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<html>
<head>
<title>Denarius [D] SIPA MiniKey Generation/Converter Tool</title>
<meta charset="utf-8">
<!-- Favicon -->
<link rel="shortcut icon" 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<!-- End of Favicon -->
<!-- Stylesheets -->
<style>
/*!
* Bootstrap v3.3.1 (http://getbootstrap.com)
* Copyright 2011-2014 Twitter, Inc.
* Licensed under MIT (https://github.com/twbs/bootstrap/blob/master/LICENSE)
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</style>
<!-- End of Stylesheets -->
<!-- CryptoJS -->
<script type="text/javascript">
/*!
* Crypto-JS v2.5.4 Crypto.js
* http://code.google.com/p/crypto-js/
* Copyright (c) 2009-2013, Jeff Mott. All rights reserved.
* http://code.google.com/p/crypto-js/wiki/License
*/
if (typeof Crypto == "undefined" || !Crypto.util) {
(function () {
var base64map = "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/";
// Global Crypto object
var Crypto = window.Crypto = {};
// Crypto utilities
var util = Crypto.util = {
// Bit-wise rotate left
rotl: function (n, b) {
return (n << b) | (n >>> (32 - b));
},
// Bit-wise rotate right
rotr: function (n, b) {
return (n << (32 - b)) | (n >>> b);
},
// Swap big-endian to little-endian and vice versa
endian: function (n) {
// If number given, swap endian
if (n.constructor == Number) {
return util.rotl(n, 8) & 0x00FF00FF |
util.rotl(n, 24) & 0xFF00FF00;
}
// Else, assume array and swap all items
for (var i = 0; i < n.length; i++)
n[i] = util.endian(n[i]);
return n;
},
// Generate an array of any length of random bytes
randomBytes: function (n) {
for (var bytes = []; n > 0; n--)
bytes.push(Math.floor(Math.random() * 256));
return bytes;
},
// Convert a byte array to big-endian 32-bit words
bytesToWords: function (bytes) {
for (var words = [], i = 0, b = 0; i < bytes.length; i++, b += 8)
words[b >>> 5] |= (bytes[i] & 0xFF) << (24 - b % 32);
return words;
},
// Convert big-endian 32-bit words to a byte array
wordsToBytes: function (words) {
for (var bytes = [], b = 0; b < words.length * 32; b += 8)
bytes.push((words[b >>> 5] >>> (24 - b % 32)) & 0xFF);
return bytes;
},
// Convert a byte array to a hex string
bytesToHex: function (bytes) {
for (var hex = [], i = 0; i < bytes.length; i++) {
hex.push((bytes[i] >>> 4).toString(16));
hex.push((bytes[i] & 0xF).toString(16));
}
return hex.join("");
},
// Convert a hex string to a byte array
hexToBytes: function (hex) {
for (var bytes = [], c = 0; c < hex.length; c += 2)
bytes.push(parseInt(hex.substr(c, 2), 16));
return bytes;
},
// Convert a byte array to a base-64 string
bytesToBase64: function (bytes) {
for (var base64 = [], i = 0; i < bytes.length; i += 3) {
var triplet = (bytes[i] << 16) | (bytes[i + 1] << 8) | bytes[i + 2];
for (var j = 0; j < 4; j++) {
if (i * 8 + j * 6 <= bytes.length * 8)
base64.push(base64map.charAt((triplet >>> 6 * (3 - j)) & 0x3F));
else base64.push("=");
}
}
return base64.join("");
},
// Convert a base-64 string to a byte array
base64ToBytes: function (base64) {
// Remove non-base-64 characters
base64 = base64.replace(/[^A-Z0-9+\/]/ig, "");
for (var bytes = [], i = 0, imod4 = 0; i < base64.length; imod4 = ++i % 4) {
if (imod4 == 0) continue;
bytes.push(((base64map.indexOf(base64.charAt(i - 1)) & (Math.pow(2, -2 * imod4 + 8) - 1)) << (imod4 * 2)) |
(base64map.indexOf(base64.charAt(i)) >>> (6 - imod4 * 2)));
}
return bytes;
}
};
// Crypto character encodings
var charenc = Crypto.charenc = {};
// UTF-8 encoding
var UTF8 = charenc.UTF8 = {
// Convert a string to a byte array
stringToBytes: function (str) {
return Binary.stringToBytes(unescape(encodeURIComponent(str)));
},
// Convert a byte array to a string
bytesToString: function (bytes) {
return decodeURIComponent(escape(Binary.bytesToString(bytes)));
}
};
// Binary encoding
var Binary = charenc.Binary = {
// Convert a string to a byte array
stringToBytes: function (str) {
for (var bytes = [], i = 0; i < str.length; i++)
bytes.push(str.charCodeAt(i) & 0xFF);
return bytes;
},
// Convert a byte array to a string
bytesToString: function (bytes) {
for (var str = [], i = 0; i < bytes.length; i++)
str.push(String.fromCharCode(bytes[i]));
return str.join("");
}
};
})();
}
</script>
<script type="text/javascript">
/*!
* Crypto-JS v2.5.4 SHA256.js
* http://code.google.com/p/crypto-js/
* Copyright (c) 2009-2013, Jeff Mott. All rights reserved.
* http://code.google.com/p/crypto-js/wiki/License
*/
(function () {
// Shortcuts
var C = Crypto,
util = C.util,
charenc = C.charenc,
UTF8 = charenc.UTF8,
Binary = charenc.Binary;
// Constants
var K = [0x428A2F98, 0x71374491, 0xB5C0FBCF, 0xE9B5DBA5,
0x3956C25B, 0x59F111F1, 0x923F82A4, 0xAB1C5ED5,
0xD807AA98, 0x12835B01, 0x243185BE, 0x550C7DC3,
0x72BE5D74, 0x80DEB1FE, 0x9BDC06A7, 0xC19BF174,
0xE49B69C1, 0xEFBE4786, 0x0FC19DC6, 0x240CA1CC,
0x2DE92C6F, 0x4A7484AA, 0x5CB0A9DC, 0x76F988DA,
0x983E5152, 0xA831C66D, 0xB00327C8, 0xBF597FC7,
0xC6E00BF3, 0xD5A79147, 0x06CA6351, 0x14292967,
0x27B70A85, 0x2E1B2138, 0x4D2C6DFC, 0x53380D13,
0x650A7354, 0x766A0ABB, 0x81C2C92E, 0x92722C85,
0xA2BFE8A1, 0xA81A664B, 0xC24B8B70, 0xC76C51A3,
0xD192E819, 0xD6990624, 0xF40E3585, 0x106AA070,
0x19A4C116, 0x1E376C08, 0x2748774C, 0x34B0BCB5,
0x391C0CB3, 0x4ED8AA4A, 0x5B9CCA4F, 0x682E6FF3,
0x748F82EE, 0x78A5636F, 0x84C87814, 0x8CC70208,
0x90BEFFFA, 0xA4506CEB, 0xBEF9A3F7, 0xC67178F2];
// Public API
var SHA256 = C.SHA256 = function (message, options) {
var digestbytes = util.wordsToBytes(SHA256._sha256(message));
return options && options.asBytes ? digestbytes :
options && options.asString ? Binary.bytesToString(digestbytes) :
util.bytesToHex(digestbytes);
};
// The core
SHA256._sha256 = function (message) {
// Convert to byte array
if (message.constructor == String) message = UTF8.stringToBytes(message);
/* else, assume byte array already */
var m = util.bytesToWords(message),
l = message.length * 8,
H = [0x6A09E667, 0xBB67AE85, 0x3C6EF372, 0xA54FF53A,
0x510E527F, 0x9B05688C, 0x1F83D9AB, 0x5BE0CD19],
w = [],
a, b, c, d, e, f, g, h, i, j,
t1, t2;
// Padding
m[l >> 5] |= 0x80 << (24 - l % 32);
m[((l + 64 >> 9) << 4) + 15] = l;
for (var i = 0; i < m.length; i += 16) {
a = H[0];
b = H[1];
c = H[2];
d = H[3];
e = H[4];
f = H[5];
g = H[6];
h = H[7];
for (var j = 0; j < 64; j++) {
if (j < 16) w[j] = m[j + i];
else {
var gamma0x = w[j - 15],
gamma1x = w[j - 2],
gamma0 = ((gamma0x << 25) | (gamma0x >>> 7)) ^
((gamma0x << 14) | (gamma0x >>> 18)) ^
(gamma0x >>> 3),
gamma1 = ((gamma1x << 15) | (gamma1x >>> 17)) ^
((gamma1x << 13) | (gamma1x >>> 19)) ^
(gamma1x >>> 10);
w[j] = gamma0 + (w[j - 7] >>> 0) +
gamma1 + (w[j - 16] >>> 0);
}
var ch = e & f ^ ~e & g,
maj = a & b ^ a & c ^ b & c,
sigma0 = ((a << 30) | (a >>> 2)) ^
((a << 19) | (a >>> 13)) ^
((a << 10) | (a >>> 22)),
sigma1 = ((e << 26) | (e >>> 6)) ^
((e << 21) | (e >>> 11)) ^
((e << 7) | (e >>> 25));
t1 = (h >>> 0) + sigma1 + ch + (K[j]) + (w[j] >>> 0);
t2 = sigma0 + maj;
h = g;
g = f;
f = e;
e = (d + t1) >>> 0;
d = c;
c = b;
b = a;
a = (t1 + t2) >>> 0;
}
H[0] += a;
H[1] += b;
H[2] += c;
H[3] += d;
H[4] += e;
H[5] += f;
H[6] += g;
H[7] += h;
}
return H;
};
// Package private blocksize
SHA256._blocksize = 16;
SHA256._digestsize = 32;
})();
</script>
<script type="text/javascript">
/*!
* Crypto-JS v2.0.0 RIPEMD-160
* http://code.google.com/p/crypto-js/
* Copyright (c) 2009, Jeff Mott. All rights reserved.
* http://code.google.com/p/crypto-js/wiki/License
*
* A JavaScript implementation of the RIPEMD-160 Algorithm
* Version 2.2 Copyright Jeremy Lin, Paul Johnston 2000 - 2009.
* Other contributors: Greg Holt, Andrew Kepert, Ydnar, Lostinet
* Distributed under the BSD License
* See http://pajhome.org.uk/crypt/md5 for details.
* Also http://www.ocf.berkeley.edu/~jjlin/jsotp/
* Ported to Crypto-JS by Stefan Thomas.
*/
(function () {
// Shortcuts
var C = Crypto,
util = C.util,
charenc = C.charenc,
UTF8 = charenc.UTF8,
Binary = charenc.Binary;
// Convert a byte array to little-endian 32-bit words
util.bytesToLWords = function (bytes) {
var output = Array(bytes.length >> 2);
for (var i = 0; i < output.length; i++)
output[i] = 0;
for (var i = 0; i < bytes.length * 8; i += 8)
output[i >> 5] |= (bytes[i / 8] & 0xFF) << (i % 32);
return output;
};
// Convert little-endian 32-bit words to a byte array
util.lWordsToBytes = function (words) {
var output = [];
for (var i = 0; i < words.length * 32; i += 8)
output.push((words[i >> 5] >>> (i % 32)) & 0xff);
return output;
};
// Public API
var RIPEMD160 = C.RIPEMD160 = function (message, options) {
var digestbytes = util.lWordsToBytes(RIPEMD160._rmd160(message));
return options && options.asBytes ? digestbytes :
options && options.asString ? Binary.bytesToString(digestbytes) :
util.bytesToHex(digestbytes);
};
// The core
RIPEMD160._rmd160 = function (message) {
// Convert to byte array
if (message.constructor == String) message = UTF8.stringToBytes(message);
var x = util.bytesToLWords(message),
len = message.length * 8;
/* append padding */
x[len >> 5] |= 0x80 << (len % 32);
x[(((len + 64) >>> 9) << 4) + 14] = len;
var h0 = 0x67452301;
var h1 = 0xefcdab89;
var h2 = 0x98badcfe;
var h3 = 0x10325476;
var h4 = 0xc3d2e1f0;
for (var i = 0; i < x.length; i += 16) {
var T;
var A1 = h0, B1 = h1, C1 = h2, D1 = h3, E1 = h4;
var A2 = h0, B2 = h1, C2 = h2, D2 = h3, E2 = h4;
for (var j = 0; j <= 79; ++j) {
T = safe_add(A1, rmd160_f(j, B1, C1, D1));
T = safe_add(T, x[i + rmd160_r1[j]]);
T = safe_add(T, rmd160_K1(j));
T = safe_add(bit_rol(T, rmd160_s1[j]), E1);
A1 = E1; E1 = D1; D1 = bit_rol(C1, 10); C1 = B1; B1 = T;
T = safe_add(A2, rmd160_f(79 - j, B2, C2, D2));
T = safe_add(T, x[i + rmd160_r2[j]]);
T = safe_add(T, rmd160_K2(j));
T = safe_add(bit_rol(T, rmd160_s2[j]), E2);
A2 = E2; E2 = D2; D2 = bit_rol(C2, 10); C2 = B2; B2 = T;
}
T = safe_add(h1, safe_add(C1, D2));
h1 = safe_add(h2, safe_add(D1, E2));
h2 = safe_add(h3, safe_add(E1, A2));
h3 = safe_add(h4, safe_add(A1, B2));
h4 = safe_add(h0, safe_add(B1, C2));
h0 = T;
}
return [h0, h1, h2, h3, h4];
}
function rmd160_f(j, x, y, z) {
return (0 <= j && j <= 15) ? (x ^ y ^ z) :
(16 <= j && j <= 31) ? (x & y) | (~x & z) :
(32 <= j && j <= 47) ? (x | ~y) ^ z :
(48 <= j && j <= 63) ? (x & z) | (y & ~z) :
(64 <= j && j <= 79) ? x ^ (y | ~z) :
"rmd160_f: j out of range";
}
function rmd160_K1(j) {
return (0 <= j && j <= 15) ? 0x00000000 :
(16 <= j && j <= 31) ? 0x5a827999 :
(32 <= j && j <= 47) ? 0x6ed9eba1 :
(48 <= j && j <= 63) ? 0x8f1bbcdc :
(64 <= j && j <= 79) ? 0xa953fd4e :
"rmd160_K1: j out of range";
}
function rmd160_K2(j) {
return (0 <= j && j <= 15) ? 0x50a28be6 :
(16 <= j && j <= 31) ? 0x5c4dd124 :
(32 <= j && j <= 47) ? 0x6d703ef3 :
(48 <= j && j <= 63) ? 0x7a6d76e9 :
(64 <= j && j <= 79) ? 0x00000000 :
"rmd160_K2: j out of range";
}
var rmd160_r1 = [
0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15,
7, 4, 13, 1, 10, 6, 15, 3, 12, 0, 9, 5, 2, 14, 11, 8,
3, 10, 14, 4, 9, 15, 8, 1, 2, 7, 0, 6, 13, 11, 5, 12,
1, 9, 11, 10, 0, 8, 12, 4, 13, 3, 7, 15, 14, 5, 6, 2,
4, 0, 5, 9, 7, 12, 2, 10, 14, 1, 3, 8, 11, 6, 15, 13
];
var rmd160_r2 = [
5, 14, 7, 0, 9, 2, 11, 4, 13, 6, 15, 8, 1, 10, 3, 12,
6, 11, 3, 7, 0, 13, 5, 10, 14, 15, 8, 12, 4, 9, 1, 2,
15, 5, 1, 3, 7, 14, 6, 9, 11, 8, 12, 2, 10, 0, 4, 13,
8, 6, 4, 1, 3, 11, 15, 0, 5, 12, 2, 13, 9, 7, 10, 14,
12, 15, 10, 4, 1, 5, 8, 7, 6, 2, 13, 14, 0, 3, 9, 11
];
var rmd160_s1 = [
11, 14, 15, 12, 5, 8, 7, 9, 11, 13, 14, 15, 6, 7, 9, 8,
7, 6, 8, 13, 11, 9, 7, 15, 7, 12, 15, 9, 11, 7, 13, 12,
11, 13, 6, 7, 14, 9, 13, 15, 14, 8, 13, 6, 5, 12, 7, 5,
11, 12, 14, 15, 14, 15, 9, 8, 9, 14, 5, 6, 8, 6, 5, 12,
9, 15, 5, 11, 6, 8, 13, 12, 5, 12, 13, 14, 11, 8, 5, 6
];
var rmd160_s2 = [
8, 9, 9, 11, 13, 15, 15, 5, 7, 7, 8, 11, 14, 14, 12, 6,
9, 13, 15, 7, 12, 8, 9, 11, 7, 7, 12, 7, 6, 15, 13, 11,
9, 7, 15, 11, 8, 6, 6, 14, 12, 13, 5, 14, 13, 13, 7, 5,
15, 5, 8, 11, 14, 14, 6, 14, 6, 9, 12, 9, 12, 5, 15, 8,
8, 5, 12, 9, 12, 5, 14, 6, 8, 13, 6, 5, 15, 13, 11, 11
];
/*
* Add integers, wrapping at 2^32. This uses 16-bit operations internally
* to work around bugs in some JS interpreters.
*/
function safe_add(x, y) {
var lsw = (x & 0xFFFF) + (y & 0xFFFF);
var msw = (x >> 16) + (y >> 16) + (lsw >> 16);
return (msw << 16) | (lsw & 0xFFFF);
}
/*
* Bitwise rotate a 32-bit number to the left.
*/
function bit_rol(num, cnt) {
return (num << cnt) | (num >>> (32 - cnt));
}
})();
</script>
<!-- End of CryptoJS -->
<!-- BitcoinJS-lib (StartCOIN-ified) -->
<script type="text/javascript">
/*!
* Random number generator with ArcFour PRNG
*
* NOTE: For best results, put code like
* <body onclick='SecureRandom.seedTime();' onkeypress='SecureRandom.seedTime();'>
* in your main HTML document.
*
* Copyright Tom Wu, bitaddress.org BSD License.
* http://www-cs-students.stanford.edu/~tjw/jsbn/LICENSE
*/
(function () {
// Constructor function of Global SecureRandom object
var sr = window.SecureRandom = function () { };
// Properties
sr.state;
sr.pool;
sr.pptr;
// Pool size must be a multiple of 4 and greater than 32.
// An array of bytes the size of the pool will be passed to init()
sr.poolSize = 256;
// --- object methods ---
// public method
// ba: byte array
sr.prototype.nextBytes = function (ba) {
var i;
for (i = 0; i < ba.length; ++i) ba[i] = sr.getByte();
};
// --- static methods ---
// Mix in the current time (w/milliseconds) into the pool
// NOTE: this method should be called from body click/keypress event handlers to increase entropy
sr.seedTime = function () {
sr.seedInt(new Date().getTime());
}
sr.getByte = function () {
if (sr.state == null) {
sr.seedTime();
sr.state = sr.ArcFour(); // Plug in your RNG constructor here
sr.state.init(sr.pool);
for (sr.pptr = 0; sr.pptr < sr.pool.length; ++sr.pptr)
sr.pool[sr.pptr] = 0;
sr.pptr = 0;
}
// TODO: allow reseeding after first request
return sr.state.next();
}
// Mix in a 32-bit integer into the pool
sr.seedInt = function (x) {
sr.pool[sr.pptr++] ^= x & 255;
sr.pool[sr.pptr++] ^= (x >> 8) & 255;
sr.pool[sr.pptr++] ^= (x >> 16) & 255;
sr.pool[sr.pptr++] ^= (x >> 24) & 255;
if (sr.pptr >= sr.poolSize) sr.pptr -= sr.poolSize;
}
// Arcfour is a PRNG
sr.ArcFour = function () {
function Arcfour() {
this.i = 0;
this.j = 0;
this.S = new Array();
}
// Initialize arcfour context from key, an array of ints, each from [0..255]
function ARC4init(key) {
var i, j, t;
for (i = 0; i < 256; ++i)
this.S[i] = i;
j = 0;
for (i = 0; i < 256; ++i) {
j = (j + this.S[i] + key[i % key.length]) & 255;
t = this.S[i];
this.S[i] = this.S[j];
this.S[j] = t;
}
this.i = 0;
this.j = 0;
}
function ARC4next() {
var t;
this.i = (this.i + 1) & 255;
this.j = (this.j + this.S[this.i]) & 255;
t = this.S[this.i];
this.S[this.i] = this.S[this.j];
this.S[this.j] = t;
return this.S[(t + this.S[this.i]) & 255];
}
Arcfour.prototype.init = ARC4init;
Arcfour.prototype.next = ARC4next;
return new Arcfour();
};
// Initialize the pool with junk if needed.
if (sr.pool == null) {
sr.pool = new Array();
sr.pptr = 0;
var t;
if (navigator.appName == "Netscape" && navigator.appVersion < "5" && window.crypto) {
// Extract entropy (256 bits) from NS4 RNG if available
var z = window.crypto.random(32);
for (t = 0; t < z.length; ++t)
sr.pool[sr.pptr++] = z.charCodeAt(t) & 255;
}
while (sr.pptr < sr.poolSize) { // extract some randomness from Math.random()
t = Math.floor(65536 * Math.random());
sr.pool[sr.pptr++] = t >>> 8;
sr.pool[sr.pptr++] = t & 255;
}
sr.pptr = 0;
sr.seedTime();
// entropy
sr.seedInt(window.screenX);
sr.seedInt(window.screenY);
}
})();
</script>
<script type="text/javascript">
//https://raw.github.com/bitcoinjs/bitcoinjs-lib/faa10f0f6a1fff0b9a99fffb9bc30cee33b17212/src/ecdsa.js
/*!
* Basic Javascript Elliptic Curve implementation
* Ported loosely from BouncyCastle's Java EC code
* Only Fp curves implemented for now
*
* Copyright Tom Wu, bitaddress.org BSD License.
* http://www-cs-students.stanford.edu/~tjw/jsbn/LICENSE
*/
(function () {
// Constructor function of Global EllipticCurve object
var ec = window.EllipticCurve = function () { };
// ----------------
// ECFieldElementFp constructor
// q instanceof BigInteger
// x instanceof BigInteger
ec.FieldElementFp = function (q, x) {
this.x = x;
// TODO if(x.compareTo(q) >= 0) error
this.q = q;
};
ec.FieldElementFp.prototype.equals = function (other) {
if (other == this) return true;
return (this.q.equals(other.q) && this.x.equals(other.x));
};
ec.FieldElementFp.prototype.toBigInteger = function () {
return this.x;
};
ec.FieldElementFp.prototype.negate = function () {
return new ec.FieldElementFp(this.q, this.x.negate().mod(this.q));
};
ec.FieldElementFp.prototype.add = function (b) {
return new ec.FieldElementFp(this.q, this.x.add(b.toBigInteger()).mod(this.q));
};
ec.FieldElementFp.prototype.subtract = function (b) {
return new ec.FieldElementFp(this.q, this.x.subtract(b.toBigInteger()).mod(this.q));
};
ec.FieldElementFp.prototype.multiply = function (b) {
return new ec.FieldElementFp(this.q, this.x.multiply(b.toBigInteger()).mod(this.q));
};
ec.FieldElementFp.prototype.square = function () {
return new ec.FieldElementFp(this.q, this.x.square().mod(this.q));
};
ec.FieldElementFp.prototype.divide = function (b) {
return new ec.FieldElementFp(this.q, this.x.multiply(b.toBigInteger().modInverse(this.q)).mod(this.q));
};
ec.FieldElementFp.prototype.getByteLength = function () {
return Math.floor((this.toBigInteger().bitLength() + 7) / 8);
};
// D.1.4 91
/**
* return a sqrt root - the routine verifies that the calculation
* returns the right value - if none exists it returns null.
*
* Copyright (c) 2000 - 2011 The Legion Of The Bouncy Castle (http://www.bouncycastle.org)
* Ported to JavaScript by bitaddress.org
*/
ec.FieldElementFp.prototype.sqrt = function () {
if (!this.q.testBit(0)) throw new Error("even value of q");
// p mod 4 == 3
if (this.q.testBit(1)) {
// z = g^(u+1) + p, p = 4u + 3
var z = new ec.FieldElementFp(this.q, this.x.modPow(this.q.shiftRight(2).add(BigInteger.ONE), this.q));
return z.square().equals(this) ? z : null;
}
// p mod 4 == 1
var qMinusOne = this.q.subtract(BigInteger.ONE);
var legendreExponent = qMinusOne.shiftRight(1);
if (!(this.x.modPow(legendreExponent, this.q).equals(BigInteger.ONE))) return null;
var u = qMinusOne.shiftRight(2);
var k = u.shiftLeft(1).add(BigInteger.ONE);
var Q = this.x;
var fourQ = Q.shiftLeft(2).mod(this.q);
var U, V;
do {
var rand = new SecureRandom();
var P;
do {
P = new BigInteger(this.q.bitLength(), rand);
}
while (P.compareTo(this.q) >= 0 || !(P.multiply(P).subtract(fourQ).modPow(legendreExponent, this.q).equals(qMinusOne)));
var result = ec.FieldElementFp.fastLucasSequence(this.q, P, Q, k);
U = result[0];
V = result[1];
if (V.multiply(V).mod(this.q).equals(fourQ)) {
// Integer division by 2, mod q
if (V.testBit(0)) {
V = V.add(this.q);
}
V = V.shiftRight(1);
return new ec.FieldElementFp(this.q, V);
}
}
while (U.equals(BigInteger.ONE) || U.equals(qMinusOne));
return null;
};
/*
* Copyright (c) 2000 - 2011 The Legion Of The Bouncy Castle (http://www.bouncycastle.org)
* Ported to JavaScript by bitaddress.org
*/
ec.FieldElementFp.fastLucasSequence = function (p, P, Q, k) {
// TODO Research and apply "common-multiplicand multiplication here"
var n = k.bitLength();
var s = k.getLowestSetBit();
var Uh = BigInteger.ONE;
var Vl = BigInteger.TWO;
var Vh = P;
var Ql = BigInteger.ONE;
var Qh = BigInteger.ONE;
for (var j = n - 1; j >= s + 1; --j) {
Ql = Ql.multiply(Qh).mod(p);
if (k.testBit(j)) {
Qh = Ql.multiply(Q).mod(p);
Uh = Uh.multiply(Vh).mod(p);
Vl = Vh.multiply(Vl).subtract(P.multiply(Ql)).mod(p);
Vh = Vh.multiply(Vh).subtract(Qh.shiftLeft(1)).mod(p);
}
else {
Qh = Ql;
Uh = Uh.multiply(Vl).subtract(Ql).mod(p);
Vh = Vh.multiply(Vl).subtract(P.multiply(Ql)).mod(p);
Vl = Vl.multiply(Vl).subtract(Ql.shiftLeft(1)).mod(p);
}
}
Ql = Ql.multiply(Qh).mod(p);
Qh = Ql.multiply(Q).mod(p);
Uh = Uh.multiply(Vl).subtract(Ql).mod(p);
Vl = Vh.multiply(Vl).subtract(P.multiply(Ql)).mod(p);
Ql = Ql.multiply(Qh).mod(p);
for (var j = 1; j <= s; ++j) {
Uh = Uh.multiply(Vl).mod(p);
Vl = Vl.multiply(Vl).subtract(Ql.shiftLeft(1)).mod(p);
Ql = Ql.multiply(Ql).mod(p);
}
return [Uh, Vl];
};
// ----------------
// ECPointFp constructor
ec.PointFp = function (curve, x, y, z, compressed) {
this.curve = curve;
this.x = x;
this.y = y;
// Projective coordinates: either zinv == null or z * zinv == 1
// z and zinv are just BigIntegers, not fieldElements
if (z == null) {
this.z = BigInteger.ONE;
}
else {
this.z = z;
}
this.zinv = null;
// compression flag
this.compressed = !!compressed;
};
ec.PointFp.prototype.getX = function () {
if (this.zinv == null) {
this.zinv = this.z.modInverse(this.curve.q);
}
return this.curve.fromBigInteger(this.x.toBigInteger().multiply(this.zinv).mod(this.curve.q));
};
ec.PointFp.prototype.getY = function () {
if (this.zinv == null) {
this.zinv = this.z.modInverse(this.curve.q);
}
return this.curve.fromBigInteger(this.y.toBigInteger().multiply(this.zinv).mod(this.curve.q));
};
ec.PointFp.prototype.equals = function (other) {
if (other == this) return true;
if (this.isInfinity()) return other.isInfinity();
if (other.isInfinity()) return this.isInfinity();
var u, v;
// u = Y2 * Z1 - Y1 * Z2
u = other.y.toBigInteger().multiply(this.z).subtract(this.y.toBigInteger().multiply(other.z)).mod(this.curve.q);
if (!u.equals(BigInteger.ZERO)) return false;
// v = X2 * Z1 - X1 * Z2
v = other.x.toBigInteger().multiply(this.z).subtract(this.x.toBigInteger().multiply(other.z)).mod(this.curve.q);
return v.equals(BigInteger.ZERO);
};
ec.PointFp.prototype.isInfinity = function () {
if ((this.x == null) && (this.y == null)) return true;
return this.z.equals(BigInteger.ZERO) && !this.y.toBigInteger().equals(BigInteger.ZERO);
};
ec.PointFp.prototype.negate = function () {
return new ec.PointFp(this.curve, this.x, this.y.negate(), this.z);
};
ec.PointFp.prototype.add = function (b) {
if (this.isInfinity()) return b;
if (b.isInfinity()) return this;
// u = Y2 * Z1 - Y1 * Z2
var u = b.y.toBigInteger().multiply(this.z).subtract(this.y.toBigInteger().multiply(b.z)).mod(this.curve.q);
// v = X2 * Z1 - X1 * Z2
var v = b.x.toBigInteger().multiply(this.z).subtract(this.x.toBigInteger().multiply(b.z)).mod(this.curve.q);
if (BigInteger.ZERO.equals(v)) {
if (BigInteger.ZERO.equals(u)) {
return this.twice(); // this == b, so double
}
return this.curve.getInfinity(); // this = -b, so infinity
}
var THREE = new BigInteger("3");
var x1 = this.x.toBigInteger();
var y1 = this.y.toBigInteger();
var x2 = b.x.toBigInteger();
var y2 = b.y.toBigInteger();
var v2 = v.square();
var v3 = v2.multiply(v);
var x1v2 = x1.multiply(v2);
var zu2 = u.square().multiply(this.z);
// x3 = v * (z2 * (z1 * u^2 - 2 * x1 * v^2) - v^3)
var x3 = zu2.subtract(x1v2.shiftLeft(1)).multiply(b.z).subtract(v3).multiply(v).mod(this.curve.q);
// y3 = z2 * (3 * x1 * u * v^2 - y1 * v^3 - z1 * u^3) + u * v^3
var y3 = x1v2.multiply(THREE).multiply(u).subtract(y1.multiply(v3)).subtract(zu2.multiply(u)).multiply(b.z).add(u.multiply(v3)).mod(this.curve.q);
// z3 = v^3 * z1 * z2
var z3 = v3.multiply(this.z).multiply(b.z).mod(this.curve.q);
return new ec.PointFp(this.curve, this.curve.fromBigInteger(x3), this.curve.fromBigInteger(y3), z3);
};
ec.PointFp.prototype.twice = function () {
if (this.isInfinity()) return this;
if (this.y.toBigInteger().signum() == 0) return this.curve.getInfinity();
// TODO: optimized handling of constants
var THREE = new BigInteger("3");
var x1 = this.x.toBigInteger();
var y1 = this.y.toBigInteger();
var y1z1 = y1.multiply(this.z);
var y1sqz1 = y1z1.multiply(y1).mod(this.curve.q);
var a = this.curve.a.toBigInteger();
// w = 3 * x1^2 + a * z1^2
var w = x1.square().multiply(THREE);
if (!BigInteger.ZERO.equals(a)) {
w = w.add(this.z.square().multiply(a));
}
w = w.mod(this.curve.q);
// x3 = 2 * y1 * z1 * (w^2 - 8 * x1 * y1^2 * z1)
var x3 = w.square().subtract(x1.shiftLeft(3).multiply(y1sqz1)).shiftLeft(1).multiply(y1z1).mod(this.curve.q);
// y3 = 4 * y1^2 * z1 * (3 * w * x1 - 2 * y1^2 * z1) - w^3
var y3 = w.multiply(THREE).multiply(x1).subtract(y1sqz1.shiftLeft(1)).shiftLeft(2).multiply(y1sqz1).subtract(w.square().multiply(w)).mod(this.curve.q);
// z3 = 8 * (y1 * z1)^3
var z3 = y1z1.square().multiply(y1z1).shiftLeft(3).mod(this.curve.q);
return new ec.PointFp(this.curve, this.curve.fromBigInteger(x3), this.curve.fromBigInteger(y3), z3);
};
// Simple NAF (Non-Adjacent Form) multiplication algorithm
// TODO: modularize the multiplication algorithm
ec.PointFp.prototype.multiply = function (k) {
if (this.isInfinity()) return this;
if (k.signum() == 0) return this.curve.getInfinity();
var e = k;
var h = e.multiply(new BigInteger("3"));
var neg = this.negate();
var R = this;
var i;
for (i = h.bitLength() - 2; i > 0; --i) {
R = R.twice();
var hBit = h.testBit(i);
var eBit = e.testBit(i);
if (hBit != eBit) {
R = R.add(hBit ? this : neg);
}
}
return R;
};
// Compute this*j + x*k (simultaneous multiplication)
ec.PointFp.prototype.multiplyTwo = function (j, x, k) {
var i;
if (j.bitLength() > k.bitLength())
i = j.bitLength() - 1;
else
i = k.bitLength() - 1;
var R = this.curve.getInfinity();
var both = this.add(x);
while (i >= 0) {
R = R.twice();
if (j.testBit(i)) {
if (k.testBit(i)) {
R = R.add(both);
}
else {
R = R.add(this);
}
}
else {
if (k.testBit(i)) {
R = R.add(x);
}
}
--i;
}
return R;
};
// patched by bitaddress.org and Casascius for use with Bitcoin.ECKey
// patched by coretechs to support compressed public keys
ec.PointFp.prototype.getEncoded = function (compressed) {
var x = this.getX().toBigInteger();
var y = this.getY().toBigInteger();
var len = 32; // integerToBytes will zero pad if integer is less than 32 bytes. 32 bytes length is required by the Bitcoin protocol.
var enc = ec.integerToBytes(x, len);
// when compressed prepend byte depending if y point is even or odd
if (compressed) {
if (y.isEven()) {
enc.unshift(0x02);
}
else {
enc.unshift(0x03);
}
}
else {
enc.unshift(0x04);
enc = enc.concat(ec.integerToBytes(y, len)); // uncompressed public key appends the bytes of the y point
}
return enc;
};
ec.PointFp.decodeFrom = function (curve, enc) {
var type = enc[0];
var dataLen = enc.length - 1;
// Extract x and y as byte arrays
var xBa = enc.slice(1, 1 + dataLen / 2);
var yBa = enc.slice(1 + dataLen / 2, 1 + dataLen);
// Prepend zero byte to prevent interpretation as negative integer
xBa.unshift(0);
yBa.unshift(0);
// Convert to BigIntegers
var x = new BigInteger(xBa);
var y = new BigInteger(yBa);
// Return point
return new ec.PointFp(curve, curve.fromBigInteger(x), curve.fromBigInteger(y));
};
ec.PointFp.prototype.add2D = function (b) {
if (this.isInfinity()) return b;
if (b.isInfinity()) return this;