const ec = require('./fe25519_25.js') const sodium = require('./') // const crypto = require('crypto') var f = new Int32Array(10) var g = new Int32Array(10) var h = new Int32Array(10) var a = ec.ge3() var r = ec.ge3() f[0] = 23983080 a[2][0] = 1 // ec.fe25519_neg(g, f) // ec.fe25519_reduce(g, g) // ec.fe25519_add(h, f, g) // ec.fe25519_reduce(h, h) // ec.fe25519_sub(h, f, g) // ec.fe25519_reduce(h, h) // console.log(h) // ec.fe25519_add(h, f, f) // ec.fe25519_reduce(h, h) // console.log(h) // g[0] = 2 // for (let i = 1; i < 10; i++) g[i] = 0 // ec.fe25519_mul(h, f, g) // console.log(h) // ec.fe25519_reduce(h, h) // console.log(h) var an = Buffer.from([ 171, 69, 129, 47, 90, 82, 223, 134, 6, 147, 54, 76, 55, 148, 252, 37, 234, 216, 113, 62, 223, 49, 33, 36, 172, 246, 18, 226, 50, 249, 198, 231 ]) var bn = Buffer.from([ 226, 38, 16, 80, 186, 183, 134, 239, 190, 24, 150, 125, 14, 254, 19, 44, 55, 112, 156, 5, 141, 230, 91, 84, 110, 130, 213, 39, 249, 107, 145, 140 ]) var cn = Buffer.from([ 190, 24, 150, 125, 14, 254, 19, 44, 55, 112, 156, 5, 141, 230, 91, 84, 110, 130, 213, 39, 249, 107, 145, 140, 226, 38, 16, 80, 186, 183, 134, 239 ]) var s = Buffer.from([ 190, 24, 150, 125, 14, 254, 19, 44, 55, 112, 156, 5, 141, 230, 91, 84, 110, 130, 213, 39, 249, 107, 145, 140, 226, 38, 16, 80, 186, 183, 134, 239, 190, 24, 150, 125, 14, 254, 19, 44, 55, 112, 156, 5, 141, 230, 91, 84, 110, 130, 213, 39, 249, 107, 145, 140, 226, 38, 16, 80, 186, 183, 134, 239 ]) const p = Buffer.from([ 0x38, 0xf4, 0x69, 0x6f, 0xcf, 0x62, 0xa0, 0xfd, 0x5a, 0xb7, 0x6e, 0x9f, 0xcb, 0xcd, 0x95, 0x3f, 0xed, 0xba, 0x30, 0xb2, 0x64, 0x42, 0xa4, 0x52, 0x27, 0xa6, 0x3e, 0xd2, 0xc8, 0xac, 0xa4, 0xed ]) function signedInt (i) { return i < 0 ? 2 ** 32 + i : i } // console.log(Uint8Array.from(an)) // console.log(Uint8Array.from(bn)) // console.log(an.toString('hex')) // console.log(bn.toString('hex')) // for (let i = 0; i < 25; i++) an[i] = bn[i] = i // var correct = true // var dn = Buffer.alloc(32) const mod = 2n ** 252n + 27742317777372353535851937790883648493n const res = Buffer.alloc(32) const res1 = Buffer.alloc(32) var a = new Int32Array(10) var b = new Int32Array(10) var c = new Int32Array(10) var g = new Int32Array(10) const ge = ec.ge3() const gf = ec.ge3() /////////////////////////////////////////// ec.fe25519_frombytes(a, an) ec.fe25519_frombytes(b, bn) // console.log('\na __________') // for (let i = 0; i < 10; i++) console.log(`a${i}:`, signedInt(a[i]).toString(16).padStart(8, '0')) // console.log('\nb __________') // for (let i = 0; i < 10; i++) console.log(`b${i}:`, signedInt(b[i]).toString(16).padStart(8, '0')) ec.fe25519_frombytes(c, bn) ec.fe25519_tobytes(res, c) console.log('tess :', res.toString('hex')) ec.fe25519_mul(g, a, b) ec.fe25519_tobytes(res, g) console.log('fe_mul:', res.toString('hex')) ec.fe25519_sq(g, a) ec.fe25519_tobytes(res, g) console.log('fe_sq :', res.toString('hex')) ec.fe25519_reduce(g, c) ec.fe25519_tobytes(res, g) console.log('fe_red:', res.toString('hex')) ec.fe25519_sqmul(a, 8734, b) ec.fe25519_tobytes(res, a) console.log('fe_sqm:', res.toString('hex')) ec.fe25519_invert(a, a) ec.fe25519_tobytes(res, a) console.log('fe_inv:', res.toString('hex')) ec.fe25519_pow22523(a, a) ec.fe25519_tobytes(res, a) console.log('fe_p25:', res.toString('hex')) ec.fe25519_cneg(a, a, 1) ec.fe25519_tobytes(res, a) console.log('fe_cng:', res.toString('hex')) ec.sc25519_mul(res, an, bn) console.log('sc_mul:', res.toString('hex')) ec.sc25519_muladd(res, an, bn, cn) console.log('sc_mad:', res.toString('hex')) ec.sc25519_reduce(s) console.log('sc_red:', s.subarray(0, 32).toString('hex')) ec.sc25519_invert(res, cn) console.log('sc_inv:', res.toString('hex')) ec.ge25519_mont_to_ed(g, c, a, b) ec.fe25519_tobytes(res, g) console.log('g_m2ex:', res.toString('hex')) ec.fe25519_tobytes(res, c) console.log('g_m2ey:', res.toString('hex')) ec.ge25519_frombytes(ge, p) ec.ge25519_p3_tobytes(res, ge) console.log("p :", res.toString('hex')) ec.ge25519_mul_l(gf, ge) ec.ge25519_p3_tobytes(res, gf) console.log("mul_l :", res.toString('hex')) ec.ge25519_scalarmult_base(gf, cn) ec.ge25519_p3_tobytes(res, gf) console.log("smultb:", res.toString('hex')) ec.ge25519_scalarmult(ge, bn, gf) ec.ge25519_p3_tobytes(res, ge) console.log("smult :", res.toString('hex')) ec.ge25519_double_scalarmult_vartime(gf, an, ge, bn) ec.ge25519_p3_tobytes(res, gf) console.log("smdbl :", res.toString('hex')) console.log('canon :', ec.sc25519_is_canonical(bn)) ///////////////////////////////////////////////////// // console.log(((BigInt(ahex) * BigInt(ahex)) % mod).toString(16)) // console.log(res1.toString('hex')) // const b = new Float64Array(16) // const bi = new Float64Array(16) // sodium.unpack25519(b, an) // console.log(b) // sodium.inv25519(bi, b) // console.log(b) // sodium.pack(res1, bi) // console.log(res.toString('hex')) // console.log(res1.toString('hex')) // for (let j = 0; j < 10000; j++) { // var an = crypto.randomBytes(32) // var bn = crypto.randomBytes(32) // var cn = crypto.randomBytes(32) // dn.fill(0) // ec.fe25519_invert(dn, an, bn, cn) // var res = reverseEndian(dn) // var bi = (((BigInt('0x' + reverseEndian(an)) * BigInt('0x' + reverseEndian(bn))) + BigInt('0x' + reverseEndian(cn))) % mod).toString(16).padStart(res.length, '0') // correct &= res === bi // } // console.log(correct === 1) // function reverseEndian (buf) { // var str = '' // let i = buf.length - 1 // while (buf[i] === 0) i-- // if (i === -1) return '0' // for (; i >= 0; i--) { // str += buf[i].toString(16).padStart(2, '0') // } // return str // } // const a237 = new Array( // 0x0003e6b1n, // 0x001d0353n, // 0x00033a5dn, // 0x000fcd68n, // 0x000cd8c5n, // 0x00172cd9n, // 0x000dcf66n, // 0x0014afffn, // 0x0009f453n, // 0x0006399cn, // 0x000e9672n, // 0x000ee4een // ) // var a237 = [] // a237 = Array.from(a237).map(BigInt) // var s = Buffer.alloc(32) // s[0] = Number(a237[0] >> 0n) // s[1] = Number(a237[0] >> 8n) // s[2] = Number((a237[0] >> 16n) | (a237[1] * (1n << 5n))) // s[3] = Number(a237[1] >> 3n) // s[4] = Number(a237[1] >> 11n) // s[5] = Number((a237[1] >> 19n) | (a237[2] * (1n << 2n))) // s[6] = Number(a237[2] >> 6n) // s[7] = Number((a237[2] >> 14n) | (a237[3] * (1n << 7n))) // s[8] = Number(a237[3] >> 1n) // s[9] = Number(a237[3] >> 9n) // s[10] = Number((a237[3] >> 17n) | (a237[4] * (1n << 4n))) // s[11] = Number(a237[4] >> 4n) // s[12] = Number(a237[4] >> 12n) // s[13] = Number((a237[4] >> 20n) | (a237[5] * (1n << 1n))) // s[14] = Number(a237[5] >> 7n) // s[15] = Number((a237[5] >> 15n) | (a237[6] * (1n << 6n))) // s[16] = Number(a237[6] >> 2n) // s[17] = Number(a237[6] >> 10n) // s[18] = Number((a237[6] >> 18n) | (a237[7] * (1n << 3n))) // s[19] = Number(a237[7] >> 5n) // s[20] = Number(a237[7] >> 13n) // s[21] = Number(a237[8] >> 0n) // s[22] = Number(a237[8] >> 8n) // s[23] = Number((a237[8] >> 16n) | (a237[9] * (1n << 5n))) // s[24] = Number(a237[9] >> 3n) // s[25] = Number(a237[9] >> 11n) // s[26] = Number((a237[9] >> 19n) | (a237[10] * (1n << 2n))) // s[27] = Number(a237[10] >> 6n) // s[28] = Number((a237[10] >> 14n) | (a237[11] * (1n << 7n))) // s[29] = Number(a237[11] >> 1n) // s[30] = Number(a237[11] >> 9n) // s[31] = Number(a237[11] >> 17n) // console.log(reverseEndian(s)) // // console.log(a237.reduce((acc, a, i) => acc + a * 1n << (20n * BigInt(i))).toString(16))