n mul(x16, x16, x32);\n const q = new Uint8Array(32);\n pack25519(q, x16);\n return q;\n }\n exports.scalarMult = scalarMult;\n function scalarMultBase(n) {\n return scalarMult(n, _9);\n }\n exports.scalarMultBase = scalarMultBase;\n function generateKeyPairFromSeed(seed) {\n if (seed.length !== exports.SECRET_KEY_LENGTH) {\n throw new Error(`x25519: seed must be ${exports.SECRET_KEY_LENGTH} bytes`);\n }\n const secretKey = new Uint8Array(seed);\n const publicKey = scalarMultBase(secretKey);\n return {\n publicKey,\n secretKey\n };\n }\n exports.generateKeyPairFromSeed = generateKeyPairFromSeed;\n function generateKeyPair(prng) {\n const seed = (0, random_1.randomBytes)(32, prng);\n const result = generateKeyPairFromSeed(seed);\n (0, wipe_1.wipe)(seed);\n return result;\n }\n exports.generateKeyPair = generateKeyPair;\n /**\n * Returns a shared key between our secret key and a peer's public key.\n *\n * Throws an error if the given keys are of wrong length.\n *\n * If rejectZero is true throws if the calculated shared key is all-zero.\n * From RFC 7748:\n *\n * > Protocol designers using Diffie-Hellman over the curves defined in\n * > this document must not assume \"contributory behavior\". Specially,\n * > contributory behavior means that both parties' private keys\n * > contribute to the resulting shared key. Since curve25519 and\n * > curve448 have cofactors of 8 and 4 (respectively), an input point of\n * > small order will eliminate any contribution from the other party's\n * > private key. This situation can be detected by checking for the all-\n * > zero output, which implementations MAY do, as specified in Section 6.\n * > However, a large number of existing implementations do not do this.\n *\n * IMPORTANT: the returned key is a raw result of scalar multiplication.\n * To use it as a key material, hash it with a cryptographic hash function.\n */\n function sharedKey(mySecretKey, theirPublicKey, rejectZero = false) {\n if (mySecretKey.length !== exports.PUBLIC_KEY_LENGTH) {\n throw new Error(\"X25519: incorrect secret key length\");\n }\n if (theirPublicKey.length !== exports.PUBLIC_KEY_LENGTH) {\n throw new Error(\"X25519: incorrect public key length\");\n }\n const result = scalarMult(mySecretKey, theirPublicKey);\n if (rejectZero) {\n let zeros = 0;\n for (let i = 0; i < result.length; i++) {\n zeros |= result[i];\n }\n if (zeros === 0) {\n throw new Error(\"X25519: invalid shared key\");\n }\n }\n return result;\n }\n exports.sharedKey = 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