From 68e19486cad2246f545865b588225be110132474 Mon Sep 17 00:00:00 2001
From: coblee <chocobo@alum.mit.edu>
Date: Mon, 11 Feb 2013 01:15:57 -0800
Subject: [PATCH 1/4] Change address version and strings to Litecoin.
---
bitaddress.org.html | 112 +++++++++++++++++++++++---------------------
1 file changed, 58 insertions(+), 54 deletions(-)
diff --git a/bitaddress.org.html b/bitaddress.org.html
index 3379734..507ae7d 100644
--- a/bitaddress.org.html
+++ b/bitaddress.org.html
@@ -1,7 +1,11 @@
<!doctype html>
<html>
<head>
- <!--
+ <!--
+ This is a fork of bitaddress.org for Litecoin.
+ GitHub Repository: https://github.com/litecoin-project/bitaddress.org
+ Here's the bitaddress.org info:
+
Donation Address: 1NiNja1bUmhSoTXozBRBEtR8LeF9TGbZBN
Notice of Copyrights and Licenses:
@@ -45,7 +49,7 @@
GitHub Repository: https://github.com/pointbiz/bitaddress.org
-->
- <title>bitaddress.org</title>
+ <title>liteaddress.org</title>
<script type="text/javascript">
// Array.prototype.map function is in the public domain.
@@ -3771,7 +3775,7 @@
this.version = Bitcoin.Address.networkVersion;
};
- Bitcoin.Address.networkVersion = 0x00; // mainnet
+ Bitcoin.Address.networkVersion = 0x30; // mainnet
/**
* Serialize this object as a standard Bitcoin address.
@@ -4148,7 +4152,7 @@
this.compressed = (this.compressed == undefined) ? !!ECKey.compressByDefault : this.compressed;
};
- ECKey.privateKeyPrefix = 0x80; // mainnet 0x80 testnet 0xEF
+ ECKey.privateKeyPrefix = 0xb0; // mainnet 0xb0 testnet 0xEF
/**
* Whether public keys should be returned compressed by default.
@@ -4330,19 +4334,19 @@
return /^[A-Fa-f0-9]{64}$/.test(key);
};
- // 51 characters base58, always starts with a '5'
+ // 51 characters base58, always starts with a '6'
ECKey.isWalletImportFormat = function (key) {
key = key.toString();
- return (ECKey.privateKeyPrefix == 0x80) ?
- (/^5[123456789ABCDEFGHJKLMNPQRSTUVWXYZabcdefghijkmnopqrstuvwxyz]{50}$/.test(key)) :
+ return (ECKey.privateKeyPrefix == 0xb0) ?
+ (/^6[123456789ABCDEFGHJKLMNPQRSTUVWXYZabcdefghijkmnopqrstuvwxyz]{50}$/.test(key)) :
(/^9[123456789ABCDEFGHJKLMNPQRSTUVWXYZabcdefghijkmnopqrstuvwxyz]{50}$/.test(key));
};
// 52 characters base58
ECKey.isCompressedWalletImportFormat = function (key) {
key = key.toString();
- return (ECKey.privateKeyPrefix == 0x80) ?
- (/^[LK][123456789ABCDEFGHJKLMNPQRSTUVWXYZabcdefghijkmnopqrstuvwxyz]{51}$/.test(key)) :
+ return (ECKey.privateKeyPrefix == 0xb0) ?
+ (/^T[123456789ABCDEFGHJKLMNPQRSTUVWXYZabcdefghijkmnopqrstuvwxyz]{51}$/.test(key)) :
(/^c[123456789ABCDEFGHJKLMNPQRSTUVWXYZabcdefghijkmnopqrstuvwxyz]{51}$/.test(key));
};
@@ -4627,8 +4631,8 @@
<span><a href="?culture=en" id="cultureen" class="selected">English</a></span> |
<span><a href="?culture=es" id="culturees" class="">Espa�ol</a></span>
</div>
- <img alt="bitaddress.org" title="bitaddress.org" id="logo" src="data:image/png;base64,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" />
- <div id="tagline">Open Source JavaScript Client-Side Bitcoin Wallet Generator</div>
+ <img alt="liteaddress.org" title="liteaddress.org" id="logo" 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" />
+ <div id="tagline">Open Source JavaScript Client-Side Litecoin Wallet Generator</div>
<div id="testnet"></div>
<div class="menu" id="menu">
<div class="tab selected" id="singlewallet" onclick="ninja.tabSwitch(this);">Single Wallet</div>
@@ -4640,7 +4644,7 @@
</div>
<div id="generate">
- <span id="generatelabelbitcoinaddress">Generating Bitcoin Address...</span><br />
+ <span id="generatelabelbitcoinaddress">Generating Litecoin Address...</span><br />
<span id="generatelabelmovemouse">MOVE your mouse around to add some extra randomness...</span><br />
</div>
@@ -4656,7 +4660,7 @@
<div class="public">
<div id="qrcode_public" class="qrcode_public"></div>
<div class="pubaddress">
- <span class="label" id="singlelabelbitcoinaddress">Bitcoin Address:</span>
+ <span class="label" id="singlelabelbitcoinaddress">Litecoin Address:</span>
<span class="output" id="btcaddress"></span>
</div>
</div>
@@ -4695,37 +4699,37 @@
<div class="faqs">
<div id="bulkfaq1" class="bulkfaq">
<div id="bulkq1" class="bulkquestion" onclick="ninja.wallets.bulkwallet.openCloseFaq(1);">
- <span id="bulklabelq1">Why should I use a Bulk Wallet to accept Bitcoins on my website?</span>
+ <span id="bulklabelq1">Why should I use a Bulk Wallet to accept Litecoins on my website?</span>
<div id="bulke1" class="more"></div>
</div>
<div id="bulka1" class="bulkanswer">
- The traditional approach to accepting bitcoins on your website requires that
- you install the official bitcoin client daemon ("bitcoind"). Many website hosting packages
- don't support installing the bitcoin daemon. Also, running the bitcoin daemon on your
+ The traditional approach to accepting litecoins on your website requires that
+ you install the official litecoin client daemon ("litecoind"). Many website hosting packages
+ don't support installing the litecoin daemon. Also, running the litecoin daemon on your
web server means your private keys are hosted on the server and could get stolen if your web
- server is hacked. When using a Bulk Wallet you can upload only the bitcoin addresses
+ server is hacked. When using a Bulk Wallet you can upload only the litecoin addresses
and not the private keys to your web server. Then you don't have to worry about your
- bitcoin wallet being stolen if your web server is hacked.
+ litecoin wallet being stolen if your web server is hacked.
</div>
</div>
<div id="bulkfaq2" class="bulkfaq">
<div id="bulkq2" class="bulkquestion" onclick="ninja.wallets.bulkwallet.openCloseFaq(2);">
- <span id="bulklabelq2">How do I use a Bulk Wallet to accept Bitcoins on my website?</span>
+ <span id="bulklabelq2">How do I use a Bulk Wallet to accept Litecoins on my website?</span>
<div id="bulke2" class="more"></div>
</div>
<div id="bulka2" class="bulkanswer">
<ol>
- <li id="bulklabela2li1">Use the Bulk Wallet tab to pre-generate a large number of bitcoin addresses (10,000+). Copy and paste the generated
+ <li id="bulklabela2li1">Use the Bulk Wallet tab to pre-generate a large number of litecoin addresses (10,000+). Copy and paste the generated
comma separated values (CSV) list to a secure text file on your computer. Backup the file you just created to a secure location.</li>
- <li id="bulklabela2li2">Import the bitcoin addresses into a database table on your web server.
+ <li id="bulklabela2li2">Import the litecoin addresses into a database table on your web server.
(Don't put the wallet/private keys on your web server, otherwise you risk hackers stealing your coins.
- Just the bitcoin addresses as they will be shown to customers.)</li>
- <li id="bulklabela2li3">Provide an option on your website's shopping cart for your customer to pay in Bitcoin. When the customer chooses to pay in Bitcoin you will
+ Just the litecoin addresses as they will be shown to customers.)</li>
+ <li id="bulklabela2li3">Provide an option on your website's shopping cart for your customer to pay in Litecoin. When the customer chooses to pay in Litecoin you will
then display one of the addresses from your database to the customer as his "payment address" and save it with his shopping cart order.</li>
- <li id="bulklabela2li4">You now need to be notified when the payment arrives. Google "bitcoin payment notification" and subscribe to at least
- one bitcoin payment notification service. There are various services that will notify you via Web Services, API, SMS, Email, etc.
+ <li id="bulklabela2li4">You now need to be notified when the payment arrives. Google "litecoin payment notification" and subscribe to at least
+ one litecoin payment notification service. There are various services that will notify you via Web Services, API, SMS, Email, etc.
Once you receive this notification, which could be programmatically automated, you can process the customer's order.
- To manually check if a payment has arrived you can use Block Explorer. Replace THEADDRESSGOESHERE with the bitcoin address
+ To manually check if a payment has arrived you can use Block Explorer. Replace THEADDRESSGOESHERE with the litecoin address
you are checking. It could take between 10 minutes to one hour for the transaction to be confirmed.
<br />
http://www.blockexplorer.com/address/THEADDRESSGOESHERE
@@ -4733,7 +4737,7 @@
Unconfirmed transactions can be viewed at: http://blockchain.info/ <br />
You should see the transaction there within 30 seconds.
</li>
- <li id="bulklabela2li5">Bitcoins will safely pile up on the block chain. Use the original wallet file you generated in step 1 to spend them.</li>
+ <li id="bulklabela2li5">Litecoins will safely pile up on the block chain. Use the original wallet file you generated in step 1 to spend them.</li>
</ol>
</div>
</div>
@@ -4759,7 +4763,7 @@
<div class="public">
<div id="brainqrcodepublic" class="qrcode_public"></div>
<div class="pubaddress">
- <span class="label" id="brainlabelbitcoinaddress">Bitcoin Address:</span>
+ <span class="label" id="brainlabelbitcoinaddress">Litecoin Address:</span>
<span class="output" id="brainbtcaddress"></span>
</div>
</div>
@@ -4789,7 +4793,7 @@
<span class="label" id="vanitylabelstep1privatekey">Step 1 Private Key:</span>
<span class="output" id="vanityprivatekey"></span>
<br /><div class="notes" id="vanitylabelstep1privnotes">Copy and paste the above Private Key field into a text file. Ideally save to an encrypted drive.
- You will need this to retrieve the Bitcoin Private Key once the Pool has found your prefix.</div>
+ You will need this to retrieve the Litecoin Private Key once the Pool has found your prefix.</div>
</div>
</div>
<div id="vanitystep2label" class="expandable" onclick="ninja.wallets.vanitywallet.openCloseStep(2);">
@@ -4815,7 +4819,7 @@
</div>
<div id="vanitystep2area">
<div>
- <span class="label" id="vanitylabelbitcoinaddress">Vanity Bitcoin Address:</span>
+ <span class="label" id="vanitylabelbitcoinaddress">Vanity Litecoin Address:</span>
<span class="output" id="vanityaddress"></span>
<br /><div class="notes" id="vanitylabelnotesbitcoinaddress">The above is your new address that should include your required prefix.</div>
</div>
@@ -4842,21 +4846,21 @@
</div>
<div id="detailkeyarea">
<div class="notes">
- <span id="detaillabelnote1">Your Bitcoin Private Key is a unique secret number that only you know. It can be encoded in a number of different formats.
- Below we show the Bitcoin Address and Public Key that corresponds to your Private Key as well as your Private Key in the most popular encoding formats (WIF, HEX, B64, MINI).</span>
+ <span id="detaillabelnote1">Your Litecoin Private Key is a unique secret number that only you know. It can be encoded in a number of different formats.
+ Below we show the Litecoin Address and Public Key that corresponds to your Private Key as well as your Private Key in the most popular encoding formats (WIF, HEX, B64, MINI).</span>
<br /><br />
- <span id="detaillabelnote2">Bitcoin v0.6+ stores public keys in compressed format. The client now also supports import and export of private keys with importprivkey/dumpprivkey. The format of the exported
+ <span id="detaillabelnote2">Litecoin v0.6+ stores public keys in compressed format. The client now also supports import and export of private keys with importprivkey/dumpprivkey. The format of the exported
private key is determined by whether the address was generated in an old or new wallet.</span>
</div>
<div class="item">
<div id="detailqrcodepublic" class="qrcode_public"></div>
- <span class="label" id="detaillabelbitcoinaddress">Bitcoin Address:</span>
+ <span class="label" id="detaillabelbitcoinaddress">Litecoin Address:</span>
<span class="output" id="detailaddress"></span>
</div>
<br />
<div class="item right">
<div id="detailqrcodepubliccomp" class="qrcode_public"></div>
- <span class="label" id="detaillabelbitcoinaddresscomp">Bitcoin Address (compressed):</span>
+ <span class="label" id="detaillabelbitcoinaddresscomp">Litecoin Address (compressed):</span>
<span class="output" id="detailaddresscomp"></span>
</div>
<br />
@@ -4871,13 +4875,13 @@
<hr />
<div class="item">
<div id="detailqrcodeprivate" class="qrcode_private"></div>
- <span class="label"><span id="detaillabelprivwif">Private Key WIF (51 characters base58, starts with a</span> <span id="detailwifprefix">'5'</span>):</span>
+ <span class="label"><span id="detaillabelprivwif">Private Key WIF (51 characters base58, starts with a</span> <span id="detailwifprefix">'6'</span>):</span>
<span class="output" id="detailprivwif"></span>
</div>
<br /><br />
<div class="item right">
<div id="detailqrcodeprivatecomp" class="qrcode_private"></div>
- <span class="label"><span id="detaillabelprivwifcomp">Private Key WIF (compressed, 52 characters base58, starts with a</span> <span id="detailcompwifprefix">'K' or 'L'</span>):</span>
+ <span class="label"><span id="detaillabelprivwifcomp">Private Key WIF (compressed, 52 characters base58, starts with a</span> <span id="detailcompwifprefix">'T'</span>):</span>
<span class="output" id="detailprivwifcomp"></span>
</div>
<br /><br />
@@ -4906,9 +4910,9 @@
</div>
</div>
<div class="authorpgp">
- <span class="item"><a href="ninja_bitaddress.org.txt" target="_blank" id="footerlabelpgp">PGP Public Key</a></span>
- <span class="item"><a href="pgpsignedmsg.txt" target="_blank"><span id="footerlabelversion">Signed Version History</span> (v2.3)</a></span>
- <span class="item"><a href="https://github.com/pointbiz/bitaddress.org" target="_blank" id="footerlabelgithub">GitHub Repository</a></span>
+ <span class="item"><a href="https://www.bitaddress.org/ninja_bitaddress.org.txt" target="_blank" id="footerlabelpgp">PGP Public Key</a></span>
+ <span class="item"><a href="https://www.bitaddress.org/pgpsignedmsg.txt" target="_blank"><span id="footerlabelversion">Signed Version History</span> (v2.3)</a></span>
+ <span class="item"><a href="https://github.com/litecoin-project/bitaddress.org" target="_blank" id="footerlabelgithub">GitHub Repository</a></span>
</div>
<div class="copyright">
<span id="footerlabelcopyright1">Copyright bitaddress.org.</span>
@@ -5205,7 +5209,7 @@
"en": {
// javascript alerts or messages
"testneteditionactivated": "TESTNET EDITION ACTIVATED",
- "paperlabelbitcoinaddress": "Bitcoin Address:",
+ "paperlabelbitcoinaddress": "Litecoin Address:",
"paperlabelprivatekey": "Private Key (Wallet Import Format):",
"bulkgeneratingaddresses": "Generating addresses... ",
"brainalertpassphrasetooshort": "The passphrase you entered is too short.\n\nWarning: Choosing a strong passphrase is important to avoid brute force attempts to guess your passphrase and steal your bitcoins.",
@@ -5223,7 +5227,7 @@
"es": {
// javascript alerts or messages
"testneteditionactivated": "TESTNET EDITION ACTIVATED", //TODO: please translate
- "paperlabelbitcoinaddress": "Direcci�n Bitcoin:",
+ "paperlabelbitcoinaddress": "Direcci�n Litecoin:",
"paperlabelprivatekey": "Clave privada (formato para importar):",
"bulkgeneratingaddresses": "Generating addresses... ", //TODO: please translate
"brainalertpassphrasetooshort": "La contrase�a introducida es demasiado corta.\n\nAviso: Es importante escoger una contrase�a fuerte para evitar ataques de fuerza bruta a fin de adivinarla y robar tus bitcoins.",
@@ -5238,8 +5242,8 @@
"vanityalertinvalidinputprivatekeysmatch": "Invalid input. The Private Key of both entries match. You must input two different keys.", //TODO: please translate
// header and menu html
- "tagline": "Generador de carteras Bitcoin de c�digo abierto en lado de cliente con Javascript",
- "generatelabelbitcoinaddress": "Generando direcci�n Bitcoin...",
+ "tagline": "Generador de carteras Litecoin de c�digo abierto en lado de cliente con Javascript",
+ "generatelabelbitcoinaddress": "Generando direcci�n Litecoin...",
"generatelabelmovemouse": "Mueve un poco el rat�n para crear entrop�a...",
"singlewallet": "Una sola cartera",
"paperwallet": "Cartera en papel",
@@ -5261,7 +5265,7 @@
// single wallet html
"newaddress": "Generar direcci�n",
"singleprint": "Imprimir",
- "singlelabelbitcoinaddress": "Direcci�n Bitcoin",
+ "singlelabelbitcoinaddress": "Direcci�n Litecoin",
"singlelabelprivatekey": "Clave privada (formato para importar):",
// paper wallet html
@@ -5278,12 +5282,12 @@
"bulkprint": "Imprimir",
"bulklabelcsv": "Valores separados por coma:",
"bulklabelformat": "�ndice,Direcci�n,Clave privada (formato para importar)",
- "bulklabelq1": "�Por qu� debo usar \"Direcciones en masa\" para aceptar Bitcoins en mi web?",
+ "bulklabelq1": "�Por qu� debo usar \"Direcciones en masa\" para aceptar Litecoins en mi web?",
"bulka1": "La forma tradicional de aceptar bitcoins en tu web requiere tener instalado el cliente oficial de bitcoin (\"bitcoind\"). Sin embargo muchos servicios de hosting no permiten instalar dicho cliente. Adem�s, ejecutar el cliente en tu servidor supone que las claves privadas est�n tambi�n en el servidor y podr�an ser comprometidas en caso de intrusi�n. Al usar este mecanismo, puedes subir al servidor s�lo las direcci�n de bitcoin y no las claves privadas. De esta forma no te tienes que preocupar de que alguien robe la cartera si se cuelan en el servidor.",
"bulklabelq2": "�C�mo uso \"Direcciones en masa\" para aceptar bitcoins en mi web?",
"bulklabela2li1": "Usa el tab \"Direcciones en masa\" para generar por anticipado muchas direcciones (m�s de 10000). Copia y pega la lista de valores separados por comas (CSV) a un archivo de texto seguro (cifrado) en tu ordenador. Guarda una copia de seguridad en alg�n lugar seguro.",
"bulklabela2li2": "Importa las direcciones en la base de datos de tu servidor. No subas la cartera ni las claves p�blicas, o de lo contrario te lo pueden robar. Sube s�lo las direcciones, ya que es lo que se va a mostrar a los clientes.",
- "bulklabela2li3": "Ofrece una alternativa en el carro de la compra de tu web para que los clientes paguen con Bitcoin. Cuando el cliente elija pagar con Bitcoin, les muestras una de las direcciones de la base de datos como su \"direcci�n de pago\" y guardas esto junto con el pedido.",
+ "bulklabela2li3": "Ofrece una alternativa en el carro de la compra de tu web para que los clientes paguen con Litecoin. Cuando el cliente elija pagar con Litecoin, les muestras una de las direcciones de la base de datos como su \"direcci�n de pago\" y guardas esto junto con el pedido.",
"bulklabela2li4": "Ahora te hace falta recibir una notificaci�n del pago. Busca en google \"notificaci�n de pagos bitcoin\" (o \"bitcoin payment notification\" en ingl�s) y suscr�bete a alguno de los servicios que aparezcan. Hay varios de ellos, que te pueden notificar v�a Web services, API, SMS, email, etc. Una vez te llegue la notificaci�n, lo cual puede ser automatizado, entonces ya puedes procesar el pedido. Para comprobar a mano si has recibido un pago, puedes usar Block Explorer: reemplaza DIRECCION a continuaci�n por la direcci�n que est�s comprobando. La transacci�n puede tardar entre 10 minutos y una hora en ser confirmada. <br />http://www.blockexplorer.com/address/DIRECCION<br /><br />Puedes ver las transacciones sin confirmar en: http://blockchain.info/ <br />Las transacciones sin confirmar suelen aparecer ah� en unos 30 segundos.",
"bulklabela2li5": "Las bitcoins que recibas se almacenar�n de forma segura en la cadena de bloques. Usa la cartera original que generaste en el paso 1 para usarlas.",
@@ -5294,7 +5298,7 @@
"brainlabelconfirm": "Confirmar contrase�a:",
"brainview": "Ver",
"brainalgorithm": "Algoritmo: SHA256(contrase�a)",
- "brainlabelbitcoinaddress": "Direcci�n Bitcoin:",
+ "brainlabelbitcoinaddress": "Direcci�n Litecoin:",
"brainlabelprivatekey": "Clave privada (formato para importar):",
// vanity wallet html
@@ -5312,7 +5316,7 @@
"vanitylabelradioadd": "Add", //TODO: please translate
"vanitylabelradiomultiply": "Multiply", //TODO: please translate
"vanitycalc": "Calcular cartera personalizada",
- "vanitylabelbitcoinaddress": "Direcci�n Bitcoin personalizada:",
+ "vanitylabelbitcoinaddress": "Direcci�n Litecoin personalizada:",
"vanitylabelnotesbitcoinaddress": "Esta es tu nueva direcci�n, que deber�a tener el prefijo deseado.",
"vanitylabelpublickeyhex": "Vanity Public Key (HEX):", //TODO: please translate
"vanitylabelnotespublickeyhex": "The above is the Public Key in hexadecimal format.", //TODO: please translate
@@ -5324,14 +5328,14 @@
"detailview": "Ver detalles",
"detailprint": "Imprimir",
"detaillabelnote1": "Tu clave privada es un n�mero secreto, �nico, que s�lo t� conoces. Se puede expresar en varios formatos. Aqu� abajo mostramos la direcci�n y la clave p�blica que se corresponden con tu clave privada, as� como la clave privada en los formatos m�s conocidos (para importar, hex, base64 y mini).",
- "detaillabelnote2": "Bitcoin v0.6+ almacena las claves p�blicas comprimidas. El cliente tambi�n soporta importar/exportar claves privadas usando importprivkey/dumpprivkey. El formato de las claves privadas exportadas depende de si la direcci�n se gener� en una cartera antigua o nueva.",
- "detaillabelbitcoinaddress": "Direcci�n Bitcoin:",
- "detaillabelbitcoinaddresscomp": "Direcci�n Bitcoin (comprimida):",
+ "detaillabelnote2": "Litecoin v0.6+ almacena las claves p�blicas comprimidas. El cliente tambi�n soporta importar/exportar claves privadas usando importprivkey/dumpprivkey. El formato de las claves privadas exportadas depende de si la direcci�n se gener� en una cartera antigua o nueva.",
+ "detaillabelbitcoinaddress": "Direcci�n Litecoin:",
+ "detaillabelbitcoinaddresscomp": "Direcci�n Litecoin (comprimida):",
"detaillabelpublickey": "Clave p�blica (130 caracteres [0-9A-F]):",
"detaillabelpublickeycomp": "Clave p�blica (comprimida, 66 caracteres [0-9A-F]):",
"detaillabelprivwif": "Clave privada para importar (51 caracteres en base58, empieza con un",
"detaillabelprivwifcomp": "Clave privada para importar (comprimida, 52 caracteres en base58, empieza con",
- "detailcompwifprefix": "'K' o 'L'",
+ "detailcompwifprefix": "'T'",
"detaillabelprivhex": "Clave privada en formato hexadecimal (64 caracteres [0-9A-F]):",
"detaillabelprivb64": "Clave privada en base64 (44 caracteres):",
"detaillabelprivmini": "Clave privada en formato mini (22, 26 o 30 caracteres, empieza por 'S'):"
From 63184d4fd297d7714c0ef35d045b07fc1edfc598 Mon Sep 17 00:00:00 2001
From: coblee <chocobo@alum.mit.edu>
Date: Mon, 11 Feb 2013 01:56:44 -0800
Subject: [PATCH 2/4] Changed logo to litecoin.
---
bitaddress.org.html | 2 +-
1 file changed, 1 insertion(+), 1 deletion(-)
diff --git a/bitaddress.org.html b/bitaddress.org.html
index 507ae7d..9e2b821 100644
--- a/bitaddress.org.html
+++ b/bitaddress.org.html
@@ -4631,7 +4631,7 @@
<span><a href="?culture=en" id="cultureen" class="selected">English</a></span> |
<span><a href="?culture=es" id="culturees" class="">Espa�ol</a></span>
</div>
- <img alt="liteaddress.org" title="liteaddress.org" id="logo" 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" />
<div id="tagline">Open Source JavaScript Client-Side Litecoin Wallet Generator</div>
<div id="testnet"></div>
<div class="menu" id="menu">
From fb0d5318b8eb2102ecf7c3310a0e8ae4a03b8445 Mon Sep 17 00:00:00 2001
From: coblee <chocobo@alum.mit.edu>
Date: Wed, 13 Feb 2013 20:39:29 -0800
Subject: [PATCH 3/4] Replace with Litecoin note image
---
bitaddress.org.html | 2 +-
1 file changed, 1 insertion(+), 1 deletion(-)
diff --git a/bitaddress.org.html b/bitaddress.org.html
index 9e2b821..b2104ac 100644
--- a/bitaddress.org.html
+++ b/bitaddress.org.html
@@ -5546,7 +5546,7 @@
var walletHtml =
"<div class='artwallet' id='artwallet" + i + "'>" +
//"<iframe src='bitcoin-wallet-01.svg' id='papersvg" + i + "' class='papersvg' ></iframe>" +
- "<img id='papersvg" + i + "' class='papersvg' 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' 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'/>" +
"<div id='qrcode_public" + i + "' class='qrcode_public'></div>" +
"<div id='qrcode_private" + i + "' class='qrcode_private'></div>" +
"<div class='btcaddress' id='btcaddress" + i + "'></div>" +
From a215219793aa0bab3c115b873b06155a8a92bbde Mon Sep 17 00:00:00 2001
From: coblee <chocobo@alum.mit.edu>
Date: Mon, 4 Nov 2013 23:32:22 -0800
Subject: [PATCH 4/4] Modify for Litecoin - address version - private key
format - logo - paper wallet image - translation
---
liteaddress.org.html | 8482 ++++++++++++++++++++++++++++++++++++++++++
1 file changed, 8482 insertions(+)
create mode 100644 liteaddress.org.html
diff --git a/liteaddress.org.html b/liteaddress.org.html
new file mode 100644
index 0000000..adb0f3a
--- /dev/null
+++ b/liteaddress.org.html
@@ -0,0 +1,8482 @@
+<!doctype html>
+<html>
+<head>
+ <!--
+ This is a fork of bitaddress.org for Litecoin.
+ GitHub Repository: https://github.com/litecoin-project/bitaddress.org
+ Here's the bitaddress.org info:
+
+ Donation Address: 1NiNja1bUmhSoTXozBRBEtR8LeF9TGbZBN
+
+ Notice of Copyrights and Licenses:
+ ***********************************
+ The bitaddress.org project, software and embedded resources are copyright bitaddress.org (pointbiz).
+ The bitaddress.org name and logo are not part of the open source license.
+
+ Portions of the all-in-one HTML document contain JavaScript codes that are the copyrights of others.
+ The individual copyrights are included throughout the document along with their licenses.
+ Included JavaScript libraries are separated with HTML script tags.
+
+ Summary of JavaScript functions with a redistributable license:
+ JavaScript function License
+ ******************* ***************
+ Array.prototype.map Public Domain
+ window.Crypto BSD License
+ window.SecureRandom BSD License
+ window.EllipticCurve BSD License
+ window.BigInteger BSD License
+ window.QRCode MIT License
+ window.Bitcoin MIT License
+ window.Crypto_scrypt MIT License
+
+ The bitaddress.org software is available under The MIT License (MIT)
+ Copyright (c) 2011-2013 bitaddress.org (pointbiz)
+
+ Permission is hereby granted, free of charge, to any person obtaining a copy of this software and
+ associated documentation files (the "Software"), to deal in the Software without restriction, including
+ without limitation the rights to use, copy, modify, merge, publish, distribute, sublicense, and/or
+ sell copies of the Software, and to permit persons to whom the Software is furnished to do so, subject
+ to the following conditions:
+
+ The above copyright notice and this permission notice shall be included in all copies or substantial
+ portions of the Software.
+
+ THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR IMPLIED, INCLUDING BUT NOT
+ LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT.
+ IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY,
+ WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE
+ SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.
+
+ GitHub Repository: https://github.com/pointbiz/bitaddress.org
+ -->
+
+ <title>liteaddress.org</title>
+ <meta charset="utf-8">
+
+ <script type="text/javascript">
+// Array.prototype.map function is in the public domain.
+// Production steps of ECMA-262, Edition 5, 15.4.4.19
+// Reference: http://es5.github.com/#x15.4.4.19
+if (!Array.prototype.map) {
+ Array.prototype.map = function (callback, thisArg) {
+ var T, A, k;
+ if (this == null) {
+ throw new TypeError(" this is null or not defined");
+ }
+ // 1. Let O be the result of calling ToObject passing the |this| value as the argument.
+ var O = Object(this);
+ // 2. Let lenValue be the result of calling the Get internal method of O with the argument "length".
+ // 3. Let len be ToUint32(lenValue).
+ var len = O.length >>> 0;
+ // 4. If IsCallable(callback) is false, throw a TypeError exception.
+ // See: http://es5.github.com/#x9.11
+ if ({}.toString.call(callback) != "[object Function]") {
+ throw new TypeError(callback + " is not a function");
+ }
+ // 5. If thisArg was supplied, let T be thisArg; else let T be undefined.
+ if (thisArg) {
+ T = thisArg;
+ }
+ // 6. Let A be a new array created as if by the expression new Array(len) where Array is
+ // the standard built-in constructor with that name and len is the value of len.
+ A = new Array(len);
+ // 7. Let k be 0
+ k = 0;
+ // 8. Repeat, while k < len
+ while (k < len) {
+ var kValue, mappedValue;
+ // a. Let Pk be ToString(k).
+ // This is implicit for LHS operands of the in operator
+ // b. Let kPresent be the result of calling the HasProperty internal method of O with argument Pk.
+ // This step can be combined with c
+ // c. If kPresent is true, then
+ if (k in O) {
+ // i. Let kValue be the result of calling the Get internal method of O with argument Pk.
+ kValue = O[k];
+ // ii. Let mappedValue be the result of calling the Call internal method of callback
+ // with T as the this value and argument list containing kValue, k, and O.
+ mappedValue = callback.call(T, kValue, k, O);
+ // iii. Call the DefineOwnProperty internal method of A with arguments
+ // Pk, Property Descriptor {Value: mappedValue, Writable: true, Enumerable: true, Configurable: true},
+ // and false.
+ // In browsers that support Object.defineProperty, use the following:
+ // Object.defineProperty(A, Pk, { value: mappedValue, writable: true, enumerable: true, configurable: true });
+ // For best browser support, use the following:
+ A[k] = mappedValue;
+ }
+ // d. Increase k by 1.
+ k++;
+ }
+ // 9. return A
+ return A;
+ };
+}
+ </script>
+ <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 v2.5.4 PBKDF2.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;
+
+ C.PBKDF2 = function (password, salt, keylen, options) {
+
+ // Convert to byte arrays
+ if (password.constructor == String) password = UTF8.stringToBytes(password);
+ if (salt.constructor == String) salt = UTF8.stringToBytes(salt);
+ /* else, assume byte arrays already */
+
+ // Defaults
+ var hasher = options && options.hasher || C.SHA1,
+ iterations = options && options.iterations || 1;
+
+ // Pseudo-random function
+ function PRF(password, salt) {
+ return C.HMAC(hasher, salt, password, { asBytes: true });
+ }
+
+ // Generate key
+ var derivedKeyBytes = [],
+ blockindex = 1;
+ while (derivedKeyBytes.length < keylen) {
+ var block = PRF(password, salt.concat(util.wordsToBytes([blockindex])));
+ for (var u = block, i = 1; i < iterations; i++) {
+ u = PRF(password, u);
+ for (var j = 0; j < block.length; j++) block[j] ^= u[j];
+ }
+ derivedKeyBytes = derivedKeyBytes.concat(block);
+ blockindex++;
+ }
+
+ // Truncate excess bytes
+ derivedKeyBytes.length = keylen;
+
+ return options && options.asBytes ? derivedKeyBytes :
+ options && options.asString ? Binary.bytesToString(derivedKeyBytes) :
+ util.bytesToHex(derivedKeyBytes);
+
+ };
+
+})();
+ </script>
+ <script type="text/javascript">
+/*!
+* Crypto-JS v2.5.4 HMAC.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;
+
+ C.HMAC = function (hasher, message, key, options) {
+
+ // Convert to byte arrays
+ if (message.constructor == String) message = UTF8.stringToBytes(message);
+ if (key.constructor == String) key = UTF8.stringToBytes(key);
+ /* else, assume byte arrays already */
+
+ // Allow arbitrary length keys
+ if (key.length > hasher._blocksize * 4)
+ key = hasher(key, { asBytes: true });
+
+ // XOR keys with pad constants
+ var okey = key.slice(0),
+ ikey = key.slice(0);
+ for (var i = 0; i < hasher._blocksize * 4; i++) {
+ okey[i] ^= 0x5C;
+ ikey[i] ^= 0x36;
+ }
+
+ var hmacbytes = hasher(okey.concat(hasher(ikey.concat(message), { asBytes: true })), { asBytes: true });
+
+ return options && options.asBytes ? hmacbytes :
+ options && options.asString ? Binary.bytesToString(hmacbytes) :
+ util.bytesToHex(hmacbytes);
+
+ };
+
+})();
+ </script>
+ <script type="text/javascript">
+/*!
+* Crypto-JS v2.5.4 AES.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;
+
+ // Precomputed SBOX
+ var SBOX = [0x63, 0x7c, 0x77, 0x7b, 0xf2, 0x6b, 0x6f, 0xc5,
+ 0x30, 0x01, 0x67, 0x2b, 0xfe, 0xd7, 0xab, 0x76,
+ 0xca, 0x82, 0xc9, 0x7d, 0xfa, 0x59, 0x47, 0xf0,
+ 0xad, 0xd4, 0xa2, 0xaf, 0x9c, 0xa4, 0x72, 0xc0,
+ 0xb7, 0xfd, 0x93, 0x26, 0x36, 0x3f, 0xf7, 0xcc,
+ 0x34, 0xa5, 0xe5, 0xf1, 0x71, 0xd8, 0x31, 0x15,
+ 0x04, 0xc7, 0x23, 0xc3, 0x18, 0x96, 0x05, 0x9a,
+ 0x07, 0x12, 0x80, 0xe2, 0xeb, 0x27, 0xb2, 0x75,
+ 0x09, 0x83, 0x2c, 0x1a, 0x1b, 0x6e, 0x5a, 0xa0,
+ 0x52, 0x3b, 0xd6, 0xb3, 0x29, 0xe3, 0x2f, 0x84,
+ 0x53, 0xd1, 0x00, 0xed, 0x20, 0xfc, 0xb1, 0x5b,
+ 0x6a, 0xcb, 0xbe, 0x39, 0x4a, 0x4c, 0x58, 0xcf,
+ 0xd0, 0xef, 0xaa, 0xfb, 0x43, 0x4d, 0x33, 0x85,
+ 0x45, 0xf9, 0x02, 0x7f, 0x50, 0x3c, 0x9f, 0xa8,
+ 0x51, 0xa3, 0x40, 0x8f, 0x92, 0x9d, 0x38, 0xf5,
+ 0xbc, 0xb6, 0xda, 0x21, 0x10, 0xff, 0xf3, 0xd2,
+ 0xcd, 0x0c, 0x13, 0xec, 0x5f, 0x97, 0x44, 0x17,
+ 0xc4, 0xa7, 0x7e, 0x3d, 0x64, 0x5d, 0x19, 0x73,
+ 0x60, 0x81, 0x4f, 0xdc, 0x22, 0x2a, 0x90, 0x88,
+ 0x46, 0xee, 0xb8, 0x14, 0xde, 0x5e, 0x0b, 0xdb,
+ 0xe0, 0x32, 0x3a, 0x0a, 0x49, 0x06, 0x24, 0x5c,
+ 0xc2, 0xd3, 0xac, 0x62, 0x91, 0x95, 0xe4, 0x79,
+ 0xe7, 0xc8, 0x37, 0x6d, 0x8d, 0xd5, 0x4e, 0xa9,
+ 0x6c, 0x56, 0xf4, 0xea, 0x65, 0x7a, 0xae, 0x08,
+ 0xba, 0x78, 0x25, 0x2e, 0x1c, 0xa6, 0xb4, 0xc6,
+ 0xe8, 0xdd, 0x74, 0x1f, 0x4b, 0xbd, 0x8b, 0x8a,
+ 0x70, 0x3e, 0xb5, 0x66, 0x48, 0x03, 0xf6, 0x0e,
+ 0x61, 0x35, 0x57, 0xb9, 0x86, 0xc1, 0x1d, 0x9e,
+ 0xe1, 0xf8, 0x98, 0x11, 0x69, 0xd9, 0x8e, 0x94,
+ 0x9b, 0x1e, 0x87, 0xe9, 0xce, 0x55, 0x28, 0xdf,
+ 0x8c, 0xa1, 0x89, 0x0d, 0xbf, 0xe6, 0x42, 0x68,
+ 0x41, 0x99, 0x2d, 0x0f, 0xb0, 0x54, 0xbb, 0x16];
+
+ // Compute inverse SBOX lookup table
+ for (var INVSBOX = [], i = 0; i < 256; i++) INVSBOX[SBOX[i]] = i;
+
+ // Compute multiplication in GF(2^8) lookup tables
+ var MULT2 = [],
+ MULT3 = [],
+ MULT9 = [],
+ MULTB = [],
+ MULTD = [],
+ MULTE = [];
+
+ function xtime(a, b) {
+ for (var result = 0, i = 0; i < 8; i++) {
+ if (b & 1) result ^= a;
+ var hiBitSet = a & 0x80;
+ a = (a << 1) & 0xFF;
+ if (hiBitSet) a ^= 0x1b;
+ b >>>= 1;
+ }
+ return result;
+ }
+
+ for (var i = 0; i < 256; i++) {
+ MULT2[i] = xtime(i, 2);
+ MULT3[i] = xtime(i, 3);
+ MULT9[i] = xtime(i, 9);
+ MULTB[i] = xtime(i, 0xB);
+ MULTD[i] = xtime(i, 0xD);
+ MULTE[i] = xtime(i, 0xE);
+ }
+
+ // Precomputed RCon lookup
+ var RCON = [0x00, 0x01, 0x02, 0x04, 0x08, 0x10, 0x20, 0x40, 0x80, 0x1b, 0x36];
+
+ // Inner state
+ var state = [[], [], [], []],
+ keylength,
+ nrounds,
+ keyschedule;
+
+ var AES = C.AES = {
+
+ /**
+ * Public API
+ */
+
+ encrypt: function (message, password, options) {
+
+ options = options || {};
+
+ // Determine mode
+ var mode = options.mode || new C.mode.OFB;
+
+ // Allow mode to override options
+ if (mode.fixOptions) mode.fixOptions(options);
+
+ var
+
+ // Convert to bytes if message is a string
+ m = (
+ message.constructor == String ?
+ UTF8.stringToBytes(message) :
+ message
+ ),
+
+ // Generate random IV
+ iv = options.iv || util.randomBytes(AES._blocksize * 4),
+
+ // Generate key
+ k = (
+ password.constructor == String ?
+ // Derive key from pass-phrase
+ C.PBKDF2(password, iv, 32, { asBytes: true }) :
+ // else, assume byte array representing cryptographic key
+ password
+ );
+
+ // Encrypt
+ AES._init(k);
+ mode.encrypt(AES, m, iv);
+
+ // Return ciphertext
+ m = options.iv ? m : iv.concat(m);
+ return (options && options.asBytes) ? m : util.bytesToBase64(m);
+
+ },
+
+ decrypt: function (ciphertext, password, options) {
+
+ options = options || {};
+
+ // Determine mode
+ var mode = options.mode || new C.mode.OFB;
+
+ // Allow mode to override options
+ if (mode.fixOptions) mode.fixOptions(options);
+
+ var
+
+ // Convert to bytes if ciphertext is a string
+ c = (
+ ciphertext.constructor == String ?
+ util.base64ToBytes(ciphertext) :
+ ciphertext
+ ),
+
+ // Separate IV and message
+ iv = options.iv || c.splice(0, AES._blocksize * 4),
+
+ // Generate key
+ k = (
+ password.constructor == String ?
+ // Derive key from pass-phrase
+ C.PBKDF2(password, iv, 32, { asBytes: true }) :
+ // else, assume byte array representing cryptographic key
+ password
+ );
+
+ // Decrypt
+ AES._init(k);
+ mode.decrypt(AES, c, iv);
+
+ // Return plaintext
+ return (options && options.asBytes) ? c : UTF8.bytesToString(c);
+
+ },
+
+
+ /**
+ * Package private methods and properties
+ */
+
+ _blocksize: 4,
+
+ _encryptblock: function (m, offset) {
+
+ // Set input
+ for (var row = 0; row < AES._blocksize; row++) {
+ for (var col = 0; col < 4; col++)
+ state[row][col] = m[offset + col * 4 + row];
+ }
+
+ // Add round key
+ for (var row = 0; row < 4; row++) {
+ for (var col = 0; col < 4; col++)
+ state[row][col] ^= keyschedule[col][row];
+ }
+
+ for (var round = 1; round < nrounds; round++) {
+
+ // Sub bytes
+ for (var row = 0; row < 4; row++) {
+ for (var col = 0; col < 4; col++)
+ state[row][col] = SBOX[state[row][col]];
+ }
+
+ // Shift rows
+ state[1].push(state[1].shift());
+ state[2].push(state[2].shift());
+ state[2].push(state[2].shift());
+ state[3].unshift(state[3].pop());
+
+ // Mix columns
+ for (var col = 0; col < 4; col++) {
+
+ var s0 = state[0][col],
+ s1 = state[1][col],
+ s2 = state[2][col],
+ s3 = state[3][col];
+
+ state[0][col] = MULT2[s0] ^ MULT3[s1] ^ s2 ^ s3;
+ state[1][col] = s0 ^ MULT2[s1] ^ MULT3[s2] ^ s3;
+ state[2][col] = s0 ^ s1 ^ MULT2[s2] ^ MULT3[s3];
+ state[3][col] = MULT3[s0] ^ s1 ^ s2 ^ MULT2[s3];
+
+ }
+
+ // Add round key
+ for (var row = 0; row < 4; row++) {
+ for (var col = 0; col < 4; col++)
+ state[row][col] ^= keyschedule[round * 4 + col][row];
+ }
+
+ }
+
+ // Sub bytes
+ for (var row = 0; row < 4; row++) {
+ for (var col = 0; col < 4; col++)
+ state[row][col] = SBOX[state[row][col]];
+ }
+
+ // Shift rows
+ state[1].push(state[1].shift());
+ state[2].push(state[2].shift());
+ state[2].push(state[2].shift());
+ state[3].unshift(state[3].pop());
+
+ // Add round key
+ for (var row = 0; row < 4; row++) {
+ for (var col = 0; col < 4; col++)
+ state[row][col] ^= keyschedule[nrounds * 4 + col][row];
+ }
+
+ // Set output
+ for (var row = 0; row < AES._blocksize; row++) {
+ for (var col = 0; col < 4; col++)
+ m[offset + col * 4 + row] = state[row][col];
+ }
+
+ },
+
+ _decryptblock: function (c, offset) {
+
+ // Set input
+ for (var row = 0; row < AES._blocksize; row++) {
+ for (var col = 0; col < 4; col++)
+ state[row][col] = c[offset + col * 4 + row];
+ }
+
+ // Add round key
+ for (var row = 0; row < 4; row++) {
+ for (var col = 0; col < 4; col++)
+ state[row][col] ^= keyschedule[nrounds * 4 + col][row];
+ }
+
+ for (var round = 1; round < nrounds; round++) {
+
+ // Inv shift rows
+ state[1].unshift(state[1].pop());
+ state[2].push(state[2].shift());
+ state[2].push(state[2].shift());
+ state[3].push(state[3].shift());
+
+ // Inv sub bytes
+ for (var row = 0; row < 4; row++) {
+ for (var col = 0; col < 4; col++)
+ state[row][col] = INVSBOX[state[row][col]];
+ }
+
+ // Add round key
+ for (var row = 0; row < 4; row++) {
+ for (var col = 0; col < 4; col++)
+ state[row][col] ^= keyschedule[(nrounds - round) * 4 + col][row];
+ }
+
+ // Inv mix columns
+ for (var col = 0; col < 4; col++) {
+
+ var s0 = state[0][col],
+ s1 = state[1][col],
+ s2 = state[2][col],
+ s3 = state[3][col];
+
+ state[0][col] = MULTE[s0] ^ MULTB[s1] ^ MULTD[s2] ^ MULT9[s3];
+ state[1][col] = MULT9[s0] ^ MULTE[s1] ^ MULTB[s2] ^ MULTD[s3];
+ state[2][col] = MULTD[s0] ^ MULT9[s1] ^ MULTE[s2] ^ MULTB[s3];
+ state[3][col] = MULTB[s0] ^ MULTD[s1] ^ MULT9[s2] ^ MULTE[s3];
+
+ }
+
+ }
+
+ // Inv shift rows
+ state[1].unshift(state[1].pop());
+ state[2].push(state[2].shift());
+ state[2].push(state[2].shift());
+ state[3].push(state[3].shift());
+
+ // Inv sub bytes
+ for (var row = 0; row < 4; row++) {
+ for (var col = 0; col < 4; col++)
+ state[row][col] = INVSBOX[state[row][col]];
+ }
+
+ // Add round key
+ for (var row = 0; row < 4; row++) {
+ for (var col = 0; col < 4; col++)
+ state[row][col] ^= keyschedule[col][row];
+ }
+
+ // Set output
+ for (var row = 0; row < AES._blocksize; row++) {
+ for (var col = 0; col < 4; col++)
+ c[offset + col * 4 + row] = state[row][col];
+ }
+
+ },
+
+
+ /**
+ * Private methods
+ */
+
+ _init: function (k) {
+ keylength = k.length / 4;
+ nrounds = keylength + 6;
+ AES._keyexpansion(k);
+ },
+
+ // Generate a key schedule
+ _keyexpansion: function (k) {
+
+ keyschedule = [];
+
+ for (var row = 0; row < keylength; row++) {
+ keyschedule[row] = [
+ k[row * 4],
+ k[row * 4 + 1],
+ k[row * 4 + 2],
+ k[row * 4 + 3]
+ ];
+ }
+
+ for (var row = keylength; row < AES._blocksize * (nrounds + 1); row++) {
+
+ var temp = [
+ keyschedule[row - 1][0],
+ keyschedule[row - 1][1],
+ keyschedule[row - 1][2],
+ keyschedule[row - 1][3]
+ ];
+
+ if (row % keylength == 0) {
+
+ // Rot word
+ temp.push(temp.shift());
+
+ // Sub word
+ temp[0] = SBOX[temp[0]];
+ temp[1] = SBOX[temp[1]];
+ temp[2] = SBOX[temp[2]];
+ temp[3] = SBOX[temp[3]];
+
+ temp[0] ^= RCON[row / keylength];
+
+ } else if (keylength > 6 && row % keylength == 4) {
+
+ // Sub word
+ temp[0] = SBOX[temp[0]];
+ temp[1] = SBOX[temp[1]];
+ temp[2] = SBOX[temp[2]];
+ temp[3] = SBOX[temp[3]];
+
+ }
+
+ keyschedule[row] = [
+ keyschedule[row - keylength][0] ^ temp[0],
+ keyschedule[row - keylength][1] ^ temp[1],
+ keyschedule[row - keylength][2] ^ temp[2],
+ keyschedule[row - keylength][3] ^ temp[3]
+ ];
+
+ }
+
+ }
+
+ };
+
+})();
+ </script>
+ <script type="text/javascript">
+/*!
+* Crypto-JS 2.5.4 BlockModes.js
+* contribution from Simon Greatrix
+*/
+
+(function (C) {
+
+ // Create pad namespace
+ var C_pad = C.pad = {};
+
+ // Calculate the number of padding bytes required.
+ function _requiredPadding(cipher, message) {
+ var blockSizeInBytes = cipher._blocksize * 4;
+ var reqd = blockSizeInBytes - message.length % blockSizeInBytes;
+ return reqd;
+ }
+
+ // Remove padding when the final byte gives the number of padding bytes.
+ var _unpadLength = function (cipher, message, alg, padding) {
+ var pad = message.pop();
+ if (pad == 0) {
+ throw new Error("Invalid zero-length padding specified for " + alg
+ + ". Wrong cipher specification or key used?");
+ }
+ var maxPad = cipher._blocksize * 4;
+ if (pad > maxPad) {
+ throw new Error("Invalid padding length of " + pad
+ + " specified for " + alg
+ + ". Wrong cipher specification or key used?");
+ }
+ for (var i = 1; i < pad; i++) {
+ var b = message.pop();
+ if (padding != undefined && padding != b) {
+ throw new Error("Invalid padding byte of 0x" + b.toString(16)
+ + " specified for " + alg
+ + ". Wrong cipher specification or key used?");
+ }
+ }
+ };
+
+ // No-operation padding, used for stream ciphers
+ C_pad.NoPadding = {
+ pad: function (cipher, message) { },
+ unpad: function (cipher, message) { }
+ };
+
+ // Zero Padding.
+ //
+ // If the message is not an exact number of blocks, the final block is
+ // completed with 0x00 bytes. There is no unpadding.
+ C_pad.ZeroPadding = {
+ pad: function (cipher, message) {
+ var blockSizeInBytes = cipher._blocksize * 4;
+ var reqd = message.length % blockSizeInBytes;
+ if (reqd != 0) {
+ for (reqd = blockSizeInBytes - reqd; reqd > 0; reqd--) {
+ message.push(0x00);
+ }
+ }
+ },
+
+ unpad: function (cipher, message) {
+ while (message[message.length - 1] == 0) {
+ message.pop();
+ }
+ }
+ };
+
+ // ISO/IEC 7816-4 padding.
+ //
+ // Pads the plain text with an 0x80 byte followed by as many 0x00
+ // bytes are required to complete the block.
+ C_pad.iso7816 = {
+ pad: function (cipher, message) {
+ var reqd = _requiredPadding(cipher, message);
+ message.push(0x80);
+ for (; reqd > 1; reqd--) {
+ message.push(0x00);
+ }
+ },
+
+ unpad: function (cipher, message) {
+ var padLength;
+ for (padLength = cipher._blocksize * 4; padLength > 0; padLength--) {
+ var b = message.pop();
+ if (b == 0x80) return;
+ if (b != 0x00) {
+ throw new Error("ISO-7816 padding byte must be 0, not 0x" + b.toString(16) + ". Wrong cipher specification or key used?");
+ }
+ }
+ throw new Error("ISO-7816 padded beyond cipher block size. Wrong cipher specification or key used?");
+ }
+ };
+
+ // ANSI X.923 padding
+ //
+ // The final block is padded with zeros except for the last byte of the
+ // last block which contains the number of padding bytes.
+ C_pad.ansix923 = {
+ pad: function (cipher, message) {
+ var reqd = _requiredPadding(cipher, message);
+ for (var i = 1; i < reqd; i++) {
+ message.push(0x00);
+ }
+ message.push(reqd);
+ },
+
+ unpad: function (cipher, message) {
+ _unpadLength(cipher, message, "ANSI X.923", 0);
+ }
+ };
+
+ // ISO 10126
+ //
+ // The final block is padded with random bytes except for the last
+ // byte of the last block which contains the number of padding bytes.
+ C_pad.iso10126 = {
+ pad: function (cipher, message) {
+ var reqd = _requiredPadding(cipher, message);
+ for (var i = 1; i < reqd; i++) {
+ message.push(Math.floor(Math.random() * 256));
+ }
+ message.push(reqd);
+ },
+
+ unpad: function (cipher, message) {
+ _unpadLength(cipher, message, "ISO 10126", undefined);
+ }
+ };
+
+ // PKCS7 padding
+ //
+ // PKCS7 is described in RFC 5652. Padding is in whole bytes. The
+ // value of each added byte is the number of bytes that are added,
+ // i.e. N bytes, each of value N are added.
+ C_pad.pkcs7 = {
+ pad: function (cipher, message) {
+ var reqd = _requiredPadding(cipher, message);
+ for (var i = 0; i < reqd; i++) {
+ message.push(reqd);
+ }
+ },
+
+ unpad: function (cipher, message) {
+ _unpadLength(cipher, message, "PKCS 7", message[message.length - 1]);
+ }
+ };
+
+ // Create mode namespace
+ var C_mode = C.mode = {};
+
+ /**
+ * Mode base "class".
+ */
+ var Mode = C_mode.Mode = function (padding) {
+ if (padding) {
+ this._padding = padding;
+ }
+ };
+
+ Mode.prototype = {
+ encrypt: function (cipher, m, iv) {
+ this._padding.pad(cipher, m);
+ this._doEncrypt(cipher, m, iv);
+ },
+
+ decrypt: function (cipher, m, iv) {
+ this._doDecrypt(cipher, m, iv);
+ this._padding.unpad(cipher, m);
+ },
+
+ // Default padding
+ _padding: C_pad.iso7816
+ };
+
+
+ /**
+ * Electronic Code Book mode.
+ *
+ * ECB applies the cipher directly against each block of the input.
+ *
+ * ECB does not require an initialization vector.
+ */
+ var ECB = C_mode.ECB = function () {
+ // Call parent constructor
+ Mode.apply(this, arguments);
+ };
+
+ // Inherit from Mode
+ var ECB_prototype = ECB.prototype = new Mode;
+
+ // Concrete steps for Mode template
+ ECB_prototype._doEncrypt = function (cipher, m, iv) {
+ var blockSizeInBytes = cipher._blocksize * 4;
+ // Encrypt each block
+ for (var offset = 0; offset < m.length; offset += blockSizeInBytes) {
+ cipher._encryptblock(m, offset);
+ }
+ };
+ ECB_prototype._doDecrypt = function (cipher, c, iv) {
+ var blockSizeInBytes = cipher._blocksize * 4;
+ // Decrypt each block
+ for (var offset = 0; offset < c.length; offset += blockSizeInBytes) {
+ cipher._decryptblock(c, offset);
+ }
+ };
+
+ // ECB never uses an IV
+ ECB_prototype.fixOptions = function (options) {
+ options.iv = [];
+ };
+
+
+ /**
+ * Cipher block chaining
+ *
+ * The first block is XORed with the IV. Subsequent blocks are XOR with the
+ * previous cipher output.
+ */
+ var CBC = C_mode.CBC = function () {
+ // Call parent constructor
+ Mode.apply(this, arguments);
+ };
+
+ // Inherit from Mode
+ var CBC_prototype = CBC.prototype = new Mode;
+
+ // Concrete steps for Mode template
+ CBC_prototype._doEncrypt = function (cipher, m, iv) {
+ var blockSizeInBytes = cipher._blocksize * 4;
+
+ // Encrypt each block
+ for (var offset = 0; offset < m.length; offset += blockSizeInBytes) {
+ if (offset == 0) {
+ // XOR first block using IV
+ for (var i = 0; i < blockSizeInBytes; i++)
+ m[i] ^= iv[i];
+ } else {
+ // XOR this block using previous crypted block
+ for (var i = 0; i < blockSizeInBytes; i++)
+ m[offset + i] ^= m[offset + i - blockSizeInBytes];
+ }
+ // Encrypt block
+ cipher._encryptblock(m, offset);
+ }
+ };
+ CBC_prototype._doDecrypt = function (cipher, c, iv) {
+ var blockSizeInBytes = cipher._blocksize * 4;
+
+ // At the start, the previously crypted block is the IV
+ var prevCryptedBlock = iv;
+
+ // Decrypt each block
+ for (var offset = 0; offset < c.length; offset += blockSizeInBytes) {
+ // Save this crypted block
+ var thisCryptedBlock = c.slice(offset, offset + blockSizeInBytes);
+ // Decrypt block
+ cipher._decryptblock(c, offset);
+ // XOR decrypted block using previous crypted block
+ for (var i = 0; i < blockSizeInBytes; i++) {
+ c[offset + i] ^= prevCryptedBlock[i];
+ }
+ prevCryptedBlock = thisCryptedBlock;
+ }
+ };
+
+
+ /**
+ * Cipher feed back
+ *
+ * The cipher output is XORed with the plain text to produce the cipher output,
+ * which is then fed back into the cipher to produce a bit pattern to XOR the
+ * next block with.
+ *
+ * This is a stream cipher mode and does not require padding.
+ */
+ var CFB = C_mode.CFB = function () {
+ // Call parent constructor
+ Mode.apply(this, arguments);
+ };
+
+ // Inherit from Mode
+ var CFB_prototype = CFB.prototype = new Mode;
+
+ // Override padding
+ CFB_prototype._padding = C_pad.NoPadding;
+
+ // Concrete steps for Mode template
+ CFB_prototype._doEncrypt = function (cipher, m, iv) {
+ var blockSizeInBytes = cipher._blocksize * 4,
+ keystream = iv.slice(0);
+
+ // Encrypt each byte
+ for (var i = 0; i < m.length; i++) {
+
+ var j = i % blockSizeInBytes;
+ if (j == 0) cipher._encryptblock(keystream, 0);
+
+ m[i] ^= keystream[j];
+ keystream[j] = m[i];
+ }
+ };
+ CFB_prototype._doDecrypt = function (cipher, c, iv) {
+ var blockSizeInBytes = cipher._blocksize * 4,
+ keystream = iv.slice(0);
+
+ // Encrypt each byte
+ for (var i = 0; i < c.length; i++) {
+
+ var j = i % blockSizeInBytes;
+ if (j == 0) cipher._encryptblock(keystream, 0);
+
+ var b = c[i];
+ c[i] ^= keystream[j];
+ keystream[j] = b;
+ }
+ };
+
+
+ /**
+ * Output feed back
+ *
+ * The cipher repeatedly encrypts its own output. The output is XORed with the
+ * plain text to produce the cipher text.
+ *
+ * This is a stream cipher mode and does not require padding.
+ */
+ var OFB = C_mode.OFB = function () {
+ // Call parent constructor
+ Mode.apply(this, arguments);
+ };
+
+ // Inherit from Mode
+ var OFB_prototype = OFB.prototype = new Mode;
+
+ // Override padding
+ OFB_prototype._padding = C_pad.NoPadding;
+
+ // Concrete steps for Mode template
+ OFB_prototype._doEncrypt = function (cipher, m, iv) {
+
+ var blockSizeInBytes = cipher._blocksize * 4,
+ keystream = iv.slice(0);
+
+ // Encrypt each byte
+ for (var i = 0; i < m.length; i++) {
+
+ // Generate keystream
+ if (i % blockSizeInBytes == 0)
+ cipher._encryptblock(keystream, 0);
+
+ // Encrypt byte
+ m[i] ^= keystream[i % blockSizeInBytes];
+
+ }
+ };
+ OFB_prototype._doDecrypt = OFB_prototype._doEncrypt;
+
+ /**
+ * Counter
+ * @author Gergely Risko
+ *
+ * After every block the last 4 bytes of the IV is increased by one
+ * with carry and that IV is used for the next block.
+ *
+ * This is a stream cipher mode and does not require padding.
+ */
+ var CTR = C_mode.CTR = function () {
+ // Call parent constructor
+ Mode.apply(this, arguments);
+ };
+
+ // Inherit from Mode
+ var CTR_prototype = CTR.prototype = new Mode;
+
+ // Override padding
+ CTR_prototype._padding = C_pad.NoPadding;
+
+ CTR_prototype._doEncrypt = function (cipher, m, iv) {
+ var blockSizeInBytes = cipher._blocksize * 4;
+ var counter = iv.slice(0);
+
+ for (var i = 0; i < m.length; ) {
+ // do not lose iv
+ var keystream = counter.slice(0);
+
+ // Generate keystream for next block
+ cipher._encryptblock(keystream, 0);
+
+ // XOR keystream with block
+ for (var j = 0; i < m.length && j < blockSizeInBytes; j++, i++) {
+ m[i] ^= keystream[j];
+ }
+
+ // Increase counter
+ if (++(counter[blockSizeInBytes - 1]) == 256) {
+ counter[blockSizeInBytes - 1] = 0;
+ if (++(counter[blockSizeInBytes - 2]) == 256) {
+ counter[blockSizeInBytes - 2] = 0;
+ if (++(counter[blockSizeInBytes - 3]) == 256) {
+ counter[blockSizeInBytes - 3] = 0;
+ ++(counter[blockSizeInBytes - 4]);
+ }
+ }
+ }
+ }
+ };
+ CTR_prototype._doDecrypt = CTR_prototype._doEncrypt;
+
+})(Crypto);
+ </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>
+ <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;
+
+ if (this.x.equals(b.x)) {
+ if (this.y.equals(b.y)) {
+ // this = b, i.e. this must be doubled
+ return this.twice();
+ }
+ // this = -b, i.e. the result is the point at infinity
+ return this.curve.getInfinity();
+ }
+
+ var x_x = b.x.subtract(this.x);
+ var y_y = b.y.subtract(this.y);
+ var gamma = y_y.divide(x_x);
+
+ var x3 = gamma.square().subtract(this.x).subtract(b.x);
+ var y3 = gamma.multiply(this.x.subtract(x3)).subtract(this.y);
+
+ return new ec.PointFp(this.curve, x3, y3);
+ };
+
+ ec.PointFp.prototype.twice2D = function () {
+ if (this.isInfinity()) return this;
+ if (this.y.toBigInteger().signum() == 0) {
+ // if y1 == 0, then (x1, y1) == (x1, -y1)
+ // and hence this = -this and thus 2(x1, y1) == infinity
+ return this.curve.getInfinity();
+ }
+
+ var TWO = this.curve.fromBigInteger(BigInteger.valueOf(2));
+ var THREE = this.curve.fromBigInteger(BigInteger.valueOf(3));
+ var gamma = this.x.square().multiply(THREE).add(this.curve.a).divide(this.y.multiply(TWO));
+
+ var x3 = gamma.square().subtract(this.x.multiply(TWO));
+ var y3 = gamma.multiply(this.x.subtract(x3)).subtract(this.y);
+
+ return new ec.PointFp(this.curve, x3, y3);
+ };
+
+ ec.PointFp.prototype.multiply2D = 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.add2D(hBit ? this : neg);
+ }
+ }
+
+ return R;
+ };
+
+ ec.PointFp.prototype.isOnCurve = function () {
+ var x = this.getX().toBigInteger();
+ var y = this.getY().toBigInteger();
+ var a = this.curve.getA().toBigInteger();
+ var b = this.curve.getB().toBigInteger();
+ var n = this.curve.getQ();
+ var lhs = y.multiply(y).mod(n);
+ var rhs = x.multiply(x).multiply(x).add(a.multiply(x)).add(b).mod(n);
+ return lhs.equals(rhs);
+ };
+
+ ec.PointFp.prototype.toString = function () {
+ return '(' + this.getX().toBigInteger().toString() + ',' + this.getY().toBigInteger().toString() + ')';
+ };
+
+ /**
+ * Validate an elliptic curve point.
+ *
+ * See SEC 1, section 3.2.2.1: Elliptic Curve Public Key Validation Primitive
+ */
+ ec.PointFp.prototype.validate = function () {
+ var n = this.curve.getQ();
+
+ // Check Q != O
+ if (this.isInfinity()) {
+ throw new Error("Point is at infinity.");
+ }
+
+ // Check coordinate bounds
+ var x = this.getX().toBigInteger();
+ var y = this.getY().toBigInteger();
+ if (x.compareTo(BigInteger.ONE) < 0 || x.compareTo(n.subtract(BigInteger.ONE)) > 0) {
+ throw new Error('x coordinate out of bounds');
+ }
+ if (y.compareTo(BigInteger.ONE) < 0 || y.compareTo(n.subtract(BigInteger.ONE)) > 0) {
+ throw new Error('y coordinate out of bounds');
+ }
+
+ // Check y^2 = x^3 + ax + b (mod n)
+ if (!this.isOnCurve()) {
+ throw new Error("Point is not on the curve.");
+ }
+
+ // Check nQ = 0 (Q is a scalar multiple of G)
+ if (this.multiply(n).isInfinity()) {
+ // TODO: This check doesn't work - fix.
+ throw new Error("Point is not a scalar multiple of G.");
+ }
+
+ return true;
+ };
+
+
+
+
+ // ----------------
+ // ECCurveFp constructor
+ ec.CurveFp = function (q, a, b) {
+ this.q = q;
+ this.a = this.fromBigInteger(a);
+ this.b = this.fromBigInteger(b);
+ this.infinity = new ec.PointFp(this, null, null);
+ }
+
+ ec.CurveFp.prototype.getQ = function () {
+ return this.q;
+ };
+
+ ec.CurveFp.prototype.getA = function () {
+ return this.a;
+ };
+
+ ec.CurveFp.prototype.getB = function () {
+ return this.b;
+ };
+
+ ec.CurveFp.prototype.equals = function (other) {
+ if (other == this) return true;
+ return (this.q.equals(other.q) && this.a.equals(other.a) && this.b.equals(other.b));
+ };
+
+ ec.CurveFp.prototype.getInfinity = function () {
+ return this.infinity;
+ };
+
+ ec.CurveFp.prototype.fromBigInteger = function (x) {
+ return new ec.FieldElementFp(this.q, x);
+ };
+
+ // for now, work with hex strings because they're easier in JS
+ // compressed support added by bitaddress.org
+ ec.CurveFp.prototype.decodePointHex = function (s) {
+ var firstByte = parseInt(s.substr(0, 2), 16);
+ switch (firstByte) { // first byte
+ case 0:
+ return this.infinity;
+ case 2: // compressed
+ case 3: // compressed
+ var yTilde = firstByte & 1;
+ var xHex = s.substr(2, s.length - 2);
+ var X1 = new BigInteger(xHex, 16);
+ return this.decompressPoint(yTilde, X1);
+ case 4: // uncompressed
+ case 6: // hybrid
+ case 7: // hybrid
+ var len = (s.length - 2) / 2;
+ var xHex = s.substr(2, len);
+ var yHex = s.substr(len + 2, len);
+
+ return new ec.PointFp(this,
+ this.fromBigInteger(new BigInteger(xHex, 16)),
+ this.fromBigInteger(new BigInteger(yHex, 16)));
+
+ default: // unsupported
+ return null;
+ }
+ };
+
+ /*
+ * Copyright (c) 2000 - 2011 The Legion Of The Bouncy Castle (http://www.bouncycastle.org)
+ * Ported to JavaScript by bitaddress.org
+ *
+ * Number yTilde
+ * BigInteger X1
+ */
+ ec.CurveFp.prototype.decompressPoint = function (yTilde, X1) {
+ var x = this.fromBigInteger(X1);
+ var alpha = x.multiply(x.square().add(this.getA())).add(this.getB());
+ var beta = alpha.sqrt();
+ // if we can't find a sqrt we haven't got a point on the curve - run!
+ if (beta == null) throw new Error("Invalid point compression");
+ var betaValue = beta.toBigInteger();
+ var bit0 = betaValue.testBit(0) ? 1 : 0;
+ if (bit0 != yTilde) {
+ // Use the other root
+ beta = this.fromBigInteger(this.getQ().subtract(betaValue));
+ }
+ return new ec.PointFp(this, x, beta, null, true);
+ };
+
+
+ ec.fromHex = function (s) { return new BigInteger(s, 16); };
+
+ ec.integerToBytes = function (i, len) {
+ var bytes = i.toByteArrayUnsigned();
+ if (len < bytes.length) {
+ bytes = bytes.slice(bytes.length - len);
+ } else while (len > bytes.length) {
+ bytes.unshift(0);
+ }
+ return bytes;
+ };
+
+
+ // Named EC curves
+ // ----------------
+ // X9ECParameters constructor
+ ec.X9Parameters = function (curve, g, n, h) {
+ this.curve = curve;
+ this.g = g;
+ this.n = n;
+ this.h = h;
+ }
+ ec.X9Parameters.prototype.getCurve = function () { return this.curve; };
+ ec.X9Parameters.prototype.getG = function () { return this.g; };
+ ec.X9Parameters.prototype.getN = function () { return this.n; };
+ ec.X9Parameters.prototype.getH = function () { return this.h; };
+
+ // secp256k1 is the Curve used by Bitcoin
+ ec.secNamedCurves = {
+ // used by Bitcoin
+ "secp256k1": function () {
+ // p = 2^256 - 2^32 - 2^9 - 2^8 - 2^7 - 2^6 - 2^4 - 1
+ var p = ec.fromHex("FFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFEFFFFFC2F");
+ var a = BigInteger.ZERO;
+ var b = ec.fromHex("7");
+ var n = ec.fromHex("FFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFEBAAEDCE6AF48A03BBFD25E8CD0364141");
+ var h = BigInteger.ONE;
+ var curve = new ec.CurveFp(p, a, b);
+ var G = curve.decodePointHex("04"
+ + "79BE667EF9DCBBAC55A06295CE870B07029BFCDB2DCE28D959F2815B16F81798"
+ + "483ADA7726A3C4655DA4FBFC0E1108A8FD17B448A68554199C47D08FFB10D4B8");
+ return new ec.X9Parameters(curve, G, n, h);
+ }
+ };
+
+ // secp256k1 called by Bitcoin's ECKEY
+ ec.getSECCurveByName = function (name) {
+ if (ec.secNamedCurves[name] == undefined) return null;
+ return ec.secNamedCurves[name]();
+ }
+})();
+ </script>
+ <script type="text/javascript">
+/*!
+* Basic JavaScript BN library - subset useful for RSA encryption. v1.3
+*
+* Copyright (c) 2005 Tom Wu
+* All Rights Reserved.
+* BSD License
+* http://www-cs-students.stanford.edu/~tjw/jsbn/LICENSE
+*
+* Copyright Stephan Thomas
+* Copyright bitaddress.org
+*/
+
+(function () {
+
+ // (public) Constructor function of Global BigInteger object
+ var BigInteger = window.BigInteger = function BigInteger(a, b, c) {
+ if (a != null)
+ if ("number" == typeof a) this.fromNumber(a, b, c);
+ else if (b == null && "string" != typeof a) this.fromString(a, 256);
+ else this.fromString(a, b);
+ };
+
+ // Bits per digit
+ var dbits;
+
+ // JavaScript engine analysis
+ var canary = 0xdeadbeefcafe;
+ var j_lm = ((canary & 0xffffff) == 0xefcafe);
+
+ // return new, unset BigInteger
+ function nbi() { return new BigInteger(null); }
+
+ // am: Compute w_j += (x*this_i), propagate carries,
+ // c is initial carry, returns final carry.
+ // c < 3*dvalue, x < 2*dvalue, this_i < dvalue
+ // We need to select the fastest one that works in this environment.
+
+ // am1: use a single mult and divide to get the high bits,
+ // max digit bits should be 26 because
+ // max internal value = 2*dvalue^2-2*dvalue (< 2^53)
+ function am1(i, x, w, j, c, n) {
+ while (--n >= 0) {
+ var v = x * this[i++] + w[j] + c;
+ c = Math.floor(v / 0x4000000);
+ w[j++] = v & 0x3ffffff;
+ }
+ return c;
+ }
+ // am2 avoids a big mult-and-extract completely.
+ // Max digit bits should be <= 30 because we do bitwise ops
+ // on values up to 2*hdvalue^2-hdvalue-1 (< 2^31)
+ function am2(i, x, w, j, c, n) {
+ var xl = x & 0x7fff, xh = x >> 15;
+ while (--n >= 0) {
+ var l = this[i] & 0x7fff;
+ var h = this[i++] >> 15;
+ var m = xh * l + h * xl;
+ l = xl * l + ((m & 0x7fff) << 15) + w[j] + (c & 0x3fffffff);
+ c = (l >>> 30) + (m >>> 15) + xh * h + (c >>> 30);
+ w[j++] = l & 0x3fffffff;
+ }
+ return c;
+ }
+ // Alternately, set max digit bits to 28 since some
+ // browsers slow down when dealing with 32-bit numbers.
+ function am3(i, x, w, j, c, n) {
+ var xl = x & 0x3fff, xh = x >> 14;
+ while (--n >= 0) {
+ var l = this[i] & 0x3fff;
+ var h = this[i++] >> 14;
+ var m = xh * l + h * xl;
+ l = xl * l + ((m & 0x3fff) << 14) + w[j] + c;
+ c = (l >> 28) + (m >> 14) + xh * h;
+ w[j++] = l & 0xfffffff;
+ }
+ return c;
+ }
+ if (j_lm && (navigator.appName == "Microsoft Internet Explorer")) {
+ BigInteger.prototype.am = am2;
+ dbits = 30;
+ }
+ else if (j_lm && (navigator.appName != "Netscape")) {
+ BigInteger.prototype.am = am1;
+ dbits = 26;
+ }
+ else { // Mozilla/Netscape seems to prefer am3
+ BigInteger.prototype.am = am3;
+ dbits = 28;
+ }
+
+ BigInteger.prototype.DB = dbits;
+ BigInteger.prototype.DM = ((1 << dbits) - 1);
+ BigInteger.prototype.DV = (1 << dbits);
+
+ var BI_FP = 52;
+ BigInteger.prototype.FV = Math.pow(2, BI_FP);
+ BigInteger.prototype.F1 = BI_FP - dbits;
+ BigInteger.prototype.F2 = 2 * dbits - BI_FP;
+
+ // Digit conversions
+ var BI_RM = "0123456789abcdefghijklmnopqrstuvwxyz";
+ var BI_RC = new Array();
+ var rr, vv;
+ rr = "0".charCodeAt(0);
+ for (vv = 0; vv <= 9; ++vv) BI_RC[rr++] = vv;
+ rr = "a".charCodeAt(0);
+ for (vv = 10; vv < 36; ++vv) BI_RC[rr++] = vv;
+ rr = "A".charCodeAt(0);
+ for (vv = 10; vv < 36; ++vv) BI_RC[rr++] = vv;
+
+ function int2char(n) { return BI_RM.charAt(n); }
+ function intAt(s, i) {
+ var c = BI_RC[s.charCodeAt(i)];
+ return (c == null) ? -1 : c;
+ }
+
+
+
+ // return bigint initialized to value
+ function nbv(i) { var r = nbi(); r.fromInt(i); return r; }
+
+
+ // returns bit length of the integer x
+ function nbits(x) {
+ var r = 1, t;
+ if ((t = x >>> 16) != 0) { x = t; r += 16; }
+ if ((t = x >> 8) != 0) { x = t; r += 8; }
+ if ((t = x >> 4) != 0) { x = t; r += 4; }
+ if ((t = x >> 2) != 0) { x = t; r += 2; }
+ if ((t = x >> 1) != 0) { x = t; r += 1; }
+ return r;
+ }
+
+
+
+
+
+
+
+ // (protected) copy this to r
+ BigInteger.prototype.copyTo = function (r) {
+ for (var i = this.t - 1; i >= 0; --i) r[i] = this[i];
+ r.t = this.t;
+ r.s = this.s;
+ };
+
+
+ // (protected) set from integer value x, -DV <= x < DV
+ BigInteger.prototype.fromInt = function (x) {
+ this.t = 1;
+ this.s = (x < 0) ? -1 : 0;
+ if (x > 0) this[0] = x;
+ else if (x < -1) this[0] = x + DV;
+ else this.t = 0;
+ };
+
+ // (protected) set from string and radix
+ BigInteger.prototype.fromString = function (s, b) {
+ var k;
+ if (b == 16) k = 4;
+ else if (b == 8) k = 3;
+ else if (b == 256) k = 8; // byte array
+ else if (b == 2) k = 1;
+ else if (b == 32) k = 5;
+ else if (b == 4) k = 2;
+ else { this.fromRadix(s, b); return; }
+ this.t = 0;
+ this.s = 0;
+ var i = s.length, mi = false, sh = 0;
+ while (--i >= 0) {
+ var x = (k == 8) ? s[i] & 0xff : intAt(s, i);
+ if (x < 0) {
+ if (s.charAt(i) == "-") mi = true;
+ continue;
+ }
+ mi = false;
+ if (sh == 0)
+ this[this.t++] = x;
+ else if (sh + k > this.DB) {
+ this[this.t - 1] |= (x & ((1 << (this.DB - sh)) - 1)) << sh;
+ this[this.t++] = (x >> (this.DB - sh));
+ }
+ else
+ this[this.t - 1] |= x << sh;
+ sh += k;
+ if (sh >= this.DB) sh -= this.DB;
+ }
+ if (k == 8 && (s[0] & 0x80) != 0) {
+ this.s = -1;
+ if (sh > 0) this[this.t - 1] |= ((1 << (this.DB - sh)) - 1) << sh;
+ }
+ this.clamp();
+ if (mi) BigInteger.ZERO.subTo(this, this);
+ };
+
+
+ // (protected) clamp off excess high words
+ BigInteger.prototype.clamp = function () {
+ var c = this.s & this.DM;
+ while (this.t > 0 && this[this.t - 1] == c) --this.t;
+ };
+
+ // (protected) r = this << n*DB
+ BigInteger.prototype.dlShiftTo = function (n, r) {
+ var i;
+ for (i = this.t - 1; i >= 0; --i) r[i + n] = this[i];
+ for (i = n - 1; i >= 0; --i) r[i] = 0;
+ r.t = this.t + n;
+ r.s = this.s;
+ };
+
+ // (protected) r = this >> n*DB
+ BigInteger.prototype.drShiftTo = function (n, r) {
+ for (var i = n; i < this.t; ++i) r[i - n] = this[i];
+ r.t = Math.max(this.t - n, 0);
+ r.s = this.s;
+ };
+
+
+ // (protected) r = this << n
+ BigInteger.prototype.lShiftTo = function (n, r) {
+ var bs = n % this.DB;
+ var cbs = this.DB - bs;
+ var bm = (1 << cbs) - 1;
+ var ds = Math.floor(n / this.DB), c = (this.s << bs) & this.DM, i;
+ for (i = this.t - 1; i >= 0; --i) {
+ r[i + ds + 1] = (this[i] >> cbs) | c;
+ c = (this[i] & bm) << bs;
+ }
+ for (i = ds - 1; i >= 0; --i) r[i] = 0;
+ r[ds] = c;
+ r.t = this.t + ds + 1;
+ r.s = this.s;
+ r.clamp();
+ };
+
+
+ // (protected) r = this >> n
+ BigInteger.prototype.rShiftTo = function (n, r) {
+ r.s = this.s;
+ var ds = Math.floor(n / this.DB);
+ if (ds >= this.t) { r.t = 0; return; }
+ var bs = n % this.DB;
+ var cbs = this.DB - bs;
+ var bm = (1 << bs) - 1;
+ r[0] = this[ds] >> bs;
+ for (var i = ds + 1; i < this.t; ++i) {
+ r[i - ds - 1] |= (this[i] & bm) << cbs;
+ r[i - ds] = this[i] >> bs;
+ }
+ if (bs > 0) r[this.t - ds - 1] |= (this.s & bm) << cbs;
+ r.t = this.t - ds;
+ r.clamp();
+ };
+
+
+ // (protected) r = this - a
+ BigInteger.prototype.subTo = function (a, r) {
+ var i = 0, c = 0, m = Math.min(a.t, this.t);
+ while (i < m) {
+ c += this[i] - a[i];
+ r[i++] = c & this.DM;
+ c >>= this.DB;
+ }
+ if (a.t < this.t) {
+ c -= a.s;
+ while (i < this.t) {
+ c += this[i];
+ r[i++] = c & this.DM;
+ c >>= this.DB;
+ }
+ c += this.s;
+ }
+ else {
+ c += this.s;
+ while (i < a.t) {
+ c -= a[i];
+ r[i++] = c & this.DM;
+ c >>= this.DB;
+ }
+ c -= a.s;
+ }
+ r.s = (c < 0) ? -1 : 0;
+ if (c < -1) r[i++] = this.DV + c;
+ else if (c > 0) r[i++] = c;
+ r.t = i;
+ r.clamp();
+ };
+
+
+ // (protected) r = this * a, r != this,a (HAC 14.12)
+ // "this" should be the larger one if appropriate.
+ BigInteger.prototype.multiplyTo = function (a, r) {
+ var x = this.abs(), y = a.abs();
+ var i = x.t;
+ r.t = i + y.t;
+ while (--i >= 0) r[i] = 0;
+ for (i = 0; i < y.t; ++i) r[i + x.t] = x.am(0, y[i], r, i, 0, x.t);
+ r.s = 0;
+ r.clamp();
+ if (this.s != a.s) BigInteger.ZERO.subTo(r, r);
+ };
+
+
+ // (protected) r = this^2, r != this (HAC 14.16)
+ BigInteger.prototype.squareTo = function (r) {
+ var x = this.abs();
+ var i = r.t = 2 * x.t;
+ while (--i >= 0) r[i] = 0;
+ for (i = 0; i < x.t - 1; ++i) {
+ var c = x.am(i, x[i], r, 2 * i, 0, 1);
+ if ((r[i + x.t] += x.am(i + 1, 2 * x[i], r, 2 * i + 1, c, x.t - i - 1)) >= x.DV) {
+ r[i + x.t] -= x.DV;
+ r[i + x.t + 1] = 1;
+ }
+ }
+ if (r.t > 0) r[r.t - 1] += x.am(i, x[i], r, 2 * i, 0, 1);
+ r.s = 0;
+ r.clamp();
+ };
+
+
+
+ // (protected) divide this by m, quotient and remainder to q, r (HAC 14.20)
+ // r != q, this != m. q or r may be null.
+ BigInteger.prototype.divRemTo = function (m, q, r) {
+ var pm = m.abs();
+ if (pm.t <= 0) return;
+ var pt = this.abs();
+ if (pt.t < pm.t) {
+ if (q != null) q.fromInt(0);
+ if (r != null) this.copyTo(r);
+ return;
+ }
+ if (r == null) r = nbi();
+ var y = nbi(), ts = this.s, ms = m.s;
+ var nsh = this.DB - nbits(pm[pm.t - 1]); // normalize modulus
+ if (nsh > 0) { pm.lShiftTo(nsh, y); pt.lShiftTo(nsh, r); }
+ else { pm.copyTo(y); pt.copyTo(r); }
+ var ys = y.t;
+ var y0 = y[ys - 1];
+ if (y0 == 0) return;
+ var yt = y0 * (1 << this.F1) + ((ys > 1) ? y[ys - 2] >> this.F2 : 0);
+ var d1 = this.FV / yt, d2 = (1 << this.F1) / yt, e = 1 << this.F2;
+ var i = r.t, j = i - ys, t = (q == null) ? nbi() : q;
+ y.dlShiftTo(j, t);
+ if (r.compareTo(t) >= 0) {
+ r[r.t++] = 1;
+ r.subTo(t, r);
+ }
+ BigInteger.ONE.dlShiftTo(ys, t);
+ t.subTo(y, y); // "negative" y so we can replace sub with am later
+ while (y.t < ys) y[y.t++] = 0;
+ while (--j >= 0) {
+ // Estimate quotient digit
+ var qd = (r[--i] == y0) ? this.DM : Math.floor(r[i] * d1 + (r[i - 1] + e) * d2);
+ if ((r[i] += y.am(0, qd, r, j, 0, ys)) < qd) { // Try it out
+ y.dlShiftTo(j, t);
+ r.subTo(t, r);
+ while (r[i] < --qd) r.subTo(t, r);
+ }
+ }
+ if (q != null) {
+ r.drShiftTo(ys, q);
+ if (ts != ms) BigInteger.ZERO.subTo(q, q);
+ }
+ r.t = ys;
+ r.clamp();
+ if (nsh > 0) r.rShiftTo(nsh, r); // Denormalize remainder
+ if (ts < 0) BigInteger.ZERO.subTo(r, r);
+ };
+
+
+ // (protected) return "-1/this % 2^DB"; useful for Mont. reduction
+ // justification:
+ // xy == 1 (mod m)
+ // xy = 1+km
+ // xy(2-xy) = (1+km)(1-km)
+ // x[y(2-xy)] = 1-k^2m^2
+ // x[y(2-xy)] == 1 (mod m^2)
+ // if y is 1/x mod m, then y(2-xy) is 1/x mod m^2
+ // should reduce x and y(2-xy) by m^2 at each step to keep size bounded.
+ // JS multiply "overflows" differently from C/C++, so care is needed here.
+ BigInteger.prototype.invDigit = function () {
+ if (this.t < 1) return 0;
+ var x = this[0];
+ if ((x & 1) == 0) return 0;
+ var y = x & 3; // y == 1/x mod 2^2
+ y = (y * (2 - (x & 0xf) * y)) & 0xf; // y == 1/x mod 2^4
+ y = (y * (2 - (x & 0xff) * y)) & 0xff; // y == 1/x mod 2^8
+ y = (y * (2 - (((x & 0xffff) * y) & 0xffff))) & 0xffff; // y == 1/x mod 2^16
+ // last step - calculate inverse mod DV directly;
+ // assumes 16 < DB <= 32 and assumes ability to handle 48-bit ints
+ y = (y * (2 - x * y % this.DV)) % this.DV; // y == 1/x mod 2^dbits
+ // we really want the negative inverse, and -DV < y < DV
+ return (y > 0) ? this.DV - y : -y;
+ };
+
+
+ // (protected) true iff this is even
+ BigInteger.prototype.isEven = function () { return ((this.t > 0) ? (this[0] & 1) : this.s) == 0; };
+
+
+ // (protected) this^e, e < 2^32, doing sqr and mul with "r" (HAC 14.79)
+ BigInteger.prototype.exp = function (e, z) {
+ if (e > 0xffffffff || e < 1) return BigInteger.ONE;
+ var r = nbi(), r2 = nbi(), g = z.convert(this), i = nbits(e) - 1;
+ g.copyTo(r);
+ while (--i >= 0) {
+ z.sqrTo(r, r2);
+ if ((e & (1 << i)) > 0) z.mulTo(r2, g, r);
+ else { var t = r; r = r2; r2 = t; }
+ }
+ return z.revert(r);
+ };
+
+
+ // (public) return string representation in given radix
+ BigInteger.prototype.toString = function (b) {
+ if (this.s < 0) return "-" + this.negate().toString(b);
+ var k;
+ if (b == 16) k = 4;
+ else if (b == 8) k = 3;
+ else if (b == 2) k = 1;
+ else if (b == 32) k = 5;
+ else if (b == 4) k = 2;
+ else return this.toRadix(b);
+ var km = (1 << k) - 1, d, m = false, r = "", i = this.t;
+ var p = this.DB - (i * this.DB) % k;
+ if (i-- > 0) {
+ if (p < this.DB && (d = this[i] >> p) > 0) { m = true; r = int2char(d); }
+ while (i >= 0) {
+ if (p < k) {
+ d = (this[i] & ((1 << p) - 1)) << (k - p);
+ d |= this[--i] >> (p += this.DB - k);
+ }
+ else {
+ d = (this[i] >> (p -= k)) & km;
+ if (p <= 0) { p += this.DB; --i; }
+ }
+ if (d > 0) m = true;
+ if (m) r += int2char(d);
+ }
+ }
+ return m ? r : "0";
+ };
+
+
+ // (public) -this
+ BigInteger.prototype.negate = function () { var r = nbi(); BigInteger.ZERO.subTo(this, r); return r; };
+
+ // (public) |this|
+ BigInteger.prototype.abs = function () { return (this.s < 0) ? this.negate() : this; };
+
+ // (public) return + if this > a, - if this < a, 0 if equal
+ BigInteger.prototype.compareTo = function (a) {
+ var r = this.s - a.s;
+ if (r != 0) return r;
+ var i = this.t;
+ r = i - a.t;
+ if (r != 0) return (this.s < 0) ? -r : r;
+ while (--i >= 0) if ((r = this[i] - a[i]) != 0) return r;
+ return 0;
+ }
+
+ // (public) return the number of bits in "this"
+ BigInteger.prototype.bitLength = function () {
+ if (this.t <= 0) return 0;
+ return this.DB * (this.t - 1) + nbits(this[this.t - 1] ^ (this.s & this.DM));
+ };
+
+ // (public) this mod a
+ BigInteger.prototype.mod = function (a) {
+ var r = nbi();
+ this.abs().divRemTo(a, null, r);
+ if (this.s < 0 && r.compareTo(BigInteger.ZERO) > 0) a.subTo(r, r);
+ return r;
+ }
+
+ // (public) this^e % m, 0 <= e < 2^32
+ BigInteger.prototype.modPowInt = function (e, m) {
+ var z;
+ if (e < 256 || m.isEven()) z = new Classic(m); else z = new Montgomery(m);
+ return this.exp(e, z);
+ };
+
+ // "constants"
+ BigInteger.ZERO = nbv(0);
+ BigInteger.ONE = nbv(1);
+
+
+
+
+
+
+
+ // Copyright (c) 2005-2009 Tom Wu
+ // All Rights Reserved.
+ // See "LICENSE" for details.
+ // Extended JavaScript BN functions, required for RSA private ops.
+ // Version 1.1: new BigInteger("0", 10) returns "proper" zero
+ // Version 1.2: square() API, isProbablePrime fix
+
+
+ // return index of lowest 1-bit in x, x < 2^31
+ function lbit(x) {
+ if (x == 0) return -1;
+ var r = 0;
+ if ((x & 0xffff) == 0) { x >>= 16; r += 16; }
+ if ((x & 0xff) == 0) { x >>= 8; r += 8; }
+ if ((x & 0xf) == 0) { x >>= 4; r += 4; }
+ if ((x & 3) == 0) { x >>= 2; r += 2; }
+ if ((x & 1) == 0) ++r;
+ return r;
+ }
+
+ // return number of 1 bits in x
+ function cbit(x) {
+ var r = 0;
+ while (x != 0) { x &= x - 1; ++r; }
+ return r;
+ }
+
+ var lowprimes = [2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, 97, 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199, 211, 223, 227, 229, 233, 239, 241, 251, 257, 263, 269, 271, 277, 281, 283, 293, 307, 311, 313, 317, 331, 337, 347, 349, 353, 359, 367, 373, 379, 383, 389, 397, 401, 409, 419, 421, 431, 433, 439, 443, 449, 457, 461, 463, 467, 479, 487, 491, 499, 503, 509, 521, 523, 541, 547, 557, 563, 569, 571, 577, 587, 593, 599, 601, 607, 613, 617, 619, 631, 641, 643, 647, 653, 659, 661, 673, 677, 683, 691, 701, 709, 719, 727, 733, 739, 743, 751, 757, 761, 769, 773, 787, 797, 809, 811, 821, 823, 827, 829, 839, 853, 857, 859, 863, 877, 881, 883, 887, 907, 911, 919, 929, 937, 941, 947, 953, 967, 971, 977, 983, 991, 997];
+ var lplim = (1 << 26) / lowprimes[lowprimes.length - 1];
+
+
+
+ // (protected) return x s.t. r^x < DV
+ BigInteger.prototype.chunkSize = function (r) { return Math.floor(Math.LN2 * this.DB / Math.log(r)); };
+
+ // (protected) convert to radix string
+ BigInteger.prototype.toRadix = function (b) {
+ if (b == null) b = 10;
+ if (this.signum() == 0 || b < 2 || b > 36) return "0";
+ var cs = this.chunkSize(b);
+ var a = Math.pow(b, cs);
+ var d = nbv(a), y = nbi(), z = nbi(), r = "";
+ this.divRemTo(d, y, z);
+ while (y.signum() > 0) {
+ r = (a + z.intValue()).toString(b).substr(1) + r;
+ y.divRemTo(d, y, z);
+ }
+ return z.intValue().toString(b) + r;
+ };
+
+ // (protected) convert from radix string
+ BigInteger.prototype.fromRadix = function (s, b) {
+ this.fromInt(0);
+ if (b == null) b = 10;
+ var cs = this.chunkSize(b);
+ var d = Math.pow(b, cs), mi = false, j = 0, w = 0;
+ for (var i = 0; i < s.length; ++i) {
+ var x = intAt(s, i);
+ if (x < 0) {
+ if (s.charAt(i) == "-" && this.signum() == 0) mi = true;
+ continue;
+ }
+ w = b * w + x;
+ if (++j >= cs) {
+ this.dMultiply(d);
+ this.dAddOffset(w, 0);
+ j = 0;
+ w = 0;
+ }
+ }
+ if (j > 0) {
+ this.dMultiply(Math.pow(b, j));
+ this.dAddOffset(w, 0);
+ }
+ if (mi) BigInteger.ZERO.subTo(this, this);
+ };
+
+ // (protected) alternate constructor
+ BigInteger.prototype.fromNumber = function (a, b, c) {
+ if ("number" == typeof b) {
+ // new BigInteger(int,int,RNG)
+ if (a < 2) this.fromInt(1);
+ else {
+ this.fromNumber(a, c);
+ if (!this.testBit(a - 1)) // force MSB set
+ this.bitwiseTo(BigInteger.ONE.shiftLeft(a - 1), op_or, this);
+ if (this.isEven()) this.dAddOffset(1, 0); // force odd
+ while (!this.isProbablePrime(b)) {
+ this.dAddOffset(2, 0);
+ if (this.bitLength() > a) this.subTo(BigInteger.ONE.shiftLeft(a - 1), this);
+ }
+ }
+ }
+ else {
+ // new BigInteger(int,RNG)
+ var x = new Array(), t = a & 7;
+ x.length = (a >> 3) + 1;
+ b.nextBytes(x);
+ if (t > 0) x[0] &= ((1 << t) - 1); else x[0] = 0;
+ this.fromString(x, 256);
+ }
+ };
+
+ // (protected) r = this op a (bitwise)
+ BigInteger.prototype.bitwiseTo = function (a, op, r) {
+ var i, f, m = Math.min(a.t, this.t);
+ for (i = 0; i < m; ++i) r[i] = op(this[i], a[i]);
+ if (a.t < this.t) {
+ f = a.s & this.DM;
+ for (i = m; i < this.t; ++i) r[i] = op(this[i], f);
+ r.t = this.t;
+ }
+ else {
+ f = this.s & this.DM;
+ for (i = m; i < a.t; ++i) r[i] = op(f, a[i]);
+ r.t = a.t;
+ }
+ r.s = op(this.s, a.s);
+ r.clamp();
+ };
+
+ // (protected) this op (1<<n)
+ BigInteger.prototype.changeBit = function (n, op) {
+ var r = BigInteger.ONE.shiftLeft(n);
+ this.bitwiseTo(r, op, r);
+ return r;
+ };
+
+ // (protected) r = this + a
+ BigInteger.prototype.addTo = function (a, r) {
+ var i = 0, c = 0, m = Math.min(a.t, this.t);
+ while (i < m) {
+ c += this[i] + a[i];
+ r[i++] = c & this.DM;
+ c >>= this.DB;
+ }
+ if (a.t < this.t) {
+ c += a.s;
+ while (i < this.t) {
+ c += this[i];
+ r[i++] = c & this.DM;
+ c >>= this.DB;
+ }
+ c += this.s;
+ }
+ else {
+ c += this.s;
+ while (i < a.t) {
+ c += a[i];
+ r[i++] = c & this.DM;
+ c >>= this.DB;
+ }
+ c += a.s;
+ }
+ r.s = (c < 0) ? -1 : 0;
+ if (c > 0) r[i++] = c;
+ else if (c < -1) r[i++] = this.DV + c;
+ r.t = i;
+ r.clamp();
+ };
+
+ // (protected) this *= n, this >= 0, 1 < n < DV
+ BigInteger.prototype.dMultiply = function (n) {
+ this[this.t] = this.am(0, n - 1, this, 0, 0, this.t);
+ ++this.t;
+ this.clamp();
+ };
+
+ // (protected) this += n << w words, this >= 0
+ BigInteger.prototype.dAddOffset = function (n, w) {
+ if (n == 0) return;
+ while (this.t <= w) this[this.t++] = 0;
+ this[w] += n;
+ while (this[w] >= this.DV) {
+ this[w] -= this.DV;
+ if (++w >= this.t) this[this.t++] = 0;
+ ++this[w];
+ }
+ };
+
+ // (protected) r = lower n words of "this * a", a.t <= n
+ // "this" should be the larger one if appropriate.
+ BigInteger.prototype.multiplyLowerTo = function (a, n, r) {
+ var i = Math.min(this.t + a.t, n);
+ r.s = 0; // assumes a,this >= 0
+ r.t = i;
+ while (i > 0) r[--i] = 0;
+ var j;
+ for (j = r.t - this.t; i < j; ++i) r[i + this.t] = this.am(0, a[i], r, i, 0, this.t);
+ for (j = Math.min(a.t, n); i < j; ++i) this.am(0, a[i], r, i, 0, n - i);
+ r.clamp();
+ };
+
+
+ // (protected) r = "this * a" without lower n words, n > 0
+ // "this" should be the larger one if appropriate.
+ BigInteger.prototype.multiplyUpperTo = function (a, n, r) {
+ --n;
+ var i = r.t = this.t + a.t - n;
+ r.s = 0; // assumes a,this >= 0
+ while (--i >= 0) r[i] = 0;
+ for (i = Math.max(n - this.t, 0); i < a.t; ++i)
+ r[this.t + i - n] = this.am(n - i, a[i], r, 0, 0, this.t + i - n);
+ r.clamp();
+ r.drShiftTo(1, r);
+ };
+
+ // (protected) this % n, n < 2^26
+ BigInteger.prototype.modInt = function (n) {
+ if (n <= 0) return 0;
+ var d = this.DV % n, r = (this.s < 0) ? n - 1 : 0;
+ if (this.t > 0)
+ if (d == 0) r = this[0] % n;
+ else for (var i = this.t - 1; i >= 0; --i) r = (d * r + this[i]) % n;
+ return r;
+ };
+
+
+ // (protected) true if probably prime (HAC 4.24, Miller-Rabin)
+ BigInteger.prototype.millerRabin = function (t) {
+ var n1 = this.subtract(BigInteger.ONE);
+ var k = n1.getLowestSetBit();
+ if (k <= 0) return false;
+ var r = n1.shiftRight(k);
+ t = (t + 1) >> 1;
+ if (t > lowprimes.length) t = lowprimes.length;
+ var a = nbi();
+ for (var i = 0; i < t; ++i) {
+ //Pick bases at random, instead of starting at 2
+ a.fromInt(lowprimes[Math.floor(Math.random() * lowprimes.length)]);
+ var y = a.modPow(r, this);
+ if (y.compareTo(BigInteger.ONE) != 0 && y.compareTo(n1) != 0) {
+ var j = 1;
+ while (j++ < k && y.compareTo(n1) != 0) {
+ y = y.modPowInt(2, this);
+ if (y.compareTo(BigInteger.ONE) == 0) return false;
+ }
+ if (y.compareTo(n1) != 0) return false;
+ }
+ }
+ return true;
+ };
+
+
+
+ // (public)
+ BigInteger.prototype.clone = function () { var r = nbi(); this.copyTo(r); return r; };
+
+ // (public) return value as integer
+ BigInteger.prototype.intValue = function () {
+ if (this.s < 0) {
+ if (this.t == 1) return this[0] - this.DV;
+ else if (this.t == 0) return -1;
+ }
+ else if (this.t == 1) return this[0];
+ else if (this.t == 0) return 0;
+ // assumes 16 < DB < 32
+ return ((this[1] & ((1 << (32 - this.DB)) - 1)) << this.DB) | this[0];
+ };
+
+
+ // (public) return value as byte
+ BigInteger.prototype.byteValue = function () { return (this.t == 0) ? this.s : (this[0] << 24) >> 24; };
+
+ // (public) return value as short (assumes DB>=16)
+ BigInteger.prototype.shortValue = function () { return (this.t == 0) ? this.s : (this[0] << 16) >> 16; };
+
+ // (public) 0 if this == 0, 1 if this > 0
+ BigInteger.prototype.signum = function () {
+ if (this.s < 0) return -1;
+ else if (this.t <= 0 || (this.t == 1 && this[0] <= 0)) return 0;
+ else return 1;
+ };
+
+
+ // (public) convert to bigendian byte array
+ BigInteger.prototype.toByteArray = function () {
+ var i = this.t, r = new Array();
+ r[0] = this.s;
+ var p = this.DB - (i * this.DB) % 8, d, k = 0;
+ if (i-- > 0) {
+ if (p < this.DB && (d = this[i] >> p) != (this.s & this.DM) >> p)
+ r[k++] = d | (this.s << (this.DB - p));
+ while (i >= 0) {
+ if (p < 8) {
+ d = (this[i] & ((1 << p) - 1)) << (8 - p);
+ d |= this[--i] >> (p += this.DB - 8);
+ }
+ else {
+ d = (this[i] >> (p -= 8)) & 0xff;
+ if (p <= 0) { p += this.DB; --i; }
+ }
+ if ((d & 0x80) != 0) d |= -256;
+ if (k == 0 && (this.s & 0x80) != (d & 0x80)) ++k;
+ if (k > 0 || d != this.s) r[k++] = d;
+ }
+ }
+ return r;
+ };
+
+ BigInteger.prototype.equals = function (a) { return (this.compareTo(a) == 0); };
+ BigInteger.prototype.min = function (a) { return (this.compareTo(a) < 0) ? this : a; };
+ BigInteger.prototype.max = function (a) { return (this.compareTo(a) > 0) ? this : a; };
+
+ // (public) this & a
+ function op_and(x, y) { return x & y; }
+ BigInteger.prototype.and = function (a) { var r = nbi(); this.bitwiseTo(a, op_and, r); return r; };
+
+ // (public) this | a
+ function op_or(x, y) { return x | y; }
+ BigInteger.prototype.or = function (a) { var r = nbi(); this.bitwiseTo(a, op_or, r); return r; };
+
+ // (public) this ^ a
+ function op_xor(x, y) { return x ^ y; }
+ BigInteger.prototype.xor = function (a) { var r = nbi(); this.bitwiseTo(a, op_xor, r); return r; };
+
+ // (public) this & ~a
+ function op_andnot(x, y) { return x & ~y; }
+ BigInteger.prototype.andNot = function (a) { var r = nbi(); this.bitwiseTo(a, op_andnot, r); return r; };
+
+ // (public) ~this
+ BigInteger.prototype.not = function () {
+ var r = nbi();
+ for (var i = 0; i < this.t; ++i) r[i] = this.DM & ~this[i];
+ r.t = this.t;
+ r.s = ~this.s;
+ return r;
+ };
+
+ // (public) this << n
+ BigInteger.prototype.shiftLeft = function (n) {
+ var r = nbi();
+ if (n < 0) this.rShiftTo(-n, r); else this.lShiftTo(n, r);
+ return r;
+ };
+
+ // (public) this >> n
+ BigInteger.prototype.shiftRight = function (n) {
+ var r = nbi();
+ if (n < 0) this.lShiftTo(-n, r); else this.rShiftTo(n, r);
+ return r;
+ };
+
+ // (public) returns index of lowest 1-bit (or -1 if none)
+ BigInteger.prototype.getLowestSetBit = function () {
+ for (var i = 0; i < this.t; ++i)
+ if (this[i] != 0) return i * this.DB + lbit(this[i]);
+ if (this.s < 0) return this.t * this.DB;
+ return -1;
+ };
+
+ // (public) return number of set bits
+ BigInteger.prototype.bitCount = function () {
+ var r = 0, x = this.s & this.DM;
+ for (var i = 0; i < this.t; ++i) r += cbit(this[i] ^ x);
+ return r;
+ };
+
+ // (public) true iff nth bit is set
+ BigInteger.prototype.testBit = function (n) {
+ var j = Math.floor(n / this.DB);
+ if (j >= this.t) return (this.s != 0);
+ return ((this[j] & (1 << (n % this.DB))) != 0);
+ };
+
+ // (public) this | (1<<n)
+ BigInteger.prototype.setBit = function (n) { return this.changeBit(n, op_or); };
+ // (public) this & ~(1<<n)
+ BigInteger.prototype.clearBit = function (n) { return this.changeBit(n, op_andnot); };
+ // (public) this ^ (1<<n)
+ BigInteger.prototype.flipBit = function (n) { return this.changeBit(n, op_xor); };
+ // (public) this + a
+ BigInteger.prototype.add = function (a) { var r = nbi(); this.addTo(a, r); return r; };
+ // (public) this - a
+ BigInteger.prototype.subtract = function (a) { var r = nbi(); this.subTo(a, r); return r; };
+ // (public) this * a
+ BigInteger.prototype.multiply = function (a) { var r = nbi(); this.multiplyTo(a, r); return r; };
+ // (public) this / a
+ BigInteger.prototype.divide = function (a) { var r = nbi(); this.divRemTo(a, r, null); return r; };
+ // (public) this % a
+ BigInteger.prototype.remainder = function (a) { var r = nbi(); this.divRemTo(a, null, r); return r; };
+ // (public) [this/a,this%a]
+ BigInteger.prototype.divideAndRemainder = function (a) {
+ var q = nbi(), r = nbi();
+ this.divRemTo(a, q, r);
+ return new Array(q, r);
+ };
+
+ // (public) this^e % m (HAC 14.85)
+ BigInteger.prototype.modPow = function (e, m) {
+ var i = e.bitLength(), k, r = nbv(1), z;
+ if (i <= 0) return r;
+ else if (i < 18) k = 1;
+ else if (i < 48) k = 3;
+ else if (i < 144) k = 4;
+ else if (i < 768) k = 5;
+ else k = 6;
+ if (i < 8)
+ z = new Classic(m);
+ else if (m.isEven())
+ z = new Barrett(m);
+ else
+ z = new Montgomery(m);
+
+ // precomputation
+ var g = new Array(), n = 3, k1 = k - 1, km = (1 << k) - 1;
+ g[1] = z.convert(this);
+ if (k > 1) {
+ var g2 = nbi();
+ z.sqrTo(g[1], g2);
+ while (n <= km) {
+ g[n] = nbi();
+ z.mulTo(g2, g[n - 2], g[n]);
+ n += 2;
+ }
+ }
+
+ var j = e.t - 1, w, is1 = true, r2 = nbi(), t;
+ i = nbits(e[j]) - 1;
+ while (j >= 0) {
+ if (i >= k1) w = (e[j] >> (i - k1)) & km;
+ else {
+ w = (e[j] & ((1 << (i + 1)) - 1)) << (k1 - i);
+ if (j > 0) w |= e[j - 1] >> (this.DB + i - k1);
+ }
+
+ n = k;
+ while ((w & 1) == 0) { w >>= 1; --n; }
+ if ((i -= n) < 0) { i += this.DB; --j; }
+ if (is1) { // ret == 1, don't bother squaring or multiplying it
+ g[w].copyTo(r);
+ is1 = false;
+ }
+ else {
+ while (n > 1) { z.sqrTo(r, r2); z.sqrTo(r2, r); n -= 2; }
+ if (n > 0) z.sqrTo(r, r2); else { t = r; r = r2; r2 = t; }
+ z.mulTo(r2, g[w], r);
+ }
+
+ while (j >= 0 && (e[j] & (1 << i)) == 0) {
+ z.sqrTo(r, r2); t = r; r = r2; r2 = t;
+ if (--i < 0) { i = this.DB - 1; --j; }
+ }
+ }
+ return z.revert(r);
+ };
+
+ // (public) 1/this % m (HAC 14.61)
+ BigInteger.prototype.modInverse = function (m) {
+ var ac = m.isEven();
+ if ((this.isEven() && ac) || m.signum() == 0) return BigInteger.ZERO;
+ var u = m.clone(), v = this.clone();
+ var a = nbv(1), b = nbv(0), c = nbv(0), d = nbv(1);
+ while (u.signum() != 0) {
+ while (u.isEven()) {
+ u.rShiftTo(1, u);
+ if (ac) {
+ if (!a.isEven() || !b.isEven()) { a.addTo(this, a); b.subTo(m, b); }
+ a.rShiftTo(1, a);
+ }
+ else if (!b.isEven()) b.subTo(m, b);
+ b.rShiftTo(1, b);
+ }
+ while (v.isEven()) {
+ v.rShiftTo(1, v);
+ if (ac) {
+ if (!c.isEven() || !d.isEven()) { c.addTo(this, c); d.subTo(m, d); }
+ c.rShiftTo(1, c);
+ }
+ else if (!d.isEven()) d.subTo(m, d);
+ d.rShiftTo(1, d);
+ }
+ if (u.compareTo(v) >= 0) {
+ u.subTo(v, u);
+ if (ac) a.subTo(c, a);
+ b.subTo(d, b);
+ }
+ else {
+ v.subTo(u, v);
+ if (ac) c.subTo(a, c);
+ d.subTo(b, d);
+ }
+ }
+ if (v.compareTo(BigInteger.ONE) != 0) return BigInteger.ZERO;
+ if (d.compareTo(m) >= 0) return d.subtract(m);
+ if (d.signum() < 0) d.addTo(m, d); else return d;
+ if (d.signum() < 0) return d.add(m); else return d;
+ };
+
+
+ // (public) this^e
+ BigInteger.prototype.pow = function (e) { return this.exp(e, new NullExp()); };
+
+ // (public) gcd(this,a) (HAC 14.54)
+ BigInteger.prototype.gcd = function (a) {
+ var x = (this.s < 0) ? this.negate() : this.clone();
+ var y = (a.s < 0) ? a.negate() : a.clone();
+ if (x.compareTo(y) < 0) { var t = x; x = y; y = t; }
+ var i = x.getLowestSetBit(), g = y.getLowestSetBit();
+ if (g < 0) return x;
+ if (i < g) g = i;
+ if (g > 0) {
+ x.rShiftTo(g, x);
+ y.rShiftTo(g, y);
+ }
+ while (x.signum() > 0) {
+ if ((i = x.getLowestSetBit()) > 0) x.rShiftTo(i, x);
+ if ((i = y.getLowestSetBit()) > 0) y.rShiftTo(i, y);
+ if (x.compareTo(y) >= 0) {
+ x.subTo(y, x);
+ x.rShiftTo(1, x);
+ }
+ else {
+ y.subTo(x, y);
+ y.rShiftTo(1, y);
+ }
+ }
+ if (g > 0) y.lShiftTo(g, y);
+ return y;
+ };
+
+ // (public) test primality with certainty >= 1-.5^t
+ BigInteger.prototype.isProbablePrime = function (t) {
+ var i, x = this.abs();
+ if (x.t == 1 && x[0] <= lowprimes[lowprimes.length - 1]) {
+ for (i = 0; i < lowprimes.length; ++i)
+ if (x[0] == lowprimes[i]) return true;
+ return false;
+ }
+ if (x.isEven()) return false;
+ i = 1;
+ while (i < lowprimes.length) {
+ var m = lowprimes[i], j = i + 1;
+ while (j < lowprimes.length && m < lplim) m *= lowprimes[j++];
+ m = x.modInt(m);
+ while (i < j) if (m % lowprimes[i++] == 0) return false;
+ }
+ return x.millerRabin(t);
+ };
+
+
+ // JSBN-specific extension
+
+ // (public) this^2
+ BigInteger.prototype.square = function () { var r = nbi(); this.squareTo(r); return r; };
+
+
+ // NOTE: BigInteger interfaces not implemented in jsbn:
+ // BigInteger(int signum, byte[] magnitude)
+ // double doubleValue()
+ // float floatValue()
+ // int hashCode()
+ // long longValue()
+ // static BigInteger valueOf(long val)
+
+
+
+ // Copyright Stephan Thomas (start) --- //
+ // https://raw.github.com/bitcoinjs/bitcoinjs-lib/07f9d55ccb6abd962efb6befdd37671f85ea4ff9/src/util.js
+ // BigInteger monkey patching
+ BigInteger.valueOf = nbv;
+
+ /**
+ * Returns a byte array representation of the big integer.
+ *
+ * This returns the absolute of the contained value in big endian
+ * form. A value of zero results in an empty array.
+ */
+ BigInteger.prototype.toByteArrayUnsigned = function () {
+ var ba = this.abs().toByteArray();
+ if (ba.length) {
+ if (ba[0] == 0) {
+ ba = ba.slice(1);
+ }
+ return ba.map(function (v) {
+ return (v < 0) ? v + 256 : v;
+ });
+ } else {
+ // Empty array, nothing to do
+ return ba;
+ }
+ };
+
+ /**
+ * Turns a byte array into a big integer.
+ *
+ * This function will interpret a byte array as a big integer in big
+ * endian notation and ignore leading zeros.
+ */
+ BigInteger.fromByteArrayUnsigned = function (ba) {
+ if (!ba.length) {
+ return ba.valueOf(0);
+ } else if (ba[0] & 0x80) {
+ // Prepend a zero so the BigInteger class doesn't mistake this
+ // for a negative integer.
+ return new BigInteger([0].concat(ba));
+ } else {
+ return new BigInteger(ba);
+ }
+ };
+
+ /**
+ * Converts big integer to signed byte representation.
+ *
+ * The format for this value uses a the most significant bit as a sign
+ * bit. If the most significant bit is already occupied by the
+ * absolute value, an extra byte is prepended and the sign bit is set
+ * there.
+ *
+ * Examples:
+ *
+ * 0 => 0x00
+ * 1 => 0x01
+ * -1 => 0x81
+ * 127 => 0x7f
+ * -127 => 0xff
+ * 128 => 0x0080
+ * -128 => 0x8080
+ * 255 => 0x00ff
+ * -255 => 0x80ff
+ * 16300 => 0x3fac
+ * -16300 => 0xbfac
+ * 62300 => 0x00f35c
+ * -62300 => 0x80f35c
+ */
+ BigInteger.prototype.toByteArraySigned = function () {
+ var val = this.abs().toByteArrayUnsigned();
+ var neg = this.compareTo(BigInteger.ZERO) < 0;
+
+ if (neg) {
+ if (val[0] & 0x80) {
+ val.unshift(0x80);
+ } else {
+ val[0] |= 0x80;
+ }
+ } else {
+ if (val[0] & 0x80) {
+ val.unshift(0x00);
+ }
+ }
+
+ return val;
+ };
+
+ /**
+ * Parse a signed big integer byte representation.
+ *
+ * For details on the format please see BigInteger.toByteArraySigned.
+ */
+ BigInteger.fromByteArraySigned = function (ba) {
+ // Check for negative value
+ if (ba[0] & 0x80) {
+ // Remove sign bit
+ ba[0] &= 0x7f;
+
+ return BigInteger.fromByteArrayUnsigned(ba).negate();
+ } else {
+ return BigInteger.fromByteArrayUnsigned(ba);
+ }
+ };
+ // Copyright Stephan Thomas (end) --- //
+
+
+
+
+ // ****** REDUCTION ******* //
+
+ // Modular reduction using "classic" algorithm
+ function Classic(m) { this.m = m; }
+ Classic.prototype.convert = function (x) {
+ if (x.s < 0 || x.compareTo(this.m) >= 0) return x.mod(this.m);
+ else return x;
+ };
+ Classic.prototype.revert = function (x) { return x; };
+ Classic.prototype.reduce = function (x) { x.divRemTo(this.m, null, x); };
+ Classic.prototype.mulTo = function (x, y, r) { x.multiplyTo(y, r); this.reduce(r); };
+ Classic.prototype.sqrTo = function (x, r) { x.squareTo(r); this.reduce(r); };
+
+
+
+
+
+ // Montgomery reduction
+ function Montgomery(m) {
+ this.m = m;
+ this.mp = m.invDigit();
+ this.mpl = this.mp & 0x7fff;
+ this.mph = this.mp >> 15;
+ this.um = (1 << (m.DB - 15)) - 1;
+ this.mt2 = 2 * m.t;
+ }
+ // xR mod m
+ Montgomery.prototype.convert = function (x) {
+ var r = nbi();
+ x.abs().dlShiftTo(this.m.t, r);
+ r.divRemTo(this.m, null, r);
+ if (x.s < 0 && r.compareTo(BigInteger.ZERO) > 0) this.m.subTo(r, r);
+ return r;
+ }
+ // x/R mod m
+ Montgomery.prototype.revert = function (x) {
+ var r = nbi();
+ x.copyTo(r);
+ this.reduce(r);
+ return r;
+ };
+ // x = x/R mod m (HAC 14.32)
+ Montgomery.prototype.reduce = function (x) {
+ while (x.t <= this.mt2) // pad x so am has enough room later
+ x[x.t++] = 0;
+ for (var i = 0; i < this.m.t; ++i) {
+ // faster way of calculating u0 = x[i]*mp mod DV
+ var j = x[i] & 0x7fff;
+ var u0 = (j * this.mpl + (((j * this.mph + (x[i] >> 15) * this.mpl) & this.um) << 15)) & x.DM;
+ // use am to combine the multiply-shift-add into one call
+ j = i + this.m.t;
+ x[j] += this.m.am(0, u0, x, i, 0, this.m.t);
+ // propagate carry
+ while (x[j] >= x.DV) { x[j] -= x.DV; x[++j]++; }
+ }
+ x.clamp();
+ x.drShiftTo(this.m.t, x);
+ if (x.compareTo(this.m) >= 0) x.subTo(this.m, x);
+ };
+ // r = "xy/R mod m"; x,y != r
+ Montgomery.prototype.mulTo = function (x, y, r) { x.multiplyTo(y, r); this.reduce(r); };
+ // r = "x^2/R mod m"; x != r
+ Montgomery.prototype.sqrTo = function (x, r) { x.squareTo(r); this.reduce(r); };
+
+
+
+
+
+ // A "null" reducer
+ function NullExp() { }
+ NullExp.prototype.convert = function (x) { return x; };
+ NullExp.prototype.revert = function (x) { return x; };
+ NullExp.prototype.mulTo = function (x, y, r) { x.multiplyTo(y, r); };
+ NullExp.prototype.sqrTo = function (x, r) { x.squareTo(r); };
+
+
+
+
+
+ // Barrett modular reduction
+ function Barrett(m) {
+ // setup Barrett
+ this.r2 = nbi();
+ this.q3 = nbi();
+ BigInteger.ONE.dlShiftTo(2 * m.t, this.r2);
+ this.mu = this.r2.divide(m);
+ this.m = m;
+ }
+ Barrett.prototype.convert = function (x) {
+ if (x.s < 0 || x.t > 2 * this.m.t) return x.mod(this.m);
+ else if (x.compareTo(this.m) < 0) return x;
+ else { var r = nbi(); x.copyTo(r); this.reduce(r); return r; }
+ };
+ Barrett.prototype.revert = function (x) { return x; };
+ // x = x mod m (HAC 14.42)
+ Barrett.prototype.reduce = function (x) {
+ x.drShiftTo(this.m.t - 1, this.r2);
+ if (x.t > this.m.t + 1) { x.t = this.m.t + 1; x.clamp(); }
+ this.mu.multiplyUpperTo(this.r2, this.m.t + 1, this.q3);
+ this.m.multiplyLowerTo(this.q3, this.m.t + 1, this.r2);
+ while (x.compareTo(this.r2) < 0) x.dAddOffset(1, this.m.t + 1);
+ x.subTo(this.r2, x);
+ while (x.compareTo(this.m) >= 0) x.subTo(this.m, x);
+ };
+ // r = x*y mod m; x,y != r
+ Barrett.prototype.mulTo = function (x, y, r) { x.multiplyTo(y, r); this.reduce(r); };
+ // r = x^2 mod m; x != r
+ Barrett.prototype.sqrTo = function (x, r) { x.squareTo(r); this.reduce(r); };
+
+})();
+ </script>
+ <script type="text/javascript">
+//---------------------------------------------------------------------
+// QRCode for JavaScript
+//
+// Copyright (c) 2009 Kazuhiko Arase
+//
+// URL: http://www.d-project.com/
+//
+// Licensed under the MIT license:
+// http://www.opensource.org/licenses/mit-license.php
+//
+// The word "QR Code" is registered trademark of
+// DENSO WAVE INCORPORATED
+// http://www.denso-wave.com/qrcode/faqpatent-e.html
+//
+//---------------------------------------------------------------------
+
+(function () {
+ //---------------------------------------------------------------------
+ // QRCode
+ //---------------------------------------------------------------------
+
+ var QRCode = window.QRCode = function (typeNumber, errorCorrectLevel) {
+ this.typeNumber = typeNumber;
+ this.errorCorrectLevel = errorCorrectLevel;
+ this.modules = null;
+ this.moduleCount = 0;
+ this.dataCache = null;
+ this.dataList = new Array();
+ }
+
+ QRCode.prototype = {
+
+ addData: function (data) {
+ var newData = new QRCode.QR8bitByte(data);
+ this.dataList.push(newData);
+ this.dataCache = null;
+ },
+
+ isDark: function (row, col) {
+ if (row < 0 || this.moduleCount <= row || col < 0 || this.moduleCount <= col) {
+ throw new Error(row + "," + col);
+ }
+ return this.modules[row][col];
+ },
+
+ getModuleCount: function () {
+ return this.moduleCount;
+ },
+
+ make: function () {
+ this.makeImpl(false, this.getBestMaskPattern());
+ },
+
+ makeImpl: function (test, maskPattern) {
+
+ this.moduleCount = this.typeNumber * 4 + 17;
+ this.modules = new Array(this.moduleCount);
+
+ for (var row = 0; row < this.moduleCount; row++) {
+
+ this.modules[row] = new Array(this.moduleCount);
+
+ for (var col = 0; col < this.moduleCount; col++) {
+ this.modules[row][col] = null; //(col + row) % 3;
+ }
+ }
+
+ this.setupPositionProbePattern(0, 0);
+ this.setupPositionProbePattern(this.moduleCount - 7, 0);
+ this.setupPositionProbePattern(0, this.moduleCount - 7);
+ this.setupPositionAdjustPattern();
+ this.setupTimingPattern();
+ this.setupTypeInfo(test, maskPattern);
+
+ if (this.typeNumber >= 7) {
+ this.setupTypeNumber(test);
+ }
+
+ if (this.dataCache == null) {
+ this.dataCache = QRCode.createData(this.typeNumber, this.errorCorrectLevel, this.dataList);
+ }
+
+ this.mapData(this.dataCache, maskPattern);
+ },
+
+ setupPositionProbePattern: function (row, col) {
+
+ for (var r = -1; r <= 7; r++) {
+
+ if (row + r <= -1 || this.moduleCount <= row + r) continue;
+
+ for (var c = -1; c <= 7; c++) {
+
+ if (col + c <= -1 || this.moduleCount <= col + c) continue;
+
+ if ((0 <= r && r <= 6 && (c == 0 || c == 6))
+ || (0 <= c && c <= 6 && (r == 0 || r == 6))
+ || (2 <= r && r <= 4 && 2 <= c && c <= 4)) {
+ this.modules[row + r][col + c] = true;
+ } else {
+ this.modules[row + r][col + c] = false;
+ }
+ }
+ }
+ },
+
+ getBestMaskPattern: function () {
+
+ var minLostPoint = 0;
+ var pattern = 0;
+
+ for (var i = 0; i < 8; i++) {
+
+ this.makeImpl(true, i);
+
+ var lostPoint = QRCode.Util.getLostPoint(this);
+
+ if (i == 0 || minLostPoint > lostPoint) {
+ minLostPoint = lostPoint;
+ pattern = i;
+ }
+ }
+
+ return pattern;
+ },
+
+ createMovieClip: function (target_mc, instance_name, depth) {
+
+ var qr_mc = target_mc.createEmptyMovieClip(instance_name, depth);
+ var cs = 1;
+
+ this.make();
+
+ for (var row = 0; row < this.modules.length; row++) {
+
+ var y = row * cs;
+
+ for (var col = 0; col < this.modules[row].length; col++) {
+
+ var x = col * cs;
+ var dark = this.modules[row][col];
+
+ if (dark) {
+ qr_mc.beginFill(0, 100);
+ qr_mc.moveTo(x, y);
+ qr_mc.lineTo(x + cs, y);
+ qr_mc.lineTo(x + cs, y + cs);
+ qr_mc.lineTo(x, y + cs);
+ qr_mc.endFill();
+ }
+ }
+ }
+
+ return qr_mc;
+ },
+
+ setupTimingPattern: function () {
+
+ for (var r = 8; r < this.moduleCount - 8; r++) {
+ if (this.modules[r][6] != null) {
+ continue;
+ }
+ this.modules[r][6] = (r % 2 == 0);
+ }
+
+ for (var c = 8; c < this.moduleCount - 8; c++) {
+ if (this.modules[6][c] != null) {
+ continue;
+ }
+ this.modules[6][c] = (c % 2 == 0);
+ }
+ },
+
+ setupPositionAdjustPattern: function () {
+
+ var pos = QRCode.Util.getPatternPosition(this.typeNumber);
+
+ for (var i = 0; i < pos.length; i++) {
+
+ for (var j = 0; j < pos.length; j++) {
+
+ var row = pos[i];
+ var col = pos[j];
+
+ if (this.modules[row][col] != null) {
+ continue;
+ }
+
+ for (var r = -2; r <= 2; r++) {
+
+ for (var c = -2; c <= 2; c++) {
+
+ if (r == -2 || r == 2 || c == -2 || c == 2
+ || (r == 0 && c == 0)) {
+ this.modules[row + r][col + c] = true;
+ } else {
+ this.modules[row + r][col + c] = false;
+ }
+ }
+ }
+ }
+ }
+ },
+
+ setupTypeNumber: function (test) {
+
+ var bits = QRCode.Util.getBCHTypeNumber(this.typeNumber);
+
+ for (var i = 0; i < 18; i++) {
+ var mod = (!test && ((bits >> i) & 1) == 1);
+ this.modules[Math.floor(i / 3)][i % 3 + this.moduleCount - 8 - 3] = mod;
+ }
+
+ for (var i = 0; i < 18; i++) {
+ var mod = (!test && ((bits >> i) & 1) == 1);
+ this.modules[i % 3 + this.moduleCount - 8 - 3][Math.floor(i / 3)] = mod;
+ }
+ },
+
+ setupTypeInfo: function (test, maskPattern) {
+
+ var data = (this.errorCorrectLevel << 3) | maskPattern;
+ var bits = QRCode.Util.getBCHTypeInfo(data);
+
+ // vertical
+ for (var i = 0; i < 15; i++) {
+
+ var mod = (!test && ((bits >> i) & 1) == 1);
+
+ if (i < 6) {
+ this.modules[i][8] = mod;
+ } else if (i < 8) {
+ this.modules[i + 1][8] = mod;
+ } else {
+ this.modules[this.moduleCount - 15 + i][8] = mod;
+ }
+ }
+
+ // horizontal
+ for (var i = 0; i < 15; i++) {
+
+ var mod = (!test && ((bits >> i) & 1) == 1);
+
+ if (i < 8) {
+ this.modules[8][this.moduleCount - i - 1] = mod;
+ } else if (i < 9) {
+ this.modules[8][15 - i - 1 + 1] = mod;
+ } else {
+ this.modules[8][15 - i - 1] = mod;
+ }
+ }
+
+ // fixed module
+ this.modules[this.moduleCount - 8][8] = (!test);
+
+ },
+
+ mapData: function (data, maskPattern) {
+
+ var inc = -1;
+ var row = this.moduleCount - 1;
+ var bitIndex = 7;
+ var byteIndex = 0;
+
+ for (var col = this.moduleCount - 1; col > 0; col -= 2) {
+
+ if (col == 6) col--;
+
+ while (true) {
+
+ for (var c = 0; c < 2; c++) {
+
+ if (this.modules[row][col - c] == null) {
+
+ var dark = false;
+
+ if (byteIndex < data.length) {
+ dark = (((data[byteIndex] >>> bitIndex) & 1) == 1);
+ }
+
+ var mask = QRCode.Util.getMask(maskPattern, row, col - c);
+
+ if (mask) {
+ dark = !dark;
+ }
+
+ this.modules[row][col - c] = dark;
+ bitIndex--;
+
+ if (bitIndex == -1) {
+ byteIndex++;
+ bitIndex = 7;
+ }
+ }
+ }
+
+ row += inc;
+
+ if (row < 0 || this.moduleCount <= row) {
+ row -= inc;
+ inc = -inc;
+ break;
+ }
+ }
+ }
+
+ }
+
+ };
+
+ QRCode.PAD0 = 0xEC;
+ QRCode.PAD1 = 0x11;
+
+ QRCode.createData = function (typeNumber, errorCorrectLevel, dataList) {
+
+ var rsBlocks = QRCode.RSBlock.getRSBlocks(typeNumber, errorCorrectLevel);
+
+ var buffer = new QRCode.BitBuffer();
+
+ for (var i = 0; i < dataList.length; i++) {
+ var data = dataList[i];
+ buffer.put(data.mode, 4);
+ buffer.put(data.getLength(), QRCode.Util.getLengthInBits(data.mode, typeNumber));
+ data.write(buffer);
+ }
+
+ // calc num max data.
+ var totalDataCount = 0;
+ for (var i = 0; i < rsBlocks.length; i++) {
+ totalDataCount += rsBlocks[i].dataCount;
+ }
+
+ if (buffer.getLengthInBits() > totalDataCount * 8) {
+ throw new Error("code length overflow. ("
+ + buffer.getLengthInBits()
+ + ">"
+ + totalDataCount * 8
+ + ")");
+ }
+
+ // end code
+ if (buffer.getLengthInBits() + 4 <= totalDataCount * 8) {
+ buffer.put(0, 4);
+ }
+
+ // padding
+ while (buffer.getLengthInBits() % 8 != 0) {
+ buffer.putBit(false);
+ }
+
+ // padding
+ while (true) {
+
+ if (buffer.getLengthInBits() >= totalDataCount * 8) {
+ break;
+ }
+ buffer.put(QRCode.PAD0, 8);
+
+ if (buffer.getLengthInBits() >= totalDataCount * 8) {
+ break;
+ }
+ buffer.put(QRCode.PAD1, 8);
+ }
+
+ return QRCode.createBytes(buffer, rsBlocks);
+ };
+
+ QRCode.createBytes = function (buffer, rsBlocks) {
+
+ var offset = 0;
+
+ var maxDcCount = 0;
+ var maxEcCount = 0;
+
+ var dcdata = new Array(rsBlocks.length);
+ var ecdata = new Array(rsBlocks.length);
+
+ for (var r = 0; r < rsBlocks.length; r++) {
+
+ var dcCount = rsBlocks[r].dataCount;
+ var ecCount = rsBlocks[r].totalCount - dcCount;
+
+ maxDcCount = Math.max(maxDcCount, dcCount);
+ maxEcCount = Math.max(maxEcCount, ecCount);
+
+ dcdata[r] = new Array(dcCount);
+
+ for (var i = 0; i < dcdata[r].length; i++) {
+ dcdata[r][i] = 0xff & buffer.buffer[i + offset];
+ }
+ offset += dcCount;
+
+ var rsPoly = QRCode.Util.getErrorCorrectPolynomial(ecCount);
+ var rawPoly = new QRCode.Polynomial(dcdata[r], rsPoly.getLength() - 1);
+
+ var modPoly = rawPoly.mod(rsPoly);
+ ecdata[r] = new Array(rsPoly.getLength() - 1);
+ for (var i = 0; i < ecdata[r].length; i++) {
+ var modIndex = i + modPoly.getLength() - ecdata[r].length;
+ ecdata[r][i] = (modIndex >= 0) ? modPoly.get(modIndex) : 0;
+ }
+
+ }
+
+ var totalCodeCount = 0;
+ for (var i = 0; i < rsBlocks.length; i++) {
+ totalCodeCount += rsBlocks[i].totalCount;
+ }
+
+ var data = new Array(totalCodeCount);
+ var index = 0;
+
+ for (var i = 0; i < maxDcCount; i++) {
+ for (var r = 0; r < rsBlocks.length; r++) {
+ if (i < dcdata[r].length) {
+ data[index++] = dcdata[r][i];
+ }
+ }
+ }
+
+ for (var i = 0; i < maxEcCount; i++) {
+ for (var r = 0; r < rsBlocks.length; r++) {
+ if (i < ecdata[r].length) {
+ data[index++] = ecdata[r][i];
+ }
+ }
+ }
+
+ return data;
+
+ };
+
+ //---------------------------------------------------------------------
+ // QR8bitByte
+ //---------------------------------------------------------------------
+ QRCode.QR8bitByte = function (data) {
+ this.mode = QRCode.Mode.MODE_8BIT_BYTE;
+ this.data = data;
+ }
+
+ QRCode.QR8bitByte.prototype = {
+ getLength: function (buffer) {
+ return this.data.length;
+ },
+
+ write: function (buffer) {
+ for (var i = 0; i < this.data.length; i++) {
+ // not JIS ...
+ buffer.put(this.data.charCodeAt(i), 8);
+ }
+ }
+ };
+
+
+ //---------------------------------------------------------------------
+ // QRMode
+ //---------------------------------------------------------------------
+ QRCode.Mode = {
+ MODE_NUMBER: 1 << 0,
+ MODE_ALPHA_NUM: 1 << 1,
+ MODE_8BIT_BYTE: 1 << 2,
+ MODE_KANJI: 1 << 3
+ };
+
+ //---------------------------------------------------------------------
+ // QRErrorCorrectLevel
+ //---------------------------------------------------------------------
+ QRCode.ErrorCorrectLevel = {
+ L: 1,
+ M: 0,
+ Q: 3,
+ H: 2
+ };
+
+
+ //---------------------------------------------------------------------
+ // QRMaskPattern
+ //---------------------------------------------------------------------
+ QRCode.MaskPattern = {
+ PATTERN000: 0,
+ PATTERN001: 1,
+ PATTERN010: 2,
+ PATTERN011: 3,
+ PATTERN100: 4,
+ PATTERN101: 5,
+ PATTERN110: 6,
+ PATTERN111: 7
+ };
+
+ //---------------------------------------------------------------------
+ // QRUtil
+ //---------------------------------------------------------------------
+
+ QRCode.Util = {
+
+ PATTERN_POSITION_TABLE: [
+ [],
+ [6, 18],
+ [6, 22],
+ [6, 26],
+ [6, 30],
+ [6, 34],
+ [6, 22, 38],
+ [6, 24, 42],
+ [6, 26, 46],
+ [6, 28, 50],
+ [6, 30, 54],
+ [6, 32, 58],
+ [6, 34, 62],
+ [6, 26, 46, 66],
+ [6, 26, 48, 70],
+ [6, 26, 50, 74],
+ [6, 30, 54, 78],
+ [6, 30, 56, 82],
+ [6, 30, 58, 86],
+ [6, 34, 62, 90],
+ [6, 28, 50, 72, 94],
+ [6, 26, 50, 74, 98],
+ [6, 30, 54, 78, 102],
+ [6, 28, 54, 80, 106],
+ [6, 32, 58, 84, 110],
+ [6, 30, 58, 86, 114],
+ [6, 34, 62, 90, 118],
+ [6, 26, 50, 74, 98, 122],
+ [6, 30, 54, 78, 102, 126],
+ [6, 26, 52, 78, 104, 130],
+ [6, 30, 56, 82, 108, 134],
+ [6, 34, 60, 86, 112, 138],
+ [6, 30, 58, 86, 114, 142],
+ [6, 34, 62, 90, 118, 146],
+ [6, 30, 54, 78, 102, 126, 150],
+ [6, 24, 50, 76, 102, 128, 154],
+ [6, 28, 54, 80, 106, 132, 158],
+ [6, 32, 58, 84, 110, 136, 162],
+ [6, 26, 54, 82, 110, 138, 166],
+ [6, 30, 58, 86, 114, 142, 170]
+ ],
+
+ G15: (1 << 10) | (1 << 8) | (1 << 5) | (1 << 4) | (1 << 2) | (1 << 1) | (1 << 0),
+ G18: (1 << 12) | (1 << 11) | (1 << 10) | (1 << 9) | (1 << 8) | (1 << 5) | (1 << 2) | (1 << 0),
+ G15_MASK: (1 << 14) | (1 << 12) | (1 << 10) | (1 << 4) | (1 << 1),
+
+ getBCHTypeInfo: function (data) {
+ var d = data << 10;
+ while (QRCode.Util.getBCHDigit(d) - QRCode.Util.getBCHDigit(QRCode.Util.G15) >= 0) {
+ d ^= (QRCode.Util.G15 << (QRCode.Util.getBCHDigit(d) - QRCode.Util.getBCHDigit(QRCode.Util.G15)));
+ }
+ return ((data << 10) | d) ^ QRCode.Util.G15_MASK;
+ },
+
+ getBCHTypeNumber: function (data) {
+ var d = data << 12;
+ while (QRCode.Util.getBCHDigit(d) - QRCode.Util.getBCHDigit(QRCode.Util.G18) >= 0) {
+ d ^= (QRCode.Util.G18 << (QRCode.Util.getBCHDigit(d) - QRCode.Util.getBCHDigit(QRCode.Util.G18)));
+ }
+ return (data << 12) | d;
+ },
+
+ getBCHDigit: function (data) {
+
+ var digit = 0;
+
+ while (data != 0) {
+ digit++;
+ data >>>= 1;
+ }
+
+ return digit;
+ },
+
+ getPatternPosition: function (typeNumber) {
+ return QRCode.Util.PATTERN_POSITION_TABLE[typeNumber - 1];
+ },
+
+ getMask: function (maskPattern, i, j) {
+
+ switch (maskPattern) {
+
+ case QRCode.MaskPattern.PATTERN000: return (i + j) % 2 == 0;
+ case QRCode.MaskPattern.PATTERN001: return i % 2 == 0;
+ case QRCode.MaskPattern.PATTERN010: return j % 3 == 0;
+ case QRCode.MaskPattern.PATTERN011: return (i + j) % 3 == 0;
+ case QRCode.MaskPattern.PATTERN100: return (Math.floor(i / 2) + Math.floor(j / 3)) % 2 == 0;
+ case QRCode.MaskPattern.PATTERN101: return (i * j) % 2 + (i * j) % 3 == 0;
+ case QRCode.MaskPattern.PATTERN110: return ((i * j) % 2 + (i * j) % 3) % 2 == 0;
+ case QRCode.MaskPattern.PATTERN111: return ((i * j) % 3 + (i + j) % 2) % 2 == 0;
+
+ default:
+ throw new Error("bad maskPattern:" + maskPattern);
+ }
+ },
+
+ getErrorCorrectPolynomial: function (errorCorrectLength) {
+
+ var a = new QRCode.Polynomial([1], 0);
+
+ for (var i = 0; i < errorCorrectLength; i++) {
+ a = a.multiply(new QRCode.Polynomial([1, QRCode.Math.gexp(i)], 0));
+ }
+
+ return a;
+ },
+
+ getLengthInBits: function (mode, type) {
+
+ if (1 <= type && type < 10) {
+
+ // 1 - 9
+
+ switch (mode) {
+ case QRCode.Mode.MODE_NUMBER: return 10;
+ case QRCode.Mode.MODE_ALPHA_NUM: return 9;
+ case QRCode.Mode.MODE_8BIT_BYTE: return 8;
+ case QRCode.Mode.MODE_KANJI: return 8;
+ default:
+ throw new Error("mode:" + mode);
+ }
+
+ } else if (type < 27) {
+
+ // 10 - 26
+
+ switch (mode) {
+ case QRCode.Mode.MODE_NUMBER: return 12;
+ case QRCode.Mode.MODE_ALPHA_NUM: return 11;
+ case QRCode.Mode.MODE_8BIT_BYTE: return 16;
+ case QRCode.Mode.MODE_KANJI: return 10;
+ default:
+ throw new Error("mode:" + mode);
+ }
+
+ } else if (type < 41) {
+
+ // 27 - 40
+
+ switch (mode) {
+ case QRCode.Mode.MODE_NUMBER: return 14;
+ case QRCode.Mode.MODE_ALPHA_NUM: return 13;
+ case QRCode.Mode.MODE_8BIT_BYTE: return 16;
+ case QRCode.Mode.MODE_KANJI: return 12;
+ default:
+ throw new Error("mode:" + mode);
+ }
+
+ } else {
+ throw new Error("type:" + type);
+ }
+ },
+
+ getLostPoint: function (qrCode) {
+
+ var moduleCount = qrCode.getModuleCount();
+
+ var lostPoint = 0;
+
+ // LEVEL1
+
+ for (var row = 0; row < moduleCount; row++) {
+
+ for (var col = 0; col < moduleCount; col++) {
+
+ var sameCount = 0;
+ var dark = qrCode.isDark(row, col);
+
+ for (var r = -1; r <= 1; r++) {
+
+ if (row + r < 0 || moduleCount <= row + r) {
+ continue;
+ }
+
+ for (var c = -1; c <= 1; c++) {
+
+ if (col + c < 0 || moduleCount <= col + c) {
+ continue;
+ }
+
+ if (r == 0 && c == 0) {
+ continue;
+ }
+
+ if (dark == qrCode.isDark(row + r, col + c)) {
+ sameCount++;
+ }
+ }
+ }
+
+ if (sameCount > 5) {
+ lostPoint += (3 + sameCount - 5);
+ }
+ }
+ }
+
+ // LEVEL2
+
+ for (var row = 0; row < moduleCount - 1; row++) {
+ for (var col = 0; col < moduleCount - 1; col++) {
+ var count = 0;
+ if (qrCode.isDark(row, col)) count++;
+ if (qrCode.isDark(row + 1, col)) count++;
+ if (qrCode.isDark(row, col + 1)) count++;
+ if (qrCode.isDark(row + 1, col + 1)) count++;
+ if (count == 0 || count == 4) {
+ lostPoint += 3;
+ }
+ }
+ }
+
+ // LEVEL3
+
+ for (var row = 0; row < moduleCount; row++) {
+ for (var col = 0; col < moduleCount - 6; col++) {
+ if (qrCode.isDark(row, col)
+ && !qrCode.isDark(row, col + 1)
+ && qrCode.isDark(row, col + 2)
+ && qrCode.isDark(row, col + 3)
+ && qrCode.isDark(row, col + 4)
+ && !qrCode.isDark(row, col + 5)
+ && qrCode.isDark(row, col + 6)) {
+ lostPoint += 40;
+ }
+ }
+ }
+
+ for (var col = 0; col < moduleCount; col++) {
+ for (var row = 0; row < moduleCount - 6; row++) {
+ if (qrCode.isDark(row, col)
+ && !qrCode.isDark(row + 1, col)
+ && qrCode.isDark(row + 2, col)
+ && qrCode.isDark(row + 3, col)
+ && qrCode.isDark(row + 4, col)
+ && !qrCode.isDark(row + 5, col)
+ && qrCode.isDark(row + 6, col)) {
+ lostPoint += 40;
+ }
+ }
+ }
+
+ // LEVEL4
+
+ var darkCount = 0;
+
+ for (var col = 0; col < moduleCount; col++) {
+ for (var row = 0; row < moduleCount; row++) {
+ if (qrCode.isDark(row, col)) {
+ darkCount++;
+ }
+ }
+ }
+
+ var ratio = Math.abs(100 * darkCount / moduleCount / moduleCount - 50) / 5;
+ lostPoint += ratio * 10;
+
+ return lostPoint;
+ }
+
+ };
+
+
+ //---------------------------------------------------------------------
+ // QRMath
+ //---------------------------------------------------------------------
+
+ QRCode.Math = {
+
+ glog: function (n) {
+
+ if (n < 1) {
+ throw new Error("glog(" + n + ")");
+ }
+
+ return QRCode.Math.LOG_TABLE[n];
+ },
+
+ gexp: function (n) {
+
+ while (n < 0) {
+ n += 255;
+ }
+
+ while (n >= 256) {
+ n -= 255;
+ }
+
+ return QRCode.Math.EXP_TABLE[n];
+ },
+
+ EXP_TABLE: new Array(256),
+
+ LOG_TABLE: new Array(256)
+
+ };
+
+ for (var i = 0; i < 8; i++) {
+ QRCode.Math.EXP_TABLE[i] = 1 << i;
+ }
+ for (var i = 8; i < 256; i++) {
+ QRCode.Math.EXP_TABLE[i] = QRCode.Math.EXP_TABLE[i - 4]
+ ^ QRCode.Math.EXP_TABLE[i - 5]
+ ^ QRCode.Math.EXP_TABLE[i - 6]
+ ^ QRCode.Math.EXP_TABLE[i - 8];
+ }
+ for (var i = 0; i < 255; i++) {
+ QRCode.Math.LOG_TABLE[QRCode.Math.EXP_TABLE[i]] = i;
+ }
+
+ //---------------------------------------------------------------------
+ // QRPolynomial
+ //---------------------------------------------------------------------
+
+ QRCode.Polynomial = function (num, shift) {
+
+ if (num.length == undefined) {
+ throw new Error(num.length + "/" + shift);
+ }
+
+ var offset = 0;
+
+ while (offset < num.length && num[offset] == 0) {
+ offset++;
+ }
+
+ this.num = new Array(num.length - offset + shift);
+ for (var i = 0; i < num.length - offset; i++) {
+ this.num[i] = num[i + offset];
+ }
+ }
+
+ QRCode.Polynomial.prototype = {
+
+ get: function (index) {
+ return this.num[index];
+ },
+
+ getLength: function () {
+ return this.num.length;
+ },
+
+ multiply: function (e) {
+
+ var num = new Array(this.getLength() + e.getLength() - 1);
+
+ for (var i = 0; i < this.getLength(); i++) {
+ for (var j = 0; j < e.getLength(); j++) {
+ num[i + j] ^= QRCode.Math.gexp(QRCode.Math.glog(this.get(i)) + QRCode.Math.glog(e.get(j)));
+ }
+ }
+
+ return new QRCode.Polynomial(num, 0);
+ },
+
+ mod: function (e) {
+
+ if (this.getLength() - e.getLength() < 0) {
+ return this;
+ }
+
+ var ratio = QRCode.Math.glog(this.get(0)) - QRCode.Math.glog(e.get(0));
+
+ var num = new Array(this.getLength());
+
+ for (var i = 0; i < this.getLength(); i++) {
+ num[i] = this.get(i);
+ }
+
+ for (var i = 0; i < e.getLength(); i++) {
+ num[i] ^= QRCode.Math.gexp(QRCode.Math.glog(e.get(i)) + ratio);
+ }
+
+ // recursive call
+ return new QRCode.Polynomial(num, 0).mod(e);
+ }
+ };
+
+ //---------------------------------------------------------------------
+ // QRRSBlock
+ //---------------------------------------------------------------------
+
+ QRCode.RSBlock = function (totalCount, dataCount) {
+ this.totalCount = totalCount;
+ this.dataCount = dataCount;
+ }
+
+ QRCode.RSBlock.RS_BLOCK_TABLE = [
+
+ // L
+ // M
+ // Q
+ // H
+
+ // 1
+ [1, 26, 19],
+ [1, 26, 16],
+ [1, 26, 13],
+ [1, 26, 9],
+
+ // 2
+ [1, 44, 34],
+ [1, 44, 28],
+ [1, 44, 22],
+ [1, 44, 16],
+
+ // 3
+ [1, 70, 55],
+ [1, 70, 44],
+ [2, 35, 17],
+ [2, 35, 13],
+
+ // 4
+ [1, 100, 80],
+ [2, 50, 32],
+ [2, 50, 24],
+ [4, 25, 9],
+
+ // 5
+ [1, 134, 108],
+ [2, 67, 43],
+ [2, 33, 15, 2, 34, 16],
+ [2, 33, 11, 2, 34, 12],
+
+ // 6
+ [2, 86, 68],
+ [4, 43, 27],
+ [4, 43, 19],
+ [4, 43, 15],
+
+ // 7
+ [2, 98, 78],
+ [4, 49, 31],
+ [2, 32, 14, 4, 33, 15],
+ [4, 39, 13, 1, 40, 14],
+
+ // 8
+ [2, 121, 97],
+ [2, 60, 38, 2, 61, 39],
+ [4, 40, 18, 2, 41, 19],
+ [4, 40, 14, 2, 41, 15],
+
+ // 9
+ [2, 146, 116],
+ [3, 58, 36, 2, 59, 37],
+ [4, 36, 16, 4, 37, 17],
+ [4, 36, 12, 4, 37, 13],
+
+ // 10
+ [2, 86, 68, 2, 87, 69],
+ [4, 69, 43, 1, 70, 44],
+ [6, 43, 19, 2, 44, 20],
+ [6, 43, 15, 2, 44, 16]
+
+];
+
+ QRCode.RSBlock.getRSBlocks = function (typeNumber, errorCorrectLevel) {
+
+ var rsBlock = QRCode.RSBlock.getRsBlockTable(typeNumber, errorCorrectLevel);
+
+ if (rsBlock == undefined) {
+ throw new Error("bad rs block @ typeNumber:" + typeNumber + "/errorCorrectLevel:" + errorCorrectLevel);
+ }
+
+ var length = rsBlock.length / 3;
+
+ var list = new Array();
+
+ for (var i = 0; i < length; i++) {
+
+ var count = rsBlock[i * 3 + 0];
+ var totalCount = rsBlock[i * 3 + 1];
+ var dataCount = rsBlock[i * 3 + 2];
+
+ for (var j = 0; j < count; j++) {
+ list.push(new QRCode.RSBlock(totalCount, dataCount));
+ }
+ }
+
+ return list;
+ };
+
+ QRCode.RSBlock.getRsBlockTable = function (typeNumber, errorCorrectLevel) {
+
+ switch (errorCorrectLevel) {
+ case QRCode.ErrorCorrectLevel.L:
+ return QRCode.RSBlock.RS_BLOCK_TABLE[(typeNumber - 1) * 4 + 0];
+ case QRCode.ErrorCorrectLevel.M:
+ return QRCode.RSBlock.RS_BLOCK_TABLE[(typeNumber - 1) * 4 + 1];
+ case QRCode.ErrorCorrectLevel.Q:
+ return QRCode.RSBlock.RS_BLOCK_TABLE[(typeNumber - 1) * 4 + 2];
+ case QRCode.ErrorCorrectLevel.H:
+ return QRCode.RSBlock.RS_BLOCK_TABLE[(typeNumber - 1) * 4 + 3];
+ default:
+ return undefined;
+ }
+ };
+
+ //---------------------------------------------------------------------
+ // QRBitBuffer
+ //---------------------------------------------------------------------
+
+ QRCode.BitBuffer = function () {
+ this.buffer = new Array();
+ this.length = 0;
+ }
+
+ QRCode.BitBuffer.prototype = {
+
+ get: function (index) {
+ var bufIndex = Math.floor(index / 8);
+ return ((this.buffer[bufIndex] >>> (7 - index % 8)) & 1) == 1;
+ },
+
+ put: function (num, length) {
+ for (var i = 0; i < length; i++) {
+ this.putBit(((num >>> (length - i - 1)) & 1) == 1);
+ }
+ },
+
+ getLengthInBits: function () {
+ return this.length;
+ },
+
+ putBit: function (bit) {
+
+ var bufIndex = Math.floor(this.length / 8);
+ if (this.buffer.length <= bufIndex) {
+ this.buffer.push(0);
+ }
+
+ if (bit) {
+ this.buffer[bufIndex] |= (0x80 >>> (this.length % 8));
+ }
+
+ this.length++;
+ }
+ };
+})();
+ </script>
+ <script type="text/javascript">
+/*
+Copyright (c) 2011 Stefan Thomas
+
+Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the "Software"), to deal in the Software without restriction, including without limitation the rights to use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of the Software, and to permit persons to whom the Software is furnished to do so, subject to the following conditions:
+
+The above copyright notice and this permission notice shall be included in all copies or substantial portions of the Software.
+
+THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.
+*/
+
+//https://raw.github.com/bitcoinjs/bitcoinjs-lib/1a7fc9d063f864058809d06ef4542af40be3558f/src/bitcoin.js
+(function (exports) {
+ var Bitcoin = exports;
+})(
+ 'object' === typeof module ? module.exports : (window.Bitcoin = {})
+);
+ </script>
+ <script type="text/javascript">
+//https://raw.github.com/bitcoinjs/bitcoinjs-lib/c952aaeb3ee472e3776655b8ea07299ebed702c7/src/base58.js
+(function (Bitcoin) {
+ Bitcoin.Base58 = {
+ alphabet: "123456789ABCDEFGHJKLMNPQRSTUVWXYZabcdefghijkmnopqrstuvwxyz",
+ validRegex: /^[1-9A-HJ-NP-Za-km-z]+$/,
+ base: BigInteger.valueOf(58),
+
+ /**
+ * Convert a byte array to a base58-encoded string.
+ *
+ * Written by Mike Hearn for BitcoinJ.
+ * Copyright (c) 2011 Google Inc.
+ *
+ * Ported to JavaScript by Stefan Thomas.
+ */
+ encode: function (input) {
+ var bi = BigInteger.fromByteArrayUnsigned(input);
+ var chars = [];
+
+ while (bi.compareTo(B58.base) >= 0) {
+ var mod = bi.mod(B58.base);
+ chars.unshift(B58.alphabet[mod.intValue()]);
+ bi = bi.subtract(mod).divide(B58.base);
+ }
+ chars.unshift(B58.alphabet[bi.intValue()]);
+
+ // Convert leading zeros too.
+ for (var i = 0; i < input.length; i++) {
+ if (input[i] == 0x00) {
+ chars.unshift(B58.alphabet[0]);
+ } else break;
+ }
+
+ return chars.join('');
+ },
+
+ /**
+ * Convert a base58-encoded string to a byte array.
+ *
+ * Written by Mike Hearn for BitcoinJ.
+ * Copyright (c) 2011 Google Inc.
+ *
+ * Ported to JavaScript by Stefan Thomas.
+ */
+ decode: function (input) {
+ var bi = BigInteger.valueOf(0);
+ var leadingZerosNum = 0;
+ for (var i = input.length - 1; i >= 0; i--) {
+ var alphaIndex = B58.alphabet.indexOf(input[i]);
+ if (alphaIndex < 0) {
+ throw "Invalid character";
+ }
+ bi = bi.add(BigInteger.valueOf(alphaIndex)
+ .multiply(B58.base.pow(input.length - 1 - i)));
+
+ // This counts leading zero bytes
+ if (input[i] == "1") leadingZerosNum++;
+ else leadingZerosNum = 0;
+ }
+ var bytes = bi.toByteArrayUnsigned();
+
+ // Add leading zeros
+ while (leadingZerosNum-- > 0) bytes.unshift(0);
+
+ return bytes;
+ }
+ };
+
+ var B58 = Bitcoin.Base58;
+})(
+ 'undefined' != typeof Bitcoin ? Bitcoin : module.exports
+);
+ </script>
+ <script type="text/javascript">
+//https://raw.github.com/bitcoinjs/bitcoinjs-lib/09e8c6e184d6501a0c2c59d73ca64db5c0d3eb95/src/address.js
+Bitcoin.Address = function (bytes) {
+ if ("string" == typeof bytes) {
+ bytes = Bitcoin.Address.decodeString(bytes);
+ }
+ this.hash = bytes;
+ this.version = Bitcoin.Address.networkVersion;
+};
+
+Bitcoin.Address.networkVersion = 0x30; // mainnet
+
+/**
+* Serialize this object as a standard Bitcoin address.
+*
+* Returns the address as a base58-encoded string in the standardized format.
+*/
+Bitcoin.Address.prototype.toString = function () {
+ // Get a copy of the hash
+ var hash = this.hash.slice(0);
+
+ // Version
+ hash.unshift(this.version);
+ var checksum = Crypto.SHA256(Crypto.SHA256(hash, { asBytes: true }), { asBytes: true });
+ var bytes = hash.concat(checksum.slice(0, 4));
+ return Bitcoin.Base58.encode(bytes);
+};
+
+Bitcoin.Address.prototype.getHashBase64 = function () {
+ return Crypto.util.bytesToBase64(this.hash);
+};
+
+/**
+* Parse a Bitcoin address contained in a string.
+*/
+Bitcoin.Address.decodeString = function (string) {
+ var bytes = Bitcoin.Base58.decode(string);
+ var hash = bytes.slice(0, 21);
+ var checksum = Crypto.SHA256(Crypto.SHA256(hash, { asBytes: true }), { asBytes: true });
+
+ if (checksum[0] != bytes[21] ||
+ checksum[1] != bytes[22] ||
+ checksum[2] != bytes[23] ||
+ checksum[3] != bytes[24]) {
+ throw "Checksum validation failed!";
+ }
+
+ var version = hash.shift();
+
+ if (version != 0) {
+ throw "Version " + version + " not supported!";
+ }
+
+ return hash;
+};
+ </script>
+ <script type="text/javascript">
+//https://raw.github.com/bitcoinjs/bitcoinjs-lib/e90780d3d3b8fc0d027d2bcb38b80479902f223e/src/ecdsa.js
+Bitcoin.ECDSA = (function () {
+ var ecparams = EllipticCurve.getSECCurveByName("secp256k1");
+ var rng = new SecureRandom();
+
+ var P_OVER_FOUR = null;
+
+ function implShamirsTrick(P, k, Q, l) {
+ var m = Math.max(k.bitLength(), l.bitLength());
+ var Z = P.add2D(Q);
+ var R = P.curve.getInfinity();
+
+ for (var i = m - 1; i >= 0; --i) {
+ R = R.twice2D();
+
+ R.z = BigInteger.ONE;
+
+ if (k.testBit(i)) {
+ if (l.testBit(i)) {
+ R = R.add2D(Z);
+ } else {
+ R = R.add2D(P);
+ }
+ } else {
+ if (l.testBit(i)) {
+ R = R.add2D(Q);
+ }
+ }
+ }
+
+ return R;
+ };
+
+ var ECDSA = {
+ getBigRandom: function (limit) {
+ return new BigInteger(limit.bitLength(), rng)
+ .mod(limit.subtract(BigInteger.ONE))
+ .add(BigInteger.ONE);
+ },
+ sign: function (hash, priv) {
+ var d = priv;
+ var n = ecparams.getN();
+ var e = BigInteger.fromByteArrayUnsigned(hash);
+
+ do {
+ var k = ECDSA.getBigRandom(n);
+ var G = ecparams.getG();
+ var Q = G.multiply(k);
+ var r = Q.getX().toBigInteger().mod(n);
+ } while (r.compareTo(BigInteger.ZERO) <= 0);
+
+ var s = k.modInverse(n).multiply(e.add(d.multiply(r))).mod(n);
+
+ return ECDSA.serializeSig(r, s);
+ },
+
+ verify: function (hash, sig, pubkey) {
+ var r, s;
+ if (Bitcoin.Util.isArray(sig)) {
+ var obj = ECDSA.parseSig(sig);
+ r = obj.r;
+ s = obj.s;
+ } else if ("object" === typeof sig && sig.r && sig.s) {
+ r = sig.r;
+ s = sig.s;
+ } else {
+ throw "Invalid value for signature";
+ }
+
+ var Q;
+ if (pubkey instanceof ec.PointFp) {
+ Q = pubkey;
+ } else if (Bitcoin.Util.isArray(pubkey)) {
+ Q = EllipticCurve.PointFp.decodeFrom(ecparams.getCurve(), pubkey);
+ } else {
+ throw "Invalid format for pubkey value, must be byte array or ec.PointFp";
+ }
+ var e = BigInteger.fromByteArrayUnsigned(hash);
+
+ return ECDSA.verifyRaw(e, r, s, Q);
+ },
+
+ verifyRaw: function (e, r, s, Q) {
+ var n = ecparams.getN();
+ var G = ecparams.getG();
+
+ if (r.compareTo(BigInteger.ONE) < 0 ||
+ r.compareTo(n) >= 0)
+ return false;
+
+ if (s.compareTo(BigInteger.ONE) < 0 ||
+ s.compareTo(n) >= 0)
+ return false;
+
+ var c = s.modInverse(n);
+
+ var u1 = e.multiply(c).mod(n);
+ var u2 = r.multiply(c).mod(n);
+
+ // TODO(!!!): For some reason Shamir's trick isn't working with
+ // signed message verification!? Probably an implementation
+ // error!
+ //var point = implShamirsTrick(G, u1, Q, u2);
+ var point = G.multiply(u1).add(Q.multiply(u2));
+
+ var v = point.getX().toBigInteger().mod(n);
+
+ return v.equals(r);
+ },
+
+ /**
+ * Serialize a signature into DER format.
+ *
+ * Takes two BigIntegers representing r and s and returns a byte array.
+ */
+ serializeSig: function (r, s) {
+ var rBa = r.toByteArraySigned();
+ var sBa = s.toByteArraySigned();
+
+ var sequence = [];
+ sequence.push(0x02); // INTEGER
+ sequence.push(rBa.length);
+ sequence = sequence.concat(rBa);
+
+ sequence.push(0x02); // INTEGER
+ sequence.push(sBa.length);
+ sequence = sequence.concat(sBa);
+
+ sequence.unshift(sequence.length);
+ sequence.unshift(0x30); // SEQUENCE
+
+ return sequence;
+ },
+
+ /**
+ * Parses a byte array containing a DER-encoded signature.
+ *
+ * This function will return an object of the form:
+ *
+ * {
+ * r: BigInteger,
+ * s: BigInteger
+ * }
+ */
+ parseSig: function (sig) {
+ var cursor;
+ if (sig[0] != 0x30)
+ throw new Error("Signature not a valid DERSequence");
+
+ cursor = 2;
+ if (sig[cursor] != 0x02)
+ throw new Error("First element in signature must be a DERInteger"); ;
+ var rBa = sig.slice(cursor + 2, cursor + 2 + sig[cursor + 1]);
+
+ cursor += 2 + sig[cursor + 1];
+ if (sig[cursor] != 0x02)
+ throw new Error("Second element in signature must be a DERInteger");
+ var sBa = sig.slice(cursor + 2, cursor + 2 + sig[cursor + 1]);
+
+ cursor += 2 + sig[cursor + 1];
+
+ //if (cursor != sig.length)
+ // throw new Error("Extra bytes in signature");
+
+ var r = BigInteger.fromByteArrayUnsigned(rBa);
+ var s = BigInteger.fromByteArrayUnsigned(sBa);
+
+ return { r: r, s: s };
+ },
+
+ parseSigCompact: function (sig) {
+ if (sig.length !== 65) {
+ throw "Signature has the wrong length";
+ }
+
+ // Signature is prefixed with a type byte storing three bits of
+ // information.
+ var i = sig[0] - 27;
+ if (i < 0 || i > 7) {
+ throw "Invalid signature type";
+ }
+
+ var n = ecparams.getN();
+ var r = BigInteger.fromByteArrayUnsigned(sig.slice(1, 33)).mod(n);
+ var s = BigInteger.fromByteArrayUnsigned(sig.slice(33, 65)).mod(n);
+
+ return { r: r, s: s, i: i };
+ },
+
+ /**
+ * Recover a public key from a signature.
+ *
+ * See SEC 1: Elliptic Curve Cryptography, section 4.1.6, "Public
+ * Key Recovery Operation".
+ *
+ * http://www.secg.org/download/aid-780/sec1-v2.pdf
+ */
+ recoverPubKey: function (r, s, hash, i) {
+ // The recovery parameter i has two bits.
+ i = i & 3;
+
+ // The less significant bit specifies whether the y coordinate
+ // of the compressed point is even or not.
+ var isYEven = i & 1;
+
+ // The more significant bit specifies whether we should use the
+ // first or second candidate key.
+ var isSecondKey = i >> 1;
+
+ var n = ecparams.getN();
+ var G = ecparams.getG();
+ var curve = ecparams.getCurve();
+ var p = curve.getQ();
+ var a = curve.getA().toBigInteger();
+ var b = curve.getB().toBigInteger();
+
+ // We precalculate (p + 1) / 4 where p is if the field order
+ if (!P_OVER_FOUR) {
+ P_OVER_FOUR = p.add(BigInteger.ONE).divide(BigInteger.valueOf(4));
+ }
+
+ // 1.1 Compute x
+ var x = isSecondKey ? r.add(n) : r;
+
+ // 1.3 Convert x to point
+ var alpha = x.multiply(x).multiply(x).add(a.multiply(x)).add(b).mod(p);
+ var beta = alpha.modPow(P_OVER_FOUR, p);
+
+ var xorOdd = beta.isEven() ? (i % 2) : ((i + 1) % 2);
+ // If beta is even, but y isn't or vice versa, then convert it,
+ // otherwise we're done and y == beta.
+ var y = (beta.isEven() ? !isYEven : isYEven) ? beta : p.subtract(beta);
+
+ // 1.4 Check that nR is at infinity
+ var R = new EllipticCurve.PointFp(curve,
+ curve.fromBigInteger(x),
+ curve.fromBigInteger(y));
+ R.validate();
+
+ // 1.5 Compute e from M
+ var e = BigInteger.fromByteArrayUnsigned(hash);
+ var eNeg = BigInteger.ZERO.subtract(e).mod(n);
+
+ // 1.6 Compute Q = r^-1 (sR - eG)
+ var rInv = r.modInverse(n);
+ var Q = implShamirsTrick(R, s, G, eNeg).multiply(rInv);
+
+ Q.validate();
+ if (!ECDSA.verifyRaw(e, r, s, Q)) {
+ throw "Pubkey recovery unsuccessful";
+ }
+
+ var pubKey = new Bitcoin.ECKey();
+ pubKey.pub = Q;
+ return pubKey;
+ },
+
+ /**
+ * Calculate pubkey extraction parameter.
+ *
+ * When extracting a pubkey from a signature, we have to
+ * distinguish four different cases. Rather than putting this
+ * burden on the verifier, Bitcoin includes a 2-bit value with the
+ * signature.
+ *
+ * This function simply tries all four cases and returns the value
+ * that resulted in a successful pubkey recovery.
+ */
+ calcPubkeyRecoveryParam: function (address, r, s, hash) {
+ for (var i = 0; i < 4; i++) {
+ try {
+ var pubkey = Bitcoin.ECDSA.recoverPubKey(r, s, hash, i);
+ if (pubkey.getBitcoinAddress().toString() == address) {
+ return i;
+ }
+ } catch (e) { }
+ }
+ throw "Unable to find valid recovery factor";
+ }
+ };
+
+ return ECDSA;
+})();
+ </script>
+ <script type="text/javascript">
+//https://raw.github.com/pointbiz/bitcoinjs-lib/9b2f94a028a7bc9bed94e0722563e9ff1d8e8db8/src/eckey.js
+Bitcoin.ECKey = (function () {
+ var ECDSA = Bitcoin.ECDSA;
+ var ecparams = EllipticCurve.getSECCurveByName("secp256k1");
+ var rng = new SecureRandom();
+
+ var ECKey = function (input) {
+ if (!input) {
+ // Generate new key
+ var n = ecparams.getN();
+ this.priv = ECDSA.getBigRandom(n);
+ } else if (input instanceof BigInteger) {
+ // Input is a private key value
+ this.priv = input;
+ } else if (Bitcoin.Util.isArray(input)) {
+ // Prepend zero byte to prevent interpretation as negative integer
+ this.priv = BigInteger.fromByteArrayUnsigned(input);
+ } else if ("string" == typeof input) {
+ var bytes = null;
+ if (ECKey.isWalletImportFormat(input)) {
+ bytes = ECKey.decodeWalletImportFormat(input);
+ } else if (ECKey.isCompressedWalletImportFormat(input)) {
+ bytes = ECKey.decodeCompressedWalletImportFormat(input);
+ this.compressed = true;
+ } else if (ECKey.isMiniFormat(input)) {
+ bytes = Crypto.SHA256(input, { asBytes: true });
+ } else if (ECKey.isHexFormat(input)) {
+ bytes = Crypto.util.hexToBytes(input);
+ } else if (ECKey.isBase64Format(input)) {
+ bytes = Crypto.util.base64ToBytes(input);
+ }
+
+ if (bytes == null || bytes.length != 32) {
+ this.priv = null;
+ } else {
+ // Prepend zero byte to prevent interpretation as negative integer
+ this.priv = BigInteger.fromByteArrayUnsigned(bytes);
+ }
+ }
+
+ this.compressed = (this.compressed == undefined) ? !!ECKey.compressByDefault : this.compressed;
+ };
+
+ ECKey.privateKeyPrefix = 0xb0; // mainnet 0xb0 testnet 0xEF
+
+ /**
+ * Whether public keys should be returned compressed by default.
+ */
+ ECKey.compressByDefault = false;
+
+ /**
+ * Set whether the public key should be returned compressed or not.
+ */
+ ECKey.prototype.setCompressed = function (v) {
+ this.compressed = !!v;
+ if (this.pubPoint) this.pubPoint.compressed = this.compressed;
+ return this;
+ };
+
+ /*
+ * Return public key as a byte array in DER encoding
+ */
+ ECKey.prototype.getPub = function () {
+ if (this.compressed) {
+ if (this.pubComp) return this.pubComp;
+ return this.pubComp = this.getPubPoint().getEncoded(1);
+ } else {
+ if (this.pubUncomp) return this.pubUncomp;
+ return this.pubUncomp = this.getPubPoint().getEncoded(0);
+ }
+ };
+
+ /**
+ * Return public point as ECPoint object.
+ */
+ ECKey.prototype.getPubPoint = function () {
+ if (!this.pubPoint) {
+ this.pubPoint = ecparams.getG().multiply(this.priv);
+ this.pubPoint.compressed = this.compressed;
+ }
+ return this.pubPoint;
+ };
+
+ ECKey.prototype.getPubKeyHex = function () {
+ if (this.compressed) {
+ if (this.pubKeyHexComp) return this.pubKeyHexComp;
+ return this.pubKeyHexComp = Crypto.util.bytesToHex(this.getPub()).toString().toUpperCase();
+ } else {
+ if (this.pubKeyHexUncomp) return this.pubKeyHexUncomp;
+ return this.pubKeyHexUncomp = Crypto.util.bytesToHex(this.getPub()).toString().toUpperCase();
+ }
+ };
+
+ /**
+ * Get the pubKeyHash for this key.
+ *
+ * This is calculated as RIPE160(SHA256([encoded pubkey])) and returned as
+ * a byte array.
+ */
+ ECKey.prototype.getPubKeyHash = function () {
+ if (this.compressed) {
+ if (this.pubKeyHashComp) return this.pubKeyHashComp;
+ return this.pubKeyHashComp = Bitcoin.Util.sha256ripe160(this.getPub());
+ } else {
+ if (this.pubKeyHashUncomp) return this.pubKeyHashUncomp;
+ return this.pubKeyHashUncomp = Bitcoin.Util.sha256ripe160(this.getPub());
+ }
+ };
+
+ ECKey.prototype.getBitcoinAddress = function () {
+ var hash = this.getPubKeyHash();
+ var addr = new Bitcoin.Address(hash);
+ return addr.toString();
+ };
+
+ /*
+ * Takes a public point as a hex string or byte array
+ */
+ ECKey.prototype.setPub = function (pub) {
+ // byte array
+ if (Bitcoin.Util.isArray(pub)) {
+ pub = Crypto.util.bytesToHex(pub).toString().toUpperCase();
+ }
+ var ecPoint = ecparams.getCurve().decodePointHex(pub);
+ this.setCompressed(ecPoint.compressed);
+ this.pubPoint = ecPoint;
+ return this;
+ };
+
+ // Sipa Private Key Wallet Import Format
+ ECKey.prototype.getBitcoinWalletImportFormat = function () {
+ var bytes = this.getBitcoinPrivateKeyByteArray();
+ bytes.unshift(ECKey.privateKeyPrefix); // prepend 0x80 byte
+ if (this.compressed) bytes.push(0x01); // append 0x01 byte for compressed format
+ var checksum = Crypto.SHA256(Crypto.SHA256(bytes, { asBytes: true }), { asBytes: true });
+ bytes = bytes.concat(checksum.slice(0, 4));
+ var privWif = Bitcoin.Base58.encode(bytes);
+ return privWif;
+ };
+
+ // Private Key Hex Format
+ ECKey.prototype.getBitcoinHexFormat = function () {
+ return Crypto.util.bytesToHex(this.getBitcoinPrivateKeyByteArray()).toString().toUpperCase();
+ };
+
+ // Private Key Base64 Format
+ ECKey.prototype.getBitcoinBase64Format = function () {
+ return Crypto.util.bytesToBase64(this.getBitcoinPrivateKeyByteArray());
+ };
+
+ ECKey.prototype.getBitcoinPrivateKeyByteArray = function () {
+ // Get a copy of private key as a byte array
+ var bytes = this.priv.toByteArrayUnsigned();
+ // zero pad if private key is less than 32 bytes
+ while (bytes.length < 32) bytes.unshift(0x00);
+ return bytes;
+ };
+
+ ECKey.prototype.toString = function (format) {
+ format = format || "";
+ if (format.toString().toLowerCase() == "base64" || format.toString().toLowerCase() == "b64") {
+ return this.getBitcoinBase64Format();
+ }
+ // Wallet Import Format
+ else if (format.toString().toLowerCase() == "wif") {
+ return this.getBitcoinWalletImportFormat();
+ }
+ else {
+ return this.getBitcoinHexFormat();
+ }
+ };
+
+ ECKey.prototype.sign = function (hash) {
+ return ECDSA.sign(hash, this.priv);
+ };
+
+ ECKey.prototype.verify = function (hash, sig) {
+ return ECDSA.verify(hash, sig, this.getPub());
+ };
+
+ /**
+ * Parse a wallet import format private key contained in a string.
+ */
+ ECKey.decodeWalletImportFormat = function (privStr) {
+ var bytes = Bitcoin.Base58.decode(privStr);
+ var hash = bytes.slice(0, 33);
+ var checksum = Crypto.SHA256(Crypto.SHA256(hash, { asBytes: true }), { asBytes: true });
+ if (checksum[0] != bytes[33] ||
+ checksum[1] != bytes[34] ||
+ checksum[2] != bytes[35] ||
+ checksum[3] != bytes[36]) {
+ throw "Checksum validation failed!";
+ }
+ var version = hash.shift();
+ if (version != ECKey.privateKeyPrefix) {
+ throw "Version " + version + " not supported!";
+ }
+ return hash;
+ };
+
+ /**
+ * Parse a compressed wallet import format private key contained in a string.
+ */
+ ECKey.decodeCompressedWalletImportFormat = function (privStr) {
+ var bytes = Bitcoin.Base58.decode(privStr);
+ var hash = bytes.slice(0, 34);
+ var checksum = Crypto.SHA256(Crypto.SHA256(hash, { asBytes: true }), { asBytes: true });
+ if (checksum[0] != bytes[34] ||
+ checksum[1] != bytes[35] ||
+ checksum[2] != bytes[36] ||
+ checksum[3] != bytes[37]) {
+ throw "Checksum validation failed!";
+ }
+ var version = hash.shift();
+ if (version != ECKey.privateKeyPrefix) {
+ throw "Version " + version + " not supported!";
+ }
+ hash.pop();
+ return hash;
+ };
+
+ // 64 characters [0-9A-F]
+ ECKey.isHexFormat = function (key) {
+ key = key.toString();
+ return /^[A-Fa-f0-9]{64}$/.test(key);
+ };
+
+ // 51 characters base58, always starts with a '6'
+ ECKey.isWalletImportFormat = function (key) {
+ key = key.toString();
+ return (ECKey.privateKeyPrefix == 0xb0) ?
+ (/^6[123456789ABCDEFGHJKLMNPQRSTUVWXYZabcdefghijkmnopqrstuvwxyz]{50}$/.test(key)) :
+ (/^9[123456789ABCDEFGHJKLMNPQRSTUVWXYZabcdefghijkmnopqrstuvwxyz]{50}$/.test(key));
+ };
+
+ // 52 characters base58
+ ECKey.isCompressedWalletImportFormat = function (key) {
+ key = key.toString();
+ return (ECKey.privateKeyPrefix == 0xb0) ?
+ (/^T[123456789ABCDEFGHJKLMNPQRSTUVWXYZabcdefghijkmnopqrstuvwxyz]{51}$/.test(key)) :
+ (/^c[123456789ABCDEFGHJKLMNPQRSTUVWXYZabcdefghijkmnopqrstuvwxyz]{51}$/.test(key));
+ };
+
+ // 44 characters
+ ECKey.isBase64Format = function (key) {
+ key = key.toString();
+ return (/^[ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789=+\/]{44}$/.test(key));
+ };
+
+ // 22, 26 or 30 characters, always starts with an 'S'
+ ECKey.isMiniFormat = function (key) {
+ key = key.toString();
+ var validChars22 = /^S[123456789ABCDEFGHJKLMNPQRSTUVWXYZabcdefghijkmnopqrstuvwxyz]{21}$/.test(key);
+ var validChars26 = /^S[123456789ABCDEFGHJKLMNPQRSTUVWXYZabcdefghijkmnopqrstuvwxyz]{25}$/.test(key);
+ var validChars30 = /^S[123456789ABCDEFGHJKLMNPQRSTUVWXYZabcdefghijkmnopqrstuvwxyz]{29}$/.test(key);
+ var testBytes = Crypto.SHA256(key + "?", { asBytes: true });
+
+ return ((testBytes[0] === 0x00 || testBytes[0] === 0x01) && (validChars22 || validChars26 || validChars30));
+ };
+
+ return ECKey;
+})();
+ </script>
+ <script type="text/javascript">
+//https://raw.github.com/bitcoinjs/bitcoinjs-lib/09e8c6e184d6501a0c2c59d73ca64db5c0d3eb95/src/util.js
+// Bitcoin utility functions
+Bitcoin.Util = {
+ /**
+ * Cross-browser compatibility version of Array.isArray.
+ */
+ isArray: Array.isArray || function (o) {
+ return Object.prototype.toString.call(o) === '[object Array]';
+ },
+ /**
+ * Create an array of a certain length filled with a specific value.
+ */
+ makeFilledArray: function (len, val) {
+ var array = [];
+ var i = 0;
+ while (i < len) {
+ array[i++] = val;
+ }
+ return array;
+ },
+ /**
+ * Turn an integer into a "var_int".
+ *
+ * "var_int" is a variable length integer used by Bitcoin's binary format.
+ *
+ * Returns a byte array.
+ */
+ numToVarInt: function (i) {
+ if (i < 0xfd) {
+ // unsigned char
+ return [i];
+ } else if (i <= 1 << 16) {
+ // unsigned short (LE)
+ return [0xfd, i >>> 8, i & 255];
+ } else if (i <= 1 << 32) {
+ // unsigned int (LE)
+ return [0xfe].concat(Crypto.util.wordsToBytes([i]));
+ } else {
+ // unsigned long long (LE)
+ return [0xff].concat(Crypto.util.wordsToBytes([i >>> 32, i]));
+ }
+ },
+ /**
+ * Parse a Bitcoin value byte array, returning a BigInteger.
+ */
+ valueToBigInt: function (valueBuffer) {
+ if (valueBuffer instanceof BigInteger) return valueBuffer;
+
+ // Prepend zero byte to prevent interpretation as negative integer
+ return BigInteger.fromByteArrayUnsigned(valueBuffer);
+ },
+ /**
+ * Format a Bitcoin value as a string.
+ *
+ * Takes a BigInteger or byte-array and returns that amount of Bitcoins in a
+ * nice standard formatting.
+ *
+ * Examples:
+ * 12.3555
+ * 0.1234
+ * 900.99998888
+ * 34.00
+ */
+ formatValue: function (valueBuffer) {
+ var value = this.valueToBigInt(valueBuffer).toString();
+ var integerPart = value.length > 8 ? value.substr(0, value.length - 8) : '0';
+ var decimalPart = value.length > 8 ? value.substr(value.length - 8) : value;
+ while (decimalPart.length < 8) decimalPart = "0" + decimalPart;
+ decimalPart = decimalPart.replace(/0*$/, '');
+ while (decimalPart.length < 2) decimalPart += "0";
+ return integerPart + "." + decimalPart;
+ },
+ /**
+ * Parse a floating point string as a Bitcoin value.
+ *
+ * Keep in mind that parsing user input is messy. You should always display
+ * the parsed value back to the user to make sure we understood his input
+ * correctly.
+ */
+ parseValue: function (valueString) {
+ // TODO: Detect other number formats (e.g. comma as decimal separator)
+ var valueComp = valueString.split('.');
+ var integralPart = valueComp[0];
+ var fractionalPart = valueComp[1] || "0";
+ while (fractionalPart.length < 8) fractionalPart += "0";
+ fractionalPart = fractionalPart.replace(/^0+/g, '');
+ var value = BigInteger.valueOf(parseInt(integralPart));
+ value = value.multiply(BigInteger.valueOf(100000000));
+ value = value.add(BigInteger.valueOf(parseInt(fractionalPart)));
+ return value;
+ },
+ /**
+ * Calculate RIPEMD160(SHA256(data)).
+ *
+ * Takes an arbitrary byte array as inputs and returns the hash as a byte
+ * array.
+ */
+ sha256ripe160: function (data) {
+ return Crypto.RIPEMD160(Crypto.SHA256(data, { asBytes: true }), { asBytes: true });
+ },
+ // double sha256
+ dsha256: function (data) {
+ return Crypto.SHA256(Crypto.SHA256(data, { asBytes: true }), { asBytes: true });
+ }
+};
+ </script>
+ <script type="text/javascript">
+/*
+* Copyright (c) 2010-2011 Intalio Pte, All Rights Reserved
+*
+* Permission is hereby granted, free of charge, to any person obtaining a copy
+* of this software and associated documentation files (the "Software"), to deal
+* in the Software without restriction, including without limitation the rights
+* to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
+* copies of the Software, and to permit persons to whom the Software is
+* furnished to do so, subject to the following conditions:
+*
+* The above copyright notice and this permission notice shall be included in
+* all copies or substantial portions of the Software.
+*
+* THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
+* IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
+* FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
+* AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
+* LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
+* OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN
+* THE SOFTWARE.
+*/
+// https://github.com/cheongwy/node-scrypt-js
+(function () {
+
+ var MAX_VALUE = 2147483647;
+ var workerUrl = null;
+
+ //function scrypt(byte[] passwd, byte[] salt, int N, int r, int p, int dkLen)
+ /*
+ * N = Cpu cost
+ * r = Memory cost
+ * p = parallelization cost
+ *
+ */
+ window.Crypto_scrypt = function (passwd, salt, N, r, p, dkLen, callback) {
+ if (N == 0 || (N & (N - 1)) != 0) throw Error("N must be > 0 and a power of 2");
+
+ if (N > MAX_VALUE / 128 / r) throw Error("Parameter N is too large");
+ if (r > MAX_VALUE / 128 / p) throw Error("Parameter r is too large");
+
+ var PBKDF2_opts = { iterations: 1, hasher: Crypto.SHA256, asBytes: true };
+
+ var B = Crypto.PBKDF2(passwd, salt, p * 128 * r, PBKDF2_opts);
+
+ try {
+ var i = 0;
+ var worksDone = 0;
+ var makeWorker = function () {
+ if (!workerUrl) {
+ var code = '(' + scryptCore.toString() + ')()';
+ var blob;
+ try {
+ blob = new Blob([code], { type: "text/javascript" });
+ } catch (e) {
+ window.BlobBuilder = window.BlobBuilder || window.WebKitBlobBuilder || window.MozBlobBuilder || window.MSBlobBuilder;
+ blob = new BlobBuilder();
+ blob.append(code);
+ blob = blob.getBlob("text/javascript");
+ }
+ workerUrl = URL.createObjectURL(blob);
+ }
+ var worker = new Worker(workerUrl);
+ worker.onmessage = function (event) {
+ var Bi = event.data[0], Bslice = event.data[1];
+ worksDone++;
+
+ if (i < p) {
+ worker.postMessage([N, r, p, B, i++]);
+ }
+
+ var length = Bslice.length, destPos = Bi * 128 * r, srcPos = 0;
+ while (length--) {
+ B[destPos++] = Bslice[srcPos++];
+ }
+
+ if (worksDone == p) {
+ callback(Crypto.PBKDF2(passwd, B, dkLen, PBKDF2_opts));
+ }
+ };
+ return worker;
+ };
+ var workers = [makeWorker(), makeWorker()];
+ workers[0].postMessage([N, r, p, B, i++]);
+ if (p > 1) {
+ workers[1].postMessage([N, r, p, B, i++]);
+ }
+ } catch (e) {
+ window.setTimeout(function () {
+ scryptCore();
+ callback(Crypto.PBKDF2(passwd, B, dkLen, PBKDF2_opts));
+ }, 0);
+ }
+
+ // using this function to enclose everything needed to create a worker (but also invokable directly for synchronous use)
+ function scryptCore() {
+ var XY = [], V = [];
+
+ if (typeof B === 'undefined') {
+ onmessage = function (event) {
+ var data = event.data;
+ var N = data[0], r = data[1], p = data[2], B = data[3], i = data[4];
+
+ var Bslice = [];
+ arraycopy32(B, i * 128 * r, Bslice, 0, 128 * r);
+ smix(Bslice, 0, r, N, V, XY);
+
+ postMessage([i, Bslice]);
+ };
+ } else {
+ for (var i = 0; i < p; i++) {
+ smix(B, i * 128 * r, r, N, V, XY);
+ }
+ }
+
+ function smix(B, Bi, r, N, V, XY) {
+ var Xi = 0;
+ var Yi = 128 * r;
+ var i;
+
+ arraycopy32(B, Bi, XY, Xi, Yi);
+
+ for (i = 0; i < N; i++) {
+ arraycopy32(XY, Xi, V, i * Yi, Yi);
+ blockmix_salsa8(XY, Xi, Yi, r);
+ }
+
+ for (i = 0; i < N; i++) {
+ var j = integerify(XY, Xi, r) & (N - 1);
+ blockxor(V, j * Yi, XY, Xi, Yi);
+ blockmix_salsa8(XY, Xi, Yi, r);
+ }
+
+ arraycopy32(XY, Xi, B, Bi, Yi);
+ }
+
+ function blockmix_salsa8(BY, Bi, Yi, r) {
+ var X = [];
+ var i;
+
+ arraycopy32(BY, Bi + (2 * r - 1) * 64, X, 0, 64);
+
+ for (i = 0; i < 2 * r; i++) {
+ blockxor(BY, i * 64, X, 0, 64);
+ salsa20_8(X);
+ arraycopy32(X, 0, BY, Yi + (i * 64), 64);
+ }
+
+ for (i = 0; i < r; i++) {
+ arraycopy32(BY, Yi + (i * 2) * 64, BY, Bi + (i * 64), 64);
+ }
+
+ for (i = 0; i < r; i++) {
+ arraycopy32(BY, Yi + (i * 2 + 1) * 64, BY, Bi + (i + r) * 64, 64);
+ }
+ }
+
+ function R(a, b) {
+ return (a << b) | (a >>> (32 - b));
+ }
+
+ function salsa20_8(B) {
+ var B32 = new Array(32);
+ var x = new Array(32);
+ var i;
+
+ for (i = 0; i < 16; i++) {
+ B32[i] = (B[i * 4 + 0] & 0xff) << 0;
+ B32[i] |= (B[i * 4 + 1] & 0xff) << 8;
+ B32[i] |= (B[i * 4 + 2] & 0xff) << 16;
+ B32[i] |= (B[i * 4 + 3] & 0xff) << 24;
+ }
+
+ arraycopy(B32, 0, x, 0, 16);
+
+ for (i = 8; i > 0; i -= 2) {
+ x[4] ^= R(x[0] + x[12], 7); x[8] ^= R(x[4] + x[0], 9);
+ x[12] ^= R(x[8] + x[4], 13); x[0] ^= R(x[12] + x[8], 18);
+ x[9] ^= R(x[5] + x[1], 7); x[13] ^= R(x[9] + x[5], 9);
+ x[1] ^= R(x[13] + x[9], 13); x[5] ^= R(x[1] + x[13], 18);
+ x[14] ^= R(x[10] + x[6], 7); x[2] ^= R(x[14] + x[10], 9);
+ x[6] ^= R(x[2] + x[14], 13); x[10] ^= R(x[6] + x[2], 18);
+ x[3] ^= R(x[15] + x[11], 7); x[7] ^= R(x[3] + x[15], 9);
+ x[11] ^= R(x[7] + x[3], 13); x[15] ^= R(x[11] + x[7], 18);
+ x[1] ^= R(x[0] + x[3], 7); x[2] ^= R(x[1] + x[0], 9);
+ x[3] ^= R(x[2] + x[1], 13); x[0] ^= R(x[3] + x[2], 18);
+ x[6] ^= R(x[5] + x[4], 7); x[7] ^= R(x[6] + x[5], 9);
+ x[4] ^= R(x[7] + x[6], 13); x[5] ^= R(x[4] + x[7], 18);
+ x[11] ^= R(x[10] + x[9], 7); x[8] ^= R(x[11] + x[10], 9);
+ x[9] ^= R(x[8] + x[11], 13); x[10] ^= R(x[9] + x[8], 18);
+ x[12] ^= R(x[15] + x[14], 7); x[13] ^= R(x[12] + x[15], 9);
+ x[14] ^= R(x[13] + x[12], 13); x[15] ^= R(x[14] + x[13], 18);
+ }
+
+ for (i = 0; i < 16; ++i) B32[i] = x[i] + B32[i];
+
+ for (i = 0; i < 16; i++) {
+ var bi = i * 4;
+ B[bi + 0] = (B32[i] >> 0 & 0xff);
+ B[bi + 1] = (B32[i] >> 8 & 0xff);
+ B[bi + 2] = (B32[i] >> 16 & 0xff);
+ B[bi + 3] = (B32[i] >> 24 & 0xff);
+ }
+ }
+
+ function blockxor(S, Si, D, Di, len) {
+ var i = len >> 6;
+ while (i--) {
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ D[Di++] ^= S[Si++]; D[Di++] ^= S[Si++];
+ }
+ }
+
+ function integerify(B, bi, r) {
+ var n;
+
+ bi += (2 * r - 1) * 64;
+
+ n = (B[bi + 0] & 0xff) << 0;
+ n |= (B[bi + 1] & 0xff) << 8;
+ n |= (B[bi + 2] & 0xff) << 16;
+ n |= (B[bi + 3] & 0xff) << 24;
+
+ return n;
+ }
+
+ function arraycopy(src, srcPos, dest, destPos, length) {
+ while (length--) {
+ dest[destPos++] = src[srcPos++];
+ }
+ }
+
+ function arraycopy32(src, srcPos, dest, destPos, length) {
+ var i = length >> 5;
+ while (i--) {
+ dest[destPos++] = src[srcPos++]; dest[destPos++] = src[srcPos++];
+ dest[destPos++] = src[srcPos++]; dest[destPos++] = src[srcPos++];
+ dest[destPos++] = src[srcPos++]; dest[destPos++] = src[srcPos++];
+ dest[destPos++] = src[srcPos++]; dest[destPos++] = src[srcPos++];
+
+ dest[destPos++] = src[srcPos++]; dest[destPos++] = src[srcPos++];
+ dest[destPos++] = src[srcPos++]; dest[destPos++] = src[srcPos++];
+ dest[destPos++] = src[srcPos++]; dest[destPos++] = src[srcPos++];
+ dest[destPos++] = src[srcPos++]; dest[destPos++] = src[srcPos++];
+
+ dest[destPos++] = src[srcPos++]; dest[destPos++] = src[srcPos++];
+ dest[destPos++] = src[srcPos++]; dest[destPos++] = src[srcPos++];
+ dest[destPos++] = src[srcPos++]; dest[destPos++] = src[srcPos++];
+ dest[destPos++] = src[srcPos++]; dest[destPos++] = src[srcPos++];
+
+ dest[destPos++] = src[srcPos++]; dest[destPos++] = src[srcPos++];
+ dest[destPos++] = src[srcPos++]; dest[destPos++] = src[srcPos++];
+ dest[destPos++] = src[srcPos++]; dest[destPos++] = src[srcPos++];
+ dest[destPos++] = src[srcPos++]; dest[destPos++] = src[srcPos++];
+ }
+ }
+ } // scryptCore
+ }; // window.Crypto_scrypt
+})();
+ </script>
+ <style type="text/css">
+.more { background: url(data:image/png;base64,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)
+ no-repeat left center; width: 17px; height: 17px; display: inline-block; float: right; }
+.less { background: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAARCAYAAAA7bUf6AAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAK6wAACusBgosNWgAAABx0RVh0U29mdHdhcmUAQWRvYmUgRmlyZXdvcmtzIENTNXG14zYAAAAWdEVYdENyZWF0aW9uIFRpbWUAMDEvMDIvMTLltnQyAAABuklEQVQ4ja2US25TQRBFT336OSEY5ESyBfEakNiLt0AW5S2QvQQxAiZIYBwSz/yByH7dxcB2bPMME+hJS/W5fetWVUtE8K/HfzdcXfdfqsr4onuGuRz4Jrdzcg6Gg9HfQYAxAqmlSMMlQJO5/oliE4AtQLcR++btZQ+wPVsvVXbTfXFGEMyWU9rVM0yMu/Gc5bJ+DdztxWcH3otKVzbPmyq5LnwfzSgEBMxlhqJEBFWVKKUgG66rur53oH7aOeWkUlJSRCBHZracssorlLXttHpCpzonaYukjmsiivDu08daAZIJ7oLIVg9BUQgQUVwSua5Z5AWmiqnj6pisVXAAU0F1J6WK0q6e024Fs4cplbXonFxgapisk00MkdiBqDd7oSKoOiqGmZHMSZrwPRYHIMfaKaKsyhI01oni6IaFYptSyiOIT27nOwaq5FyQrUAIC/nBhK+UErRSos55z4878CrneJyTnHOvquymf3mOb+hvy/jw+QuLh5/NORkORvsGrq77dc6xpr0RcH07y3oF8G04GN0f6HdEDhdA1XG1vXb6dsAa+3Z8AREiQwkoEeQoiBzocHDkf/wnvwC5IpRVsUDNUgAAAABJRU5ErkJggg==)
+ no-repeat left center; width: 17px; height: 17px; display: inline-block; float: right; }
+.right { text-align: right; }
+.walletarea { display: none; border: 2px solid green; }
+.keyarea { font-family: Courier New; height: 110px; text-align: left; position: relative; padding: 5px; }
+.keyarea .public { float: left; }
+.keyarea .pubaddress { display: inline-block; height: 40px; padding: 0 0 0 10px; float: left; }
+.keyarea .privwif { margin: 0; float: right; text-align: right; padding: 0 20px 0 0; position: relative; }
+.keyarea .label { text-decoration: underline; }
+.keyarea .output { display: block; }
+.keyarea .qrcode_public { display: inline-block; float: left; }
+.keyarea .qrcode_private { display: inline-block; position: relative; top: 28px; float: right; }
+.pubkeyhex { word-wrap: break-word; }
+.faqs ol { padding: 0 0 0 25px; }
+.faqs li { padding: 3px 0; }
+body { font-family: Arial; }
+
+#keyarea { height: 250px; font-family: Arial; }
+#keyarea .pubaddress { float: none; display: block; padding: 0; height: auto; }
+#keyarea .label { text-decoration: none; }
+#keyarea .privwif { float: none; text-align: right; position: relative; padding: 0; }
+#keyarea .qrcode_public { float: none; display: block; }
+#keyarea .qrcode_private { float: none; display: block; top: 0; text-align: right; }
+#keyarea .private { width: 30%; display: table-cell; }
+#keyarea .public { width: 30%; display: table-cell; }
+#singlearea { font-size: 90%; }
+#singlesecret { position: relative; top: -130px; float: right; right: 200px; color: red; font-weight: bolder; font-size: 200%; }
+#singleshare { position: relative; top: -110px; float: left; left: 160px; color: green; font-weight: bolder; font-size: 200%; }
+#singlesafety { text-align: left; padding: 5px; border-top: 2px solid green; top: -30px; position: relative; }
+
+#main { position: relative; text-align: center; margin: 0px auto; width: 1005px; }
+#logo { width: 578px; height: 80px; }
+#generate { font-family: Courier New; height: 158px; text-align: left; position: relative; padding: 5px; border: 2px solid green; }
+#generate span { padding: 5px 5px 0 5px; }
+
+#paperarea { min-height: 120px; display: none; }
+#paperarea .keyarea { border: 2px solid green; border-top: 0; }
+#paperarea .keyarea.art { display: block; height: auto; border: 0; font-family: Ubuntu, Arial; padding: 0; margin: 0; }
+#paperarea .artwallet .papersvg { width: 486px; height: 261px; border: 0; margin: 0; padding: 0; left: 0; }
+#paperarea .artwallet .qrcode_public { top: 52px; left: 17px; z-index: 100; margin: 0; float: none; display: block; position: absolute; background-color: #FFFFFF;
+ padding: 5px 5px 2px 5px; }
+#paperarea .artwallet .qrcode_private { top: 104px; left: 360px; z-index: 100; margin: 0; float: none; display: block; position: absolute; background-color: #FFFFFF;
+ padding: 5px 5px 2px 5px; }
+#paperarea .artwallet .btcaddress
+{
+ position: absolute; top: 240px; left: 139px; z-index: 100; font-size: 10px; background-color: transparent;
+ font-weight:bold; color: #000000; margin: 0;
+ -webkit-transform-origin:top left; -webkit-transform:rotate(-90deg);
+ -moz-transform-origin:top left; -moz-transform:rotate(-90deg);
+ -ms-transform-origin:top left; -ms-transform:rotate(-90deg);
+ -o-transform-origin:top left; -o-transform:rotate(-90deg);
+ transform-origin:top left; transform:rotate(-90deg);
+}
+#paperarea .artwallet .btcprivwif
+{
+ position: absolute; top: 236px; left: 346px; z-index: 100; font-size: 7px; background-color: transparent;
+ font-weight:bold; color: #000000; margin: 0;
+ -webkit-transform-origin:top left; -webkit-transform:rotate(-90deg);
+ -moz-transform-origin:top left; -moz-transform:rotate(-90deg);
+ -ms-transform-origin:top left; -ms-transform:rotate(-90deg);
+ -o-transform-origin:top left; -o-transform:rotate(-90deg);
+ transform-origin:top left; transform:rotate(-90deg);
+}
+#paperarea .artwallet .btcencryptedkey
+{
+ position: absolute; top: 164px; left: 332px; z-index: 100; font-size: 8px; background-color: transparent;
+ font-weight:bold; color: #000000; margin: 0;
+ -webkit-transform-origin:top left; -webkit-transform:rotate(-90deg);
+ -moz-transform-origin:top left; -moz-transform:rotate(-90deg);
+ -ms-transform-origin:top left; -ms-transform:rotate(-90deg);
+ -o-transform-origin:top left; -o-transform:rotate(-90deg);
+ transform-origin:top left; transform:rotate(-90deg);
+}
+#bulkarea .body { padding: 5px 0 0 0; }
+#bulkarea .format { font-style: italic; font-size: 90%; }
+#bulktextarea { font-size: 90%; width: 98%; margin: 4px 0 0 0; }
+.bulkquestion { padding: 10px 15px; text-align: left; cursor: pointer; }
+.bulkquestion:hover, .expandable:hover { color: #77777A; }
+.bulkanswer { padding: 0 15px 10px 25px; text-align: left; display: none; font-size: 80%; }
+.bulkfaq { border: 0; border-top: 2px solid green; }
+#brainarea .keyarea { visibility: hidden; min-height: 110px; }
+#detailkeyarea { padding: 10px; }
+#detailarea { margin: 0; text-align: left; }
+#detailarea .notes { text-align: left; font-size: 80%; padding: 0 0 20px 0; }
+#detailarea .pubqr .item .label { text-decoration: none; }
+#detailarea .pubqr .item { float: left; margin: 10px 0; position: relative; }
+#detailarea .pubqr .item.right { float: right; position: relative; top: 0; }
+#detailarea .privqr .item .label { text-decoration: none; }
+#detailarea .privqr .item { float: left; margin: 0; position: relative; }
+#detailarea .privqr .item.right { float: right; position: relative; }
+#detailarea .item { margin: 10px 0; position: relative; font-size: 90%; }
+#detailarea .item.clear { clear: both; padding-top: 10px; }
+#detailarea .label { display: block; text-decoration: underline; }
+#detailarea .output { display: block; min-height: 20px; }
+#detailarea #detailqrcodepublic { position: relative; float: left; margin: 0 10px 0 0; }
+#detailarea #detailqrcodepubliccomp { position: relative; float: right; margin: 0 0 0 10px; }
+#detailarea #detailqrcodeprivate { position: relative; float: left; margin: 0 10px 0 0; }
+#detailarea #detailqrcodeprivatecomp { position: relative; float: right; margin: 0 0 0 10px; }
+#detailpubkey { width: 566px; }
+#detailbip38commands { display: none; padding-top: 5px; }
+#vanityarea { text-align: left; }
+#vanityarea .label { text-decoration: underline; }
+#vanityarea .output { display: block; }
+#vanityarea .notes { text-align: left; font-size: 80%; padding: 0 0 20px 0; }
+#vanitystep1area { display: none; text-align: left; position: relative; padding: 15px; border-bottom: 2px solid green; }
+#vanitystep1label { padding-left: 5px; }
+#vanitystep2area { border-top: 2px solid green; display: block; padding: 15px; }
+#vanitystep2inputs { padding: 0 15px 10px 15px; }
+#vanitycalc { margin-top: 5px; }
+
+.englishjson { text-align: center; padding: 40px 0 20px 0; }
+.unittests { text-align: center; }
+.unittests div { width: 894px; font-family: monospace; text-align: left; margin: auto; padding: 5px; border: 1px solid black; }
+#testnet { font-family: Tahoma; display: none; background-color: Orange; color: #000000; border-radius: 5px; font-weight: bold; padding: 10px 0; margin: 0 auto 20px auto; }
+#busyblock { position: fixed; display: none; background: 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") #ccc no-repeat center; opacity: 0.4; width: 100%; height: 100%; top: 0; left: 0; z-index: 5000; }
+#busyblock.busy { display: block; }
+.hide { display: none; }
+.show { display: block; }
+
+/* IE8 */
+.qrcodetable { border-width: 0px; border-style: none; border-color: #0000ff; border-collapse: collapse; }
+.qrcodetddark { border-width: 0px; border-style: none; border-color: #0000ff; border-collapse: collapse; padding: 0; margin: 0; width: 2px; height: 2px; background-color: #000000; }
+.qrcodetdlight { border-width: 0px; border-style: none; border-color: #0000ff; border-collapse: collapse; padding: 0; margin: 0; width: 2px; height: 2px; background-color: #ffffff; }
+
+@media screen
+{
+ #tagline { margin: 0 0 15px 0; font-style: italic; }
+ .menu { text-align: left; }
+ .menu .tab { border-top-left-radius: 5px; border-top-right-radius: 5px; display: inline-block; background-color: #6C8C6C;
+ border: 2px solid green; padding: 5px; margin: 0 2px 0 0; position: relative; top: 2px; z-index: 110; cursor: pointer; }
+ .menu .tab:hover { color: #FFF; }
+ .menu .tab.selected { background-color: #FFF; border-bottom: 2px solid #FFF; cursor: default; }
+ .menu .tab.selected:hover { color: #000; }
+ .pagebreak { height: 50px; }
+ .commands { border-bottom: 2px solid green; padding: 10px 2px; margin-bottom: 0; }
+ .commands .row { padding: 0 0; text-align: left; }
+ .commands .row.extra { padding-top: 6px; }
+ .commands span { padding: 0 10px; }
+ .commands span.print { float: right; }
+ .commands span.right { float: right; }
+ .expandable { padding: 10px 15px; text-align: left; cursor: pointer; }
+
+ #menu { visibility: hidden; font-size: 90%; }
+ #culturemenu { text-align: right; padding: 0 20px; }
+ #culturemenu span { padding: 3px; }
+ #culturemenu .selected { text-decoration: none; color: #000000; }
+
+ #braincommands .row .label { width: 200px; display: inline-block; }
+ #braincommands .notes { font-size: 80%; display: block; padding: 5px 10px; }
+ #brainpassphrase { width: 280px; }
+ #brainpassphraseconfirm { width: 280px; }
+ #brainwarning { }
+ #detailcommands { padding: 10px 0; }
+ #detailcommands span { padding: 0 10px; }
+ #detailprivkey { width: 250px; }
+ #detailprivkeypassphrase { width: 250px; }
+ .paper .commands { border: 2px solid green; }
+ #bulkstartindex, #paperlimit, #paperlimitperpage { width: 35px; }
+ #bulklimit { width: 45px; }
+
+ .footer { font-family: Arial; font-size: 90%; clear: both; width: 750px; padding: 10px 0 10px 0; margin: 50px auto auto auto; }
+ .footer div span.item { padding: 10px; }
+ .footer .authorbtc { float: left; width: 470px; }
+ .footer .authorbtc span.item { text-align: left; display: block; padding: 0 20px; }
+ .footer .authorbtc div { position: relative; z-index: 100; }
+ .footer .authorpgp { position: relative; }
+ .footer .authorpgp span.item { text-align: right; display: block; padding: 0 20px; }
+ .footer .copyright { font-size: 80%; clear: both; padding: 5px 0; }
+ .footer .copyright span { padding: 10px 2px; }
+}
+@media print
+{
+ #main { width: auto; }
+ #singlearea { border: 0; }
+ #singlesafety { border: 0; }
+ #paperarea .keyarea:first-child { border-top: 2px solid green; }
+ #paperarea .keyarea.art:first-child { border: 0; }
+ .pagebreak { height: 1px; }
+ .paper #logo { display: none; }
+ .menu, .footer, .commands, #tagline, #faqs, #culturemenu { display: none; }
+ #detailprivwif { width: 285px; word-wrap: break-word; }
+ #detailprivwifcomp { width: 285px; word-wrap: break-word; text-align: right; }
+ #detailarea .privqr .item { width: 285px; }
+}
+ </style>
+</head>
+<body onclick="SecureRandom.seedTime();" onkeypress="SecureRandom.seedTime();" onmousemove="ninja.seeder.seed(event);">
+ <div id="busyblock"></div>
+ <div id="main">
+ <div id="culturemenu">
+ <span><a href="?culture=en" id="cultureen" class="selected">English</a></span> |
+ <span><a href="?culture=es" id="culturees">Español</a></span> |
+ <span><a href="?culture=fr" id="culturefr">Français</a></span> |
+ <span><a href="?culture=el" id="cultureel">ελληνικά</a></span>
+ </div>
+ <img alt="liteaddress.org" title="liteaddress.org" id="logo" 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jMua+zWW29l8+fPR2VlJc4991z09vaOqxHU1dWF//qv/8KFF16IoqIipcYPx3FRzVItFgsYY+jp6UFnZyeIiI4cOaLMI4uqyEKMRETPPPMMAGBsbGxcILSMnDVWUFAAl8uFs88+G2vWrEEoFFKW7ux2O3JyctDf34/58+ejoqIC5eXlk/Cx4itqAxzHZYzAEEWxJt7rjDE/z/N/m2x7TCYA9aalQCYuM2WbvSYmJlnPOCF04sQJlJeXo7y8XGmXESlaRkdH4Xa7UVdXh4KCApSVlcFms2F4eBjDw8MIBAIAThZKDAQC6O7uRn9/2HkRW3Mo8nd5yc3pdKK4uFj5f2Rvstju9Q6HA/n5+SgtLcWVV16p1BCyWCxRgd2XXnoppk2bhvLyctTU1ExoOj1jLO6ymBTP8/5EHtsIHMfFFUJE9G6yzWBNMgd6hLSCjoEMExbZZq+Jicnng6ilsZ/85Cdszpw5KC8vx4oVK+D3+2G32xVvDQBs374dF1xwAfLy8lBSUoL+/n5lmSsS+f9jY2Nob2/HzJnhzhDytvGWxuQU+oKCAhQUFChzyD3J5OWxyPlra2vB8zx6e3tx/PhxfPTRR+jo6EB5ebmSWi9Xn543bx7a2tqiAqsnArX4oEwTGIyxGpWA7ozxWpmkQLbV48k2e01MTD4XRHmEXn/9dZSUlKCsrAyiKCrBy/Ly1cDAAH73u98BAIaHhxUvj+z9iUUOku7o6MDPfvYz2r9/P4v1AEUujVVXV9NDDz3EiouL4XQ643qBiAgOhwPnn38+Vq5cqaTo5+XloaioCOeddx4eeughMMYU2+XYposvvhhlZWUoKiqaMK+QIAgOxthZKsNpiQ9KB4IglBLRqfHG0hXHZDLFMI009EyMt8k2e01MTD4XRHmEqqurUVxcjDlz5sDv98PhcCjeIMYYXnjhBSxZsgQWiwUul2ucF0hGFkWMMfT19aG7uxsAMDQ0pHhpIjPFIoXOrl27UFNTo6TnR3qBlixZoqTmRx6LiGC1WlFcXAyfz4czzzwT+/btw4IFCxQxBQAjIyMoLy9HcXEx7HZ7uj7DWM5W6z6fQiHFieB8hDvXx8LGxsZSymwzmXqyrU1FttlrYjJV0EaqggV1AAoBACJ2Q8Rudg9rnUq7shlFCMl1g4qKirB48WL09vYq8UEcx2FoaAh/+ctfsHLlSuTl5SnxO5HELlsFAgEcPHgQfX3hRtGyCFJbGgNOdqGPXG5bunRp1LwyoihGeY1sNhsKCwtRVVWFn/3sZ9iyZYuypCen7l966aXYv38/SktL0dXVxUpLS9OaQSaK4lcjxVcEGSUwNJbFPvnJT37SOwUmmaQTi2ZRQiDThMUE2kuN5EE4G60PwGZziS05Im7AdQCWgiLqPTEcAtAKoBk+NDE36/u82jBVkECFcGEzrLgpaoAP/1Aj7QDDaraW7U7bMb8g544ihKxWK/Ly8pCfn4+enh5FBMk/u3btwrJly+B0OpXUdeCk+IkUJQBgsVjg8/kwNDSEiy66SHktsuFqZLyQy+UCAKUX2axZs5CbmwuO48bNHSu45P/zPI+8vDz09vaiqKgI3d3dqKioiFq6y8nJQX5+PvLy8nDNNddg586daf1AOY5Tqx/0sRGBcdttt1krKirO5Hn+VFEUiziOOwJgH4C/u91uMVU7iShuoDQmaflu1apV/IIFCyo5jpvN8/wsURSncxzXDeCw9HN0KuKppIvNUjBUgVAVMdQHIPICU6u8HkRzBj6N1WoNZuAFrVZrMFl7qYHqwcEd8dLV9Ahdw+5mmh3s6RGqA49aMCyVXmoFsDtD/9YTCjXQUhA2w4oV6hthDoA5AFbABQ810Gq2ljV9nmyYCqT3XQegFi5USe9RZWOsAOEDaqDvpON9Z+u5o1zDgaWQvWZh+gDsjnctIVkg3HTTTey0007Deeedh9mzZyMnJ0dphhoKhXDLLbfgwgsvREVFBQoKCpTYnMgfURSVOj6hUAgnTpzAtm3b8Nhjj1FraysLhUKq9YOmTZtGN998M5sxYwbOPfdc2O125OfnK8tY8nYAoo4JIEpcvfbaa+jp6UFvby8qKytRX18PAAgGgxgbG0MgEMBrr72G9957D++//z527NiRNo8QEZHH4+kEUBI7xhh7wuPx3Ka1/2233WadNm3a5RzH3QTgnwDkxJnnr6Iofnf9+vUJCx4KgrAYwOLY10VR5ImoiYjG1ZFijD1NRHoaszW73W6/ju0UpPd3BRHVE9FlAMa7FaNMYa8TkeB2u982cpxkkE761QCWJDWBiLRcfPRAG6kKPGrBYWnExQYAWsHgxTCakQt10c2wg61htRNtp8xU2kubaDdi/6YMh9gaVhV3+waqB8GjecMJxyt5MlBMphUSqBC58AC4M6kJApib6o0vE2yYChThRxrCT4s0XI+y6dwhgQrhRJ2uazhDP4DN8GGz7DW0AMBHH33EnE4n8vPzcc4556CrqysqjmdwcFBZrpJFSSQlJSWK10UWQQDQ39+Pnp4eZbvILK5YrxAAHD58GKFQCB0dHQgGg5g5cyYuuugizJkzR6lRFC8+6B//+Ae6u7uVAG85tqm5uRk33nijsq+czj9v3jx8/PHH43qUpcqPf/zjLyGOCAK0O84LgnAmY+ym6dOnX09EpVrHIKJlHMf9URCEhW63u0trW8bY/US0KvZ1laU7ef6bAdycYN4+Inpea5tI7r333iK73f7jysrKGwDoTdkjIvonAP8kCMLrAP7d7XYf1ntMvVAj1QJoAqcZn5IYDs/QRvJO1EU36kS3Rpzo0TJ+BQg3IRfPJJjOm34Lo8kEe6Wb6PiLImEObaSqyL+V1NqjCZwOIRy+OW2nTbSF3cVWJ2Ob5vQCFSJHEo7jn2q9YGjFMJoncumHGqkWLjQBKZwX4SWszdlsw1RAjeSJ8cQYh8Mz1EC7k10my6ZzhxppNVzwRC2TattQAMCNXNSRQLXMzfosALBmzRqceuqpcDqd8Pv9ikiRhdCnn36K6upqRWAAUAoZiqKoVJKOXLIKBAJob2/HwMAAAIwLko5trQGEU+27urrwyiuvEADU19czn8+nFGiUb+Dycd555x1F4ER6i2w2GywWC0pLSzE4OIiCgoKothtLlizBG2+8gZyccQ6XlLBYLGrLYoDKkpMgCLkA/kpE8TvQxoGIihlj6wD8IMF2WvYkDRHt0rs8JwjCFQ6H4wkA02OGDoqi+DOO47YPDw/vHxkZGSspKZnHGLuNiL4fs+3XAPzm+9///lcfffTR0XS8B0C64FCKF5xIJuCiK7l5V8OF1bpP9MR40zTPODLKXleU9ykaC6oQdtnLT7KbAcP23kmN1MfWME9S9sUgeQFWIzcmBiSaFSAAuXiGNtEWDMGTTkEkxeA0Je2JiKYw8SaZacNUICUMNIOS9EqPmxDNQNTyvn6y4NxRBFjyn9cSuNAMoNYChLO5HA4HHA4HfD7fOE/Nzp07o7rBy6005H5iHMcpv8sEAgF0dHTg9ttvB2OMxdYPilwik+sH/fnPfyYACIVCjOd5ysvLQ15eXpQH44MPPhgnfmRhJMcT8TwPm82GGTNm4NChQzjttNMUe2XRlpOTg5ycHPziF79gt956a1qWxzQarbZ5PJ4DKrudyxgLAfiAiA4COA6gkDF2DhF9We1YRKTa3R5Q2nwMA4jX4PUUxM8YGwTQpjUvAIii+GqibQRBKATwKIAbYoYCAO4G8KggCLFi6mMAdwqCwDDeFX5WcXHxYwBuTXTsREg36+Y0XWgjSetFlxqoHi5sTqOgADBx8UEZaK/6xVxCWhJN5JHSmABuaqDmVAJUpRu/B5ymAIrHnchFLW2kunR4IqmB6mFJ49+PhW+W2WbDVECNVAsLmmFcUGhMijnUQPVJLpFl9LlDj1AdODQh1c+LsIIaqN4CIKrWjiiKSvyPLHAOHDiAVatWobKyUkmlB8YXOIxMm+/v70dnZycuu+wy6uzsZHKgdKwnSEp9J8aYEkPE8zxt2LCBTZs2TRFCH3/8sSJixr2XOEHTVqsVdrsde/fuxemnnx617dDQkFJ1+n//939x660p31vludUKKWqlzb/X09OTH+vpkOKNnsV4IQEAYIzN07LF7XZ3AFgQ+/q6deum22y24ypzbvF4PPdrzasHSQT9EUBsPaVOAFfpiPl5EnFiAojolnvvvffuVLLaaCNVIRfNSDYWSIs0XXSVJ2Iu7UJtQurxZLC9msI05Qu5MhFWA6hPatdGWg2LAbf+eJbAimbouHElsEP/ckw4O8sLBi8IrVJiwXjxEjLmycsEG6aClL6HDDs0H+gIHgBNScycsecONdJq8Pipzs1bwFCYIMi8igPCLS1kYRCbkh4KhcAYU7wssYHKsb8D4Qyy7u5upX5QZPFE+d/In1AoxADAYrEQSZO8//77GBsbw/Hjx7F3795xxwIQFUAtj0eKLKfTiQ8//FDxHsnbjoyMKHakC61Gq9DIxHK73X3xlnsYY0wURa0v2rBBEwEANptNdbksHYUUBUHIZ4y9jvEiyBcKhb6uJ/D5+PHjexljcTPGHA7HOcnaRg20FBaMDwCMB8MOMPwAIs5gdzFidzFKeFNOw0WXHqE6WLB7ArxVMt50TpZt9kaQngt5mESp/+MggQqpkZpB+GkavB9LqIHqk92ZGqlJ1xIxww6EcA1bw6rYGlbP1rImtoZ52VrWhCCWAmiJ2PZZI16qTLBhKqBGWp3C93ALW8NqJVGocgDM0dG6xihTdu5I35PEIojhWQQwl93FloLBk2DrcIyQ3W5X6gUpB5REQzAYhNPpBHBSeMQuRUUGSR89ehS9vb348MMPo+KDIj1BMV6hKBfPv/3bv7H+/n7MnTsXCxYsUOoVyd6pSNvU0ugvuOAC+Hw+HD16FC+++GL0BynZL5cFSCOqjVaT7eQuiuJxjcDmo8nMqbZ8B0DkOG5XMnPKrF271pWbm/saES2LM7xq/fr17+qZ54knngh6PB61yt9nA/i9Uduk+AtvwptOWACp1eLwAqo3/JaUM2Q20WbwBrNjwhfB3TiZ2l+v+fSTRmGRbfZGQRrLUGEbN4PBK38P4mbQnJzLkJCRAlG9qvMlA6EeSTz5S0/22kty4c+jXmuJUvruL5ViRgrh029LJtgwFdAm2gwydP60SF5nb1QqOoMHpCFMONQB0Ex5N8QUnTuSCEq0fNwCEfVR1+9wVqqWcNttAQCHwwEiQm5ubviAMZlZkc1XI8cjl8IOHDiAw4cP49ChQzh27Bja29vxf//3fwiFQkxeaouJDyImTdDa2spuu+02zJw5E5WVlTj77LNRXl6O/Px8RWzFO27k8p3FYsE555wzzka/3x/3PclLdelCIz5omOf5hKnu8bBYLC6N4eSyAdQDqD90u90Dycwp43K5GgGcF/s6Y+x5j8fzO73zeDyeCgBxS3+Lojhi1C7pxtMErfXkcEplXdLxKCz5i67hmCX5YhOnLgc1khfAdtVd0xAflEX2Vhneg0GIG8DJsBqkameLyuvj0C2Cwt9HL4DdIBSCoS5hDRmDSMGmiZ7st7A1+rN7jMajZIINU4Ek/hKLIIZnEYRH6yGLrWVNUuKH2vejNgkTqwzvMYHnjk4RFDcTjblZH22iFqidcz5JCMk38HjVogFEBU5HeoEGBwcxMDAAv9+Pv//973j33Xdxyimn4KmnnlIUwdjYWFR8kCyAQqEQE0URVqsVt912G5YsWYIzzjgDxcXFSnsNAFFB0cqHEiGIvvzlL8PhcCiiRl7ak71Uaqh4RZJGIz7oHbfbHUxy2plqA4yx94xOtnbtWpfL5TpDRbCl1P7D7XZfxHHcuDpJjLGxUCh0j5G5QqHQLDVvHcdxHxk2LtGNh2EHfKjTkX1TpTGH17BdMOgd0FeDQz1WJA3xQVllLxmIm2HoB0OtWuAmW8O8tIm2IF49GwZdN2ldn11YAHnYGhaVfUgCeSbAi6Se4cjQDxH1iYrnfS5smGR0xdfo8IDFbK/uFSLMIYEKDWUXZtC5I4k8bRGkUTdJtRSAbIKcPu/3+8EYw8DAAKZPnx4lIIhI8arI7N+/P2qZzOfz4dixY9i6dStJ8zFZ+MjBz1LMC1gYMMYgCyGXy4VTTjkF06dPVwK25XFgfFZYIBDAaaedFhX3E+klEkVRWUaTRVXsewoGg8o2qSI3Wk23wBBFcb6a14rjOMM3CafTuSxeEUUgtfigH/3oR3lOp/MpxM9Ee3TDhg0HjcxHRBerjQUCAUNCiDbRZmjfeJ5la1i9zumqVOboTyrzQb934BBErNZ5Q9AKcvTqt2482WYv9IuGFvhQm+hGwe5iq6mRmgGsBuFq6Qawmq1NfLPSKYJ2IIj6eE//zM36pJiitAghyROj5UWqY3dPbMHITLBhstHlAdP/YHZyl7BXSD3bLpwO7zVgakacO3GqW8dMLHnyteZxJm7mbAGA0dFRhEIhBAKBaCOIYLFYMDo6Cp/Ph08++QR5eXnjxMfg4KBSODEQCDApCJqkbVgoFFLEjyxwIj02hYWFKC4uVjxSah6g6dOnw2azRbXdkIVPbPySXN9Ijm9S3rfkYUqnEIJGo9UEGWOaENHZKkOH3G53axJTnq82wHFc0nY6nU434hc96yaih4zMJQgCR0T/rjL80YMPPnhM71xSqXd197MxEQSoey+8BuY4iUtH9hrDs/BhtYGLYq3GmFfnHPHJInulG44eWjCU+EIuIz2hG7fLhXQI8iqN/Y09GJHmzeHZSamanQk2TCLKkrIWxq9JkeyGegyjbjLl3FGqa6tOqO2JOjmRZlZaKyAJoZGREYyNjUUVLpQ9ETzPY3BwEEePHlW8RZHiQxRFDA8Pw+fzAQCsVquiYhhjLBgMjhM/8v/z8vLoueeeYyUlJXEFFsdxGBgYQHV1dVzvj/x75OuybYFAAMFgEAsXLow6LmMMVqsVgUBgnPBLFo1Gq+LIyEjSAchEpJYh5U1mPo0+aEdIYhCTAAAgAElEQVSSrdosZYndqrLUuN7tdhst9vYNIqqKNyCK4n/onUS66DSpbsCwzcgFR7o4qMUYefXOo8wXDpTUvmglVya/SnXEl1xcGZB99kJPOjlDP4LGnryTgRppdYIA04Q3P+n7pz4HpfRZxc419c1KM8GGdONCU4L2E6mIoHQy5edOwrhOnSKIGqk2wXVrN4Cw7pN7cPn9fiUwWr6x8TyPqqoqiKIIWdTExt5YrVbU1tYCAC688EJ2wQUXMCBcVDEUCimFDOUlK/n/APCrX/0KZWVlcDqdUWn7OTk5KCgoQFVVVdQxI48duXQW+XswGMSHH36Iv/zlL1iwYIGyrbxvfn4+RkZGEAgEUFOj1ntUP2oCgzH2j40bN/YnM+e6deumA4hbK0gURdXgUjUEQeAYY+MCmYGUl+/+jYji9Spho6OjvzIylyAICxhjv1AZ/n+CIOh/37matVla4DNY94U0PBcG44Okth5anqp+iDjDcOCpQOr1Mhj6k71oZZu9ACC1p9CGoXai06ulp1r1dN9wH7V6HXN4NQ8kGgzWFzWEE0P9BKRcZ6YNkwQ9QnUgXK2xSUsaRFBVivuHyYRzJ9xfTsuDmtgTFMaTYPykEALCXiG/368IElmUcByHmpoajI2Nwe/3Ry0nyeKjvLwcgUAAa9euZaeccgrs9nDCj5oACgaDCAbD8cM5OTkoLS0Fx3Ho7OxUCiHKAc9yHSNZ7ET+RFaLBsIi6M9//jPeeOMNHDt2DF1dXZg/f74yJm/PcRxGR0fh9/tx77336vgs1ZHqHsVNnU9lWcxms6mq2FAo5DU6XygUOk1FsCRt56pVq/g47TAAAIyxDx9++OFuvXPdd999ZYyxl4koXszI3wDEPU48qIGWQu3GLQdgGr/Jxg/qMxgfRAIVQiuVVa+7Nx5aZfGTzTLMMnsVWIKLOcMPUqkGrRtO0yt5CD7tOiqSN0m77APDNsPvZURDWBEKwONFaiTvhIqRTLBBPly4rpOHNtFu2kRM+tmdjmOTQIXgNJd4DmEoqcyu6GNoeZuMeFen+NxJ+OAV9jwnPL4Ob5DyuVgA4Pbbb4fX68XQ0BDsdjtGRkaiihUuXboUb7zxBvLz8xEMBmG1WpVlKI7j8KUvfQmzZs1CT08PduzYocTlRHqQYpfHZKFlt9uVYGuLxYKjR49G9TqL9BJF1iGSt7Fareju7o6aXxZHhw8fRnFxcZQYY4zhyJEjGB4exsjICPLy8lJKH/N4PAuh0mhVFMVUMrFqVV4/+OCDD6oX0FKB53nDfdASsWjRopVQeQohIt3eG0EQ6mw22+NEVB47xhh7gYhucrvd+gtIaq0rAx6jJ7F0QqldZLxG5pKedLRuasmJijC1GmOtSc2YbfbKaF0Aw8uiWt+RtCBlu2jFVMUV5FKl7nokrrEUFqJGvZtQgq+3aXopCCvAYwU1Urj8gQ9N6VwKyQQbAOnByRVXbC4BjxepgVLr5B7uu6e1JJb6ElOOpsfamHd16s8dj8bxBQN/C+3tGA5FdZ+/9tpr6Xe/+x0bGhrCwYMHMW3atEjBQQUFBay1tRULFizA6Ogo7HY7ZsyYAafTqQgQp9OJ4eFh9Pf3Y/PmzTQ8PCxnicWNDyotLaV77rmHdXd3Y9euXUpTVpnYatXxfh8ZGYHT6cSiRYswc+ZMZXx0dBTBYBDLli1TYoYibXjvvfcwNDSEoaEhnZ+nOhrxQQiFQqlUaq5Ved2bzGQahRQHP/roow+TnHOlRhkCb6L9BUFYzBi7l4iuj52HMTbMGNu4fv36B+V6U3rQfAoIL0MYP4m1hZVX9zThpoopP+looPUk12p0smyzV0b6DsQn7IWpT3Zu3TaEPzutbBclGJgaaCkYqsCjFkAtrDozdmRvXLI30XDKtdZyTZjwTfynyMVPqZES1rXJJhuokWrBqdexAhDu5L6RvMkcT2lCrEb4xp66d4XXfKjQ77Ge4nNHyhLTun57dM0T9qRqP0REXGOUVGq5U/yePXswbdo0RbBwHMesViu+/vWvY3h4GJWVlaioqIDVah1X6bm3txddXV0ATqbkx/MGyfe1jRs3plzM51vf+haLDKQOhUIYHR1Fd3c37rjjjigPkSiKyM3NRVdXF4aGhpTluVQgIrVMrGPJeG4AQBCEaQAWxhtLJj5IIq6djLFdzz//fFLpc0S0UmVI9Pv9cbNY7r///oUcx11MRKuI6II4QqoXwGNE9KjH4+kSBMGoWfWqIzrrvUQinVBaa9Ve3ZNZNJ90tqWhEFytxvythmfLNntPoi6wCM0THhwd9uhoC27CUmqkVhDm6MzQiaUFLKaCrkHYWrabGug7htolEG6CFTdRI+mpEZXRNujK4pKxYjXUlse1CHuD1AJ+D8GX4Huin1qNMa+Beab03JF6o40nHJxdr2sKuYlxYrzyL4oQGh4exuDgILq7u2G32xWRILejuPzyy/H4449jaGgIBQUFUQHVstDp6OhAb2+4H6aaN0h+7fDhw0xNJOl5rbCwEFVVVUqHejl13u/3Y2xsDPv378fs2bPHxSi5XC709fVhcHAQa9eu1fO5an/oKoUUUyxQWKs2kEx80I9//ONZVqt1dryxZOODpHYacdP7GWN/37hxY5/D4TgFwOnyD2PsHIvFEq9IZAjAW6Io/n8cxz3ldruTctVJmQbxM2sYnjW8JBYOUvWobmAgPkjyEKjZltTyRtT82lltABkTFtlmbwzqF/MJbsJJDVQPq66b+hLVJ+/EbMEQPOm4KbG1rIkaCHEblmoR9rpup0YyWi4hc2xItOwbZWTSTW3rNeZMy99QOle1HtaMFKScunNHOwRhs26PnAVNur5HEcH6ihD6wx/+gO9973vo7e1FT08PcnJywhtIjUkLCgrg9/vh9/sxMDAAh8MR1c5ibGwMbW1tWLEi7NWKDHKODFSO9AjFbmNEEFVVVdHNN9/MioqKlADvkZERDA8PY2hoCHfeeafSNDYYDCrzvPLKK+jt7UV/fz+uuuqqlDxS9913X5ndbo/baDWVAoWMsRUqxRkPPPjgg0eMzme1WlXjg5KNY8rNzT0DQNxS5EQ0z+PxDAJwxbyu/M4Y6wLwGhG94vf7X0+lo7yCS+OiE9T1hBANl6Ath5EnLYumcNic8gVRK6sNAJjBdORsszd6bvWLuVaAbopIdavS1YxyPNp98JKfdi1roo3khQWbdS1TRUK4CS7UUQOlEis2NTaE25ZMGNL3Qe3G3pK2ViBa5yrDIUOfyRSdOxL1cV8NP3jp8pxJrTj01VKKJ4QcDgcdP36cVVZW4q233lIEjVx3h+d5fO9738PTTz+N888/Hy6XS/HEiKKIoaEhnDhxAo888gi1t7czWeTEiw8y6v2J9xoAdHR0YN68ebDZbGCMKZlvJ06cwFe/+tVxmWrFxcU4cuQI+vr6MDycVPP2KOx2u6rASKVAIVQ8QkYCkCNRiw9ijAWHh4cTdoNXYVxgcwR5McfxA9hDRB+JovgRY8zL8/w7brdbTPLY8VErnMWww+j6vnRCJYrV8BqYsj7uqwZOck20i4YhiZtU/Pky195I1P5uLRPq2ueTENuJCFfObQbD5onM1JHOj7qIZYU63d6Z8HZeEqgqJc/QZNuQOIYkclvjnz2nkREopmdJLGEMEgwfZ2rOnTBqn5euBy+d/cgUIu8JUe0W/H4/enp60NbWhry8PPT39yuig4hQXl6OvLw8+Hw+9Pb2wm63Ky0s3nzzTRw8GO6kEOmBMSp25LijeF6kyP0AwOl0oqioCBzHoaSkBGVlZdi7dy9uv/12WCwWjI2NKan6oVAIe/fuRVdXF3p6evDSSy/p/bzUP0h1gTH08ccf627EGIkgCNOI6Esqw95k5tTog9bS0NDgS2ZOURTL1ILEGWNvE9HLoih+xHHcR0R0IO2iJwZN97DBhqgJC+CdnNera77wMlD8iy6lngUjuZTT1oMq2+yNM7ca3ok4ZgTpeU/hPlNeiGie7D5b0s2hngQqhBN14LAaet4XoUDyyKZ8g88EG8YblVT39vg39vCSelNK9shoxyD1w6f/2jeV54507PjvI5j4PRgVQbGV2KOE0I4dO+hb3/oWa29vx6uvvoqzzz47qk6P3W5HfX09fvjDH+K6666DKIr49NNPwXEcuru7FS/LjBkzJtDhGCYYDLLCwkJ85StfQUlJCdrb29Hd3Y19+/bhhhtuUJbE5H8LCwvx8ssvo7OzE93d3SgqKkrZRo1O7m8nG4AsiuIKNYERCAQMe4SkPmCnqwynktVWqjZARH9wu90PpzC3cTSyJoxcdKSsBfUCeMqkBuoHcZqu63Tc6Dyao2Gvgn6yzd5oalVHJjjGAQz9hmJc5H3CHeZ3Q8RuhJBUdlK6kcRuE4Amqa6LR8eSQ7waYJlrA4N26v7J7XYYDchOdyX6uMdI7A0yGtxcqzoy0eeO+rFbEp0PhkUQMM7DN64BZ1tbG0pLS3H06FF87WtfQ2dnJ3ieRzAYBMdxyM3NxT333IMNGzZg4cKFSrd4ufbQpZdeqprqHJkSr+JJUbU7coyI4HK5sGLFCthsNnR3d6O/vx8vvPACNm3aBCJSWmzI1a337NmDtrY2dHV1YfPm1B8YtBqtpthfrDbe64yxfUb6bMk4HI5zAcRt5Z5KnSMiKlYbY4zNSHbepFGLOTHQg0lXV+iTePXOC4alak9aqWbdSLVqEt0cjLn1s83eaKYuxkFEPThs1qiWfQjhG7sXSP2znCwkO2slT2nih4TssWEzkFAItSQqeqnCxBULldEK9g57g4xmuU1lfJDasVWPq2T96Y0JikRMIIR27txJ3/jGN1hxcTG2bduGCy+8EIFAQCluyPM8qqur8Y1vfANvvPEGOI5DXl4eSktLcdpppymVm4FowcNxHMrKygBAdXkMiG6FEbkMxhiDy+VS7HA4HJg7d65Su+j3v/891q1bh5ycHEX8yGJo2rRpeOGFF9DW1obOzk6cddZZ6fBYqTZaTVFgqP1RvcnMp9FfDKFQ6K1k5pRQDbIioskXQinWXTIognTPG55cvS6GgeONnzZRZ+akJ84ye6NRu6BOeIwDu5s1UyPVAapPp5sno5DjRMHWsM3USIWgCf8bTooNbA3zaqbuM2yDL6kq9ABptrvwGp4vdvrwUpJ6ja/kEhqm7NyB2vVbJWmCHqE6qXebMQ/sSbSFEBBeAmtra0NhYSHa29uRn58/rqrz17/+dXR2duKzzz4DEO7fVVZWBrvdHrXd4sWLlWDmyABqtdYZkXV/5HGHwwGLxRIlxgKBAHw+H7q6uvDOO+/g2muvxYwZMxQvkCyGeJ5XRFB7ezu8Xm+Sn1s0Wo1WOY57J5k5161bV2Gz2U6NN5aCl0mtflBbMh6mCHtUs7ymyCMU/ylcq5+RvKtxEWQ0PijtJGWzvnmzyt6oY4TLJ6h5YyYr1qZKYyztwc5KHE34xuudBC+TF1AVIRN97LTboGSrWbFaSZEn7AZDc4qfZbLp9gnRUf+oRW/hwag5p/LcURc0VVGbhQPpm8An4QWKIDasIa4Q+vWvf021tbUsPz8fb775Jm6++Wa0t7dHCRyr1YqbbroJzz77LP7xj39EtbxwOp244IIL4gqf2H5hagJoZGQEFotFEUDyv3Kqvpz5tWPHDnzzm9/E4sWLo0SQ7A0aGhrCZ599hmPHjqG/vx88z6clfknD0/KR2+0eSGZOrf5iAAx7bwRBsDDGlqtUf37P6HwxdGmMzRYEweJ2u1OuWOl2u7/NcdwZx48fv/fxxx8PxNtGM8iP007DpkZarSsmKBIj8UGU3rgJAOFO8Jzm02AKk2eZvZFo9y7zTvjxAXVvGtK/FEaN5IkKlg0XDE373y+G+MstDP2TuNSXVhukGBTjxRK1mZC/gyRYvNAq6yEmUeMrE86deBBuok3UB4Y+EOp0VV1nOARCH9QC7ON4tuMKIQDYvn07Vq1ahZycHGzduhXXXHMNBgYGEOkFsVqt+M53voNXXnkFL774Ir797W+jqKgIRUVFynIaAEVAhUKhuHFCcjFEuf+XLHpk4STXAwoEAspSmN/vx6uvvoq7774bVVVVynjkT0VFBbZu3YqjR4/i2LFj2LlzZzqDuOM2WmWMJZUtJlGrMuewx+P51OhkoVBoCc/zuSrDB4zOFzP33+Q6UrEQUb4oiv8M4P+lcowHHnighuf5pwDYKysrvwzg8lTmi0R6qtpsOMgujDdNZhh6apS8NU1IV3aScTLd3lq1gWyJx9GDFDjcNM4LmvwyQeJjyk/iakKPjGVmZqsNaWIpkriGRIggreKJybbsqFWdcjLOHe3A9TsN1HtqgQ+1cGG3kQw4VSc4EdGMGTNw9OhRtLa24vXXX0dOTg7GxsYQCAQwNjaGsbExMMZwxRVXYN26ddi6dSs6Ojpw/PhxtLe3w+fzIRAIgEkNWiPjhaRjgOM4HDhwAEeOHMHg4OC4VPlgMIjR0VH09/fjxIkTaGtrw/Hjx/HHP/4RDQ0NqKqqQjAYHGdXRUUFnnjiCRw5cgTHjh3Djh0phTdEIQhCNVQarSI1gXFuvBeJKKlWHUQUdz5p7EQyc8ps2LDhY4TbYajNr7tbfDzuv//++TzPvwjAzhgLiqLYkORU427e1EjyiaJeOTkc2KpGepY4CAXUQLrEBTWSBxw+QHKiojWJfeIYkfH2xrctxdimdEEbqSql/cMd0ptA2K6yFJzKQ1j84zVQPTWSF1Yc1AxKDUxAynqG2DAB1BrdQacI2mZ0SSyCqT53Uv/bMTzL7mLy8qZ6jag44RKqHiEA2Lx5M9XU1DB5icput2PZsmUYGxuL2s5qtWLu3Ln46U9/imeeeQaDg4NYvnw5+vr6kJubC6fTCZvNplSpBsK9zdra2pRlL3lpTM74IiKMjo4qP36/H4FAANu3b8e//Mu/4MYbbwSAcV6gQCCAsrIyPP300zh48CAOHTqERYsWgTS6gxpFFMWz1FLciSip1F9BEBwAFqsMJ7XUxnHcaWpjjLGcZOaM2J8JgvAagOvijRPRVx544IGz1q9f/zejcz/wwANLeJ5/CZLYZIytFgRBvXSAD7uh5vcCVtMj1CotkS1FuEib1hJkC4KogwVNQOod59ka5qVNGl+9cEPXWtXhR6hOMxNJH616N8w2e2MwnHmSdrRS6JPsV6WkSWvVjAkfuynhXI1UCx92q3a957AUHJYCqEWu7jiMLUZS/jPBhgknnJ6t5rm6mhqpVq+nRXpwa4Z2lfuWFNveTOm5w9YwLzWSvnIG43ZGv1RxvQkA4EyQ5RcnA05TCAHhLLKamhomL4OIoojzzz8ffr8/qo+X1WpFTk4Obr/9dnR0dOB//ud/4HA4cOaZZyoiyGaz4YMPPoj6vxz8HLnMIleEDgQCEEURY2NjePvtt/GVr3wFW7ZsQU5OTtQ2scthTz/9NPbt24eDBw8iEAhg0yatK7txOI6L21YDABhjSd0AgsHgHIvFErdlRbJzAojbXwwAiCgdyxWboSKEAIDjuCfWrVt3+UMPPdSud0K32/3PPM8/C6k9B2PsCUEQ/ltrH+ZmfdRIO+IKHMIc8HhR18HDHcHrAYAaqUqvzTpogdqTHGEFbaLdCMEjF8+TlgDqAKzWKNEfJnzjbQLSGoOTbfZqB3vqCJhPI+o3QOBOaqRWvZlj0udan1AAhWlJVDxPqbeSC9AmalEycsJxYUviN8xJQDizyqN380ywYVJgaE2wnNNMjVSnJYaU5r2JxUELhlCbbGZXxpw7PtQn9HrFwrADQdRHiWDt9j1xM+ASCiHgpBiSA5lHR0dx2WWXoa+vLyoFXhRF8DyP8vJyeDwedHd349VXX8Vrr72GwsJClJWVRYkfi8WiiCB56UyOFxodHcXhw4fR29uLG264Addddx0cDgcYY0ogtBwcLf9bWVmJn//85zh48CAOHjyI7u7udMcFAQAYY2UaDqZVgiC43W63oS+lVl0eIprmdruvFAThZSNzAnBqjF3ldrsvEQThD2obrF271qVVedrtdv9VEIQ/Abgo3jgRnWm1Wt++//77L9+wYcMnWoZKy413cxz370D4EsIY+82JEyfu0NovAg+ApFqQAAAYfhB1g0rNoxE7d3OCSspLwONFxROj92bAsA1BrGb3sFbaROrCwujFLNvsBbSDPRMEzKeZZqgLIYDwU2qk1QA2g8EbGc8heX7CnhC9gaGA/ESsmeYtZe1FLgWn0vRVPq5gZCkmE2yYNIJohlUjCSMsbLdTI21D2OsS/h6IKASHpQb+/imJIAAZc+4wN+sjgWp1xW4yHAKDR6VYrpZHyBvvRV1CCIgWQ6Ojo/D5fPj2t7+NEydORHmFeJ5X0taLi4vxr//6r7j22mvR29uLlpYWvPnmm9izZw9GR0dhs9mUdHs5zic3NxeLFy9GTU0N6uvrkZ+fH37fkgCSPUGRIogxBo7jsGXLFhw6dAiHDh2Cz+ebEBEEaMfsENE0xtjf3G73zwF8CmAIQCnHcbMYY2eJovjo+vXrd8XuJ4riYbXgY2nerYIgPIVw9lgHwlkJMxlj5xDRz9xu919j92GMfaZRl4g4jnvd4/G8QkTviKJ4jOM4XhTFCiKaCWCZy+XKB6Dq/QKAQCDwHavV+gFUYqaIqIrn+bcEQXhKFMV3RVH864YNGw4KgpALoFoUxXlEdD0RXYOThR9DAO7zeDyPaB076r2GXavPGg5+Dp9QdeNuSOpLbcaDB33YrPOpXh8MhyBite72C0aLoWWbvWFqk9gn/fjQBBc8mp9dWGT/FARELUNqfOdUYdgBH+oS3ggT9HYzSAsYVhs+DzLBhkmC3cNaVb3UkYS9PSc9Puq3gHikLoLC1Ka4f9qQ3ks9PULNcZfYGbZBRJPatSRBRW9AjO811S2EgJNiyO/3Y2RkBI8//jhWrlyJiooKZanMYrEoQkiO/+F5HqWlpbj44otx8cUXj0uVB8KB0xaLJbZDudK3LLJ5amTrjNLSUrzyyivYs2cPjhw5giNHjqCqqgo///nPJ6zNRygUeieBaKkmonE3cSICz/P/EW+fBx988JggCCcATFeZ0wngP6SfyNdZ7GsRYx+oGqlsQlcAuEKOeYqMfWKM/V+C/fHggw8eEQThesbYi5KN8Q5SCOAuuQ6Ux+MZlreNE2vVDuBat9vtTXTsWNgaVk+NBN1iSK1gmtYTknYQdfxd3KyPGmg1KA11dBgE+OIUS2NQu+gaLoaWbfZKaP3NJveptpE8wARXYA635vAYKNDohZanSu8xI2MxjJMJNkwmHqTipdZCrwDWR0acO1GHDQudZml5sAoMfbqy4bTbA6mWPTFcOm3nzp1UUVGBzz77DHv27MG2bdvw29/+FmVlZQgGg/D7/Upw89jYGEZHR5Wu8KOjo4pXBwAsFgusViusVis4jlOEjpz9Je8TGTAt/y7XFPrFL36Bd999F3v37sWnn36K559/fkJFEACsX79+F2Nsq5F9GGNdjLGH3W63Vv2dNQZNaQfwoMYy3NOMsX8YnBMARADbRVH8uZ6N3W7370VRvACArgKNKoIpwBj7XwBnJiOCZNgaVg+GZxNs1gKGlWwNS+ZC4k3KrrWsCQxCMvuGJ8CzCGAuW8M8Kja3xt0vlFzsRLbZC426LRPZtT3u8dawzTq+gykcAM/ChypDVap92Ixks8rCHr3vwIeqlARIJtgwibA1zDtB34MtbA1LhydIJmPOnXHHv4e1sjXMq9sOprkspuqRJq3+XprHY4ytWLECs2fPxrRp01BRUYHZs2fj6quvRnd3N0KhUFQRxMg4IPm1OHMCQFTMkewJkv91OBzgeR7PP/+8kk7f1taGvr6+CVsKi8e9995bZLfbf05Eq9S2YYyNAXiNiH4J4CW32z2mtq2MIAg/BvBjAHaVOQeI6FUAzwH4XaKihYIgfAnAEwBqEh2bMfY+Y+y5UCi0NZmq04IgFAJYzRi7U/IC6aGXMfa4tLx33Ogx1ZBqrdQjnCVWID1Be8HQnOhCKhVojP8kFxZQ3qTtCmdVNeladpIDiwPYnLDx4MkGjLXSS31aLuTPm72qjRfDRfYmushgXKRYIO1lMr2Ev7/NCMKTbHaUtOTrgZ5Adfl4QFM6l58ywYbJhhrJm1Q/rFjC3uj6CSjMmXHnTjJIy2LqqyAhXKO6pJasEJK57rrrWH9/PyoqKlBaWorS0lJMmzYNl1xyCfLy8tDbGy41ExsQrSWEYitQExHKy8vR0tKCv/71r+js7ERnZyc6OjrQ2dmJxx57DKeffvqkiaBIHnjggRVEVMtx3HzGmAvAASLaL4rifo7j3jEaNA2Ea+hYLJZrACwAUA7ggCiKexljH/M8v0uPoIrF7XavlKphzwZQCaBLFMX9AA4wxg7wPL/f7XZ3GJ03Hj/60Y/yHA7HhRzHrQSwTAouLwHAMcb2E9FnUvzSJ0NDQ9u0ArKnAskdu3vcDSwiqyyl+U+2RagDsFRZB4/sRJ56if+0kQ32aojXLewulu6qwbpRMr+AesMB+OEbn1cKqm5Km00NtBQkidCTf8tDCHvpvJiEVh2ZYMNkIjUbTq4/Wvg82xx3iTkNZOq5YxTNLvQMh9gaVqW6b6pCSKampobl5+ejpKQERUVFKCwsRElJCcrKynDWWWehqqoKQ0NDGBkZUdptxMYDAUocDXJzc2G327Fr1y7s3bsXfX196O3tRU9PD3p6etDV1YX58+fjySefnBIBZPL5JqaHE/A5uzB/HomqYSR1es+kjCLp5l+L8FJEbZxNvADCWXMidmdUXRyTlKGNVCX1NKvX6WHdAYYmDKN5opueZvq5kwjJw9yq+rkmyC5MmxCSWbFiBeN5HkVFRSgoKEBeXh5yc3PhcrngdDrhcDiQn58f9XswGMTAwAD8fj98Pp/y+9DQEHw+H4aGhtDf34+BgQEMDAzg8ssvx7333msKIBMTExOTrJlTmwoAAAIXSURBVIMaaCkYqqTCkScJ1x9qNR+6jJHQ4xbAXK0Hi7QLIRm/388uueQS8DyPvLw8uFwu5OTkwG63K0HS8nJZZDyQ3CJDzkwbHh6GzxdeOZnMGCATExMTExOTzEY1lEFGR0iDofR5IzgcDtq5c6fy/61bt7L//u9wgWB5+SuyorRcRVrOKHO5XNi0aRMWLVpkih8TExMTExOT8YSrb2stNTYlmmLCPEImJiYmJiYmJhOFVK1cvd4Zww62htUmmsdwHSETExMTExMTk6lESj7QrqUV1FfN3BRCJiYmJiYmJlkDCVQIgjfBktgWvZmXExYjZGJiYmJiYmKSTqSinF5AQwQx9MOnv0q96REyMTExMTExyXjoEaqDC60AlmhuKMbpIamB6REyMTExMTExyTikVklLES5AWgteV7uaLUZb9ZhZYyYmJiYmJiYZATVQPQh1IFydxO4t7C62NPFm0ZgeIRMTExMTE5MpRWqT0Qwu6Qa1LRiK27omIWaMkImJiYmJicnU4sJqUGoiKNmebKYQMjExMTExMZlqkut0z7AtFREEmEtjJiYmJiYmJlMINdBScLoCoU/C0A/Aw9Yw7aKKOjA9QiYmJiYmJiZTB0OVwe2fRRBL0yGCANMjZGJiYmJiYjKVEFoTbhP2ADUjCI/eitG6D2+mz5uYmJiYmJhMJdRIqwF4ItpmtIChD4AXgJetYd6JOvb/D88WWq0oBydIAAAAAElFTkSuQmCC" />
+ <div id="tagline">Open Source JavaScript Client-Side Litecoin Wallet Generator</div>
+ <div id="testnet"></div>
+ <div class="menu" id="menu">
+ <div class="tab selected" id="singlewallet" onclick="ninja.tabSwitch(this);">Single Wallet</div>
+ <div class="tab" id="paperwallet" onclick="ninja.tabSwitch(this);">Paper Wallet</div>
+ <div class="tab" id="bulkwallet" onclick="ninja.tabSwitch(this);">Bulk Wallet</div>
+ <div class="tab" id="brainwallet" onclick="ninja.tabSwitch(this);">Brain Wallet</div>
+ <div class="tab" id="vanitywallet" onclick="ninja.tabSwitch(this);">Vanity Wallet</div>
+ <div class="tab" id="detailwallet" onclick="ninja.tabSwitch(this);">Wallet Details</div>
+ </div>
+
+ <div id="generate">
+ <span id="generatelabelbitcoinaddress">Generating Litecoin Address...</span><br />
+ <span id="generatelabelmovemouse">MOVE your mouse around to add some extra randomness...</span><br />
+ </div>
+
+ <div id="wallets">
+ <div id="singlearea" class="walletarea">
+ <div class="commands">
+ <div id="singlecommands" class="row">
+ <span><input type="button" id="newaddress" value="Generate New Address" onclick="ninja.wallets.singlewallet.generateNewAddressAndKey();" /></span>
+ <span class="print"><input type="button" name="print" value="Print" id="singleprint" onclick="window.print();" /></span>
+ </div>
+ </div>
+ <div id="keyarea" class="keyarea">
+ <div class="public">
+ <div class="pubaddress">
+ <span class="label" id="singlelabelbitcoinaddress">Litecoin Address</span>
+ </div>
+ <div id="qrcode_public" class="qrcode_public"></div>
+ <div class="pubaddress">
+ <span class="output" id="btcaddress"></span>
+ </div>
+ <div id="singleshare">SHARE</div>
+ </div>
+ <div class="private">
+ <div class="privwif">
+ <span class="label" id="singlelabelprivatekey">Private Key (Wallet Import Format)</span>
+ </div>
+ <div id="qrcode_private" class="qrcode_private"></div>
+ <div class="privwif">
+ <span class="output" id="btcprivwif"></span>
+ </div>
+ <div id="singlesecret">SECRET</div>
+ </div>
+ </div>
+
+ <div id="singlesafety">
+ <p id="singletip1"><b>A Litecoin wallet</b> is as simple as a single pairing of a Litecoin address with it's corresponding Litecoin private key. Such a wallet has been generated for you in your web browser and is displayed above.</p>
+ <p id="singletip2"><b>To safeguard this wallet</b> you must print or otherwise record the Litecoin address and private key. It is important to make a backup copy of the private key and store it in a safe location. This site does not have knowledge of your private key. If you are familiar with PGP you can download this all-in-one HTML page and check that you have an authentic version from the author of this site by matching the SHA1 hash of this HTML with the SHA1 hash available in the signed version history document linked on the footer of this site. If you leave/refresh the site or press the "Generate New Address" button then a new private key will be generated and the previously displayed private key will not be retrievable. Your Litecoin private key should be kept a secret. Whomever you share the private key with has access to spend all the litecoins associated with that address. If you print your wallet then store it in a zip lock bag to keep it safe from water. Treat a paper wallet like cash.</p>
+ <p id="singletip3"><b>Add funds</b> to this wallet by instructing others to send litecoins to your Litecoin address.</p>
+ <p id="singletip4"><b>Check your balance</b> by going to blockchain.info or blockexplorer.com and entering your Litecoin address.</p>
+ <p id="singletip5"><b>Spend your litecoins</b> by going to blockchain.info or mtgox.com and sweep the full balance of your private key into your account at their website. You can also spend your funds by downloading one of the popular litecoin p2p clients and importing your private key to the p2p client wallet. Keep in mind when you import your single key to a litecoin p2p client and spend funds your key will be bundled with other private keys in the p2p client wallet. When you perform a transaction your change will be sent to another litecoin address within the p2p client wallet. You must then backup the p2p client wallet and keep it safe as your remaining litecoins will be stored there. Satoshi advised that one should never delete a wallet.</p>
+ </div>
+ </div>
+
+ <div id="paperarea">
+ <div class="commands">
+ <div id="papercommands" class="row">
+ <span><label id="paperlabelhideart">Hide Art?</label> <input type="checkbox" id="paperart" onchange="ninja.wallets.paperwallet.toggleArt(this);" /></span>
+ <span><label id="paperlabeladdressestogenerate">Addresses to generate:</label> <input type="text" id="paperlimit" /></span>
+ <span><input type="button" id="papergenerate" value="Generate" onclick="ninja.wallets.paperwallet.build(document.getElementById('paperlimit').value * 1, document.getElementById('paperlimitperpage').value * 1, !document.getElementById('paperart').checked, document.getElementById('paperpassphrase').value);" /></span>
+ <span class="print"><input type="button" name="print" value="Print" id="paperprint" onclick="window.print();" /></span>
+ </div>
+ <div id="paperadvancedcommands" class="row extra">
+ <span><label id="paperlabelencrypt">BIP38 Encrypt?</label> <input type="checkbox" id="paperencrypt" onchange="ninja.wallets.paperwallet.toggleEncrypt(this);" /></span>
+ <span><label id="paperlabelBIPpassphrase">Passphrase:</label> <input type="text" id="paperpassphrase" /></span>
+ <span><label id="paperlabeladdressesperpage">Addresses per page:</label> <input type="text" id="paperlimitperpage" /></span>
+ </div>
+ </div>
+ <div id="paperkeyarea"></div>
+ </div>
+
+ <div id="bulkarea" class="walletarea">
+ <div class="commands">
+ <div id="bulkcommands" class="row">
+ <span><label id="bulklabelstartindex">Start index:</label> <input type="text" id="bulkstartindex" value="1" /></span>
+ <span><label id="bulklabelrowstogenerate">Rows to generate:</label> <input type="text" id="bulklimit" value="3" /></span>
+ <span><label id="bulklabelcompressed">Compressed addresses?</label> <input type="checkbox" id="bulkcompressed" /></span>
+ <span><input type="button" id="bulkgenerate" value="Generate" onclick="ninja.wallets.bulkwallet.buildCSV(document.getElementById('bulklimit').value * 1, document.getElementById('bulkstartindex').value * 1, document.getElementById('bulkcompressed').checked);" /> </span>
+ <span class="print"><input type="button" name="print" id="bulkprint" value="Print" onclick="window.print();" /></span>
+ </div>
+ </div>
+ <div class="body">
+ <span class="label" id="bulklabelcsv">Comma Separated Values:</span> <span class="format" id="bulklabelformat">Index,Address,Private Key (WIF)</span>
+ <textarea rows="20" cols="88" id="bulktextarea"></textarea>
+ </div>
+ <div class="faqs">
+ <div id="bulkfaq1" class="bulkfaq">
+ <div id="bulkq1" class="bulkquestion" onclick="ninja.wallets.bulkwallet.openCloseFaq(1);">
+ <span id="bulklabelq1">Why should I use a Bulk Wallet to accept Litecoins on my website?</span>
+ <div id="bulke1" class="more"></div>
+ </div>
+ <div id="bulka1" class="bulkanswer">The traditional approach to accepting litecoins on your website requires that you install the official litecoin client daemon ("litecoind"). Many website hosting packages don't support installing the litecoin daemon. Also, running the litecoin daemon on your web server means your private keys are hosted on the server and could get stolen if your web server is hacked. When using a Bulk Wallet you can upload only the litecoin addresses and not the private keys to your web server. Then you don't have to worry about your litecoin wallet being stolen if your web server is hacked. </div>
+ </div>
+ <div id="bulkfaq2" class="bulkfaq">
+ <div id="bulkq2" class="bulkquestion" onclick="ninja.wallets.bulkwallet.openCloseFaq(2);">
+ <span id="bulklabelq2">How do I use a Bulk Wallet to accept Litecoins on my website?</span>
+ <div id="bulke2" class="more"></div>
+ </div>
+ <div id="bulka2" class="bulkanswer">
+ <ol>
+ <li id="bulklabela2li1">Use the Bulk Wallet tab to pre-generate a large number of litecoin addresses (10,000+). Copy and paste the generated comma separated values (CSV) list to a secure text file on your computer. Backup the file you just created to a secure location.</li>
+ <li id="bulklabela2li2">Import the litecoin addresses into a database table on your web server. (Don't put the wallet/private keys on your web server, otherwise you risk hackers stealing your coins. Just the litecoin addresses as they will be shown to customers.)</li>
+ <li id="bulklabela2li3">Provide an option on your website's shopping cart for your customer to pay in Litecoin. When the customer chooses to pay in Litecoin you will then display one of the addresses from your database to the customer as his "payment address" and save it with his shopping cart order.</li>
+ <li id="bulklabela2li4">You now need to be notified when the payment arrives. Google "litecoin payment notification" and subscribe to at least one litecoin payment notification service. There are various services that will notify you via Web Services, API, SMS, Email, etc. Once you receive this notification, which could be programmatically automated, you can process the customer's order. To manually check if a payment has arrived you can use Block Explorer. Replace THEADDRESSGOESHERE with the litecoin address you are checking. It could take between 10 minutes to one hour for the transaction to be confirmed.<br />http://www.blockexplorer.com/address/THEADDRESSGOESHERE<br /><br />Unconfirmed transactions can be viewed at: http://blockchain.info/ <br />You should see the transaction there within 30 seconds.</li>
+ <li id="bulklabela2li5">Litecoins will safely pile up on the block chain. Use the original wallet file you generated in step 1 to spend them.</li>
+ </ol>
+ </div>
+ </div>
+ </div>
+ </div>
+
+ <div id="brainarea" class="walletarea">
+ <div id="braincommands" class="commands">
+ <div class="row">
+ <span id="brainlabelenterpassphrase" class="label">Enter Passphrase: </span>
+ <input tabindex="1" type="password" id="brainpassphrase" value="" onfocus="this.select();" onkeypress="if (event.keyCode == 13) ninja.wallets.brainwallet.view();" />
+ <span><label id="brainlabelshow">Show?</label> <input type="checkbox" id="brainpassphraseshow" onchange="ninja.wallets.brainwallet.showToggle(this);" /></span>
+ <span class="print"><input type="button" name="print" id="brainprint" value="Print" onclick="window.print();" /></span>
+ </div>
+ <div class="row extra">
+ <span class="label" id="brainlabelconfirm">Confirm Passphrase: </span>
+ <input tabindex="2" type="password" id="brainpassphraseconfirm" value="" onfocus="this.select();" onkeypress="if (event.keyCode == 13) ninja.wallets.brainwallet.view();" />
+ <span><input tabindex="3" type="button" id="brainview" value="View" onclick="ninja.wallets.brainwallet.view();" /></span>
+ <span id="brainalgorithm" class="notes right">Algorithm: SHA256(passphrase)</span>
+ </div>
+ <div class="row extra"><span id="brainwarning"></span></div>
+ </div>
+ <div id="brainkeyarea" class="keyarea">
+ <div class="public">
+ <div id="brainqrcodepublic" class="qrcode_public"></div>
+ <div class="pubaddress">
+ <span class="label" id="brainlabelbitcoinaddress">Litecoin Address:</span>
+ <span class="output" id="brainbtcaddress"></span>
+ </div>
+ </div>
+ <div class="private">
+ <div id="brainqrcodeprivate" class="qrcode_private"></div>
+ <div class="privwif">
+ <span class="label" id="brainlabelprivatekey">Private Key (Wallet Import Format):</span>
+ <span class="output" id="brainbtcprivwif"></span>
+ </div>
+ </div>
+ </div>
+ </div>
+
+ <div id="vanityarea" class="walletarea">
+ <div id="vanitystep1label" class="commands expandable" onclick="ninja.wallets.vanitywallet.openCloseStep(1);">
+ <span><label id="vanitylabelstep1">Step 1 - Generate your "Step1 Key Pair"</label> <input type="button" id="vanitynewkeypair"
+ value="Generate" onclick="ninja.wallets.vanitywallet.generateKeyPair();" /></span>
+ <div id="vanitystep1icon" class="more"></div>
+ </div>
+ <div id="vanitystep1area">
+ <div>
+ <span class="label" id="vanitylabelstep1publickey">Step 1 Public Key:</span>
+ <div class="output pubkeyhex" id="vanitypubkey"></div>
+ <br /><div class="notes" id="vanitylabelstep1pubnotes">Copy and paste the above into the Your-Part-Public-Key field in the Vanity Pool Website.</div>
+ </div>
+ <div>
+ <span class="label" id="vanitylabelstep1privatekey">Step 1 Private Key:</span>
+ <span class="output" id="vanityprivatekey"></span>
+ <br /><div class="notes" id="vanitylabelstep1privnotes">Copy and paste the above Private Key field into a text file. Ideally save to an encrypted drive. You will need this to retrieve the Litecoin Private Key once the Pool has found your prefix.</div>
+ </div>
+ </div>
+ <div id="vanitystep2label" class="expandable" onclick="ninja.wallets.vanitywallet.openCloseStep(2);">
+ <span id="vanitylabelstep2calculateyourvanitywallet">Step 2 - Calculate your Vanity Wallet</span>
+ <div id="vanitystep2icon" class="more"></div>
+ </div>
+ <div id="vanitystep2inputs">
+ <div>
+ <span id="vanitylabelenteryourpart">Enter Your Part Private Key (generated in Step 1 above and previously saved):</span>
+ <br /><span class="notes" id="vanitylabelnote1">[NOTE: this input box can accept a public key or private key]</span>
+ </div>
+ <div><textarea id="vanityinput1" rows="2" cols="90" onfocus="this.select();"></textarea></div>
+ <div>
+ <span id="vanitylabelenteryourpoolpart">Enter Pool Part Private Key (from Vanity Pool):</span>
+ <br /><span class="notes" id="vanitylabelnote2">[NOTE: this input box can accept a public key or private key]</span>
+ </div>
+ <div><textarea id="vanityinput2" rows="2" cols="90" onfocus="this.select();"></textarea></div>
+ <div>
+ <label for="vanityradioadd" id="vanitylabelradioadd">Add</label> <input type="radio" id="vanityradioadd" name="vanityradio" value="add" checked />
+ <label for="vanityradiomultiply" id="vanitylabelradiomultiply">Multiply</label> <input type="radio" id="vanityradiomultiply" name="vanityradio" value="multiply" />
+ </div>
+ <div><input type="button" id="vanitycalc" value="Calculate Vanity Wallet" onclick="ninja.wallets.vanitywallet.addKeys();" /></div>
+ </div>
+ <div id="vanitystep2area">
+ <div>
+ <span class="label" id="vanitylabelbitcoinaddress">Vanity Litecoin Address:</span>
+ <span class="output" id="vanityaddress"></span>
+ <br /><div class="notes" id="vanitylabelnotesbitcoinaddress">The above is your new address that should include your required prefix.</div>
+ </div>
+
+ <div>
+ <span class="label" id="vanitylabelpublickeyhex">Vanity Public Key (HEX):</span>
+ <span class="output pubkeyhex" id="vanitypublickeyhex"></span>
+ <br /><div class="notes" id="vanitylabelnotespublickeyhex">The above is the Public Key in hexadecimal format. </div>
+ </div>
+
+ <div>
+ <span class="label" id="vanitylabelprivatekey">Vanity Private Key (WIF):</span>
+ <span class="output" id="vanityprivatekeywif"></span>
+ <br /><div class="notes" id="vanitylabelnotesprivatekey">The above is the Private Key to load into your wallet. </div>
+ </div>
+ </div>
+ </div>
+
+ <div id="detailarea" class="walletarea">
+ <div id="detailcommands" class="commands">
+ <span><label id="detaillabelenterprivatekey">Enter Private Key (any format)</label> <input type="text" id="detailprivkey" value="" onfocus="this.select();" onkeypress="if (event.keyCode == 13) ninja.wallets.detailwallet.viewDetails();" /></span>
+ <span><input type="button" id="detailview" value="View Details" onclick="ninja.wallets.detailwallet.viewDetails();" /></span>
+ <span class="print"><input type="button" name="print" id="detailprint" value="Print" onclick="window.print();" /></span>
+ <div id="detailbip38commands">
+ <span><label id="detaillabelpassphrase">Enter BIP38 Passphrase</label> <input type="text" id="detailprivkeypassphrase" value="" onfocus="this.select();" onkeypress="if (event.keyCode == 13) ninja.wallets.detailwallet.viewDetails();" /></span>
+ <span><input type="button" id="detaildecrypt" value="Decrypt BIP38" onclick="ninja.wallets.detailwallet.viewDetails();" /></span>
+ </div>
+ </div>
+ <div id="detailkeyarea">
+ <div class="notes">
+ <span id="detaillabelnote1">Your Litecoin Private Key is a unique secret number that only you know. It can be encoded in a number of different formats. Below we show the Litecoin Address and Public Key that corresponds to your Private Key as well as your Private Key in the most popular encoding formats (WIF, HEX, B64, MINI, BIP38).</span>
+ <br /><br />
+ <span id="detaillabelnote2">Litecoin v0.6+ stores public keys in compressed format. The client now also supports import and export of private keys with importprivkey/dumpprivkey. The format of the exported private key is determined by whether the address was generated in an old or new wallet.</span>
+ </div>
+ <div class="pubqr">
+ <div class="item">
+ <span class="label" id="detaillabelbitcoinaddress">Litecoin Address</span>
+ <div id="detailqrcodepublic" class="qrcode_public"></div>
+ <span class="output" id="detailaddress"></span>
+ </div>
+ <div class="item right">
+ <span class="label" id="detaillabelbitcoinaddresscomp">Litecoin Address Compressed</span>
+ <div id="detailqrcodepubliccomp" class="qrcode_public"></div>
+ <span class="output" id="detailaddresscomp"></span>
+ </div>
+ </div>
+ <br /><br />
+ <div class="item clear">
+ <span class="label" id="detaillabelpublickey">Public Key (130 characters [0-9A-F]):</span>
+ <span class="output pubkeyhex" id="detailpubkey"></span>
+ </div>
+ <div class="item">
+ <span class="label" id="detaillabelpublickeycomp">Public Key (compressed, 66 characters [0-9A-F]):</span>
+ <span class="output" id="detailpubkeycomp"></span>
+ </div>
+ <hr />
+ <div class="privqr">
+ <div class="item">
+ <span class="label"><span id="detaillabelprivwif">Private Key WIF<br />51 characters base58, starts with a</span> <span id="detailwifprefix">'6'</span></span>
+ <div id="detailqrcodeprivate" class="qrcode_private"></div>
+ <span class="output" id="detailprivwif"></span>
+ </div>
+ <div class="item right">
+ <span class="label"><span id="detaillabelprivwifcomp">Private Key WIF Compressed<br />52 characters base58, starts with a</span> <span id="detailcompwifprefix">'T'</span></span>
+ <div id="detailqrcodeprivatecomp" class="qrcode_private"></div>
+ <span class="output" id="detailprivwifcomp"></span>
+ </div>
+ </div>
+ <br /><br />
+ <div class="item clear">
+ <span class="label" id="detaillabelprivhex">Private Key Hexadecimal Format (64 characters [0-9A-F]):</span>
+ <span class="output" id="detailprivhex"></span>
+ </div>
+ <div class="item">
+ <span class="label" id="detaillabelprivb64">Private Key Base64 (44 characters):</span>
+ <span class="output" id="detailprivb64"></span>
+ </div>
+ <div class="item" style="display: none;" id="detailmini">
+ <span class="label" id="detaillabelprivmini">Private Key Mini Format (22, 26 or 30 characters, starts with an 'S'):</span>
+ <span class="output" id="detailprivmini"></span>
+ </div>
+ </div>
+ </div>
+ </div>
+
+ <div id="footer" class="footer">
+ <div class="authorbtc">
+ <div>
+ <span class="item"><span id="footerlabeldonations">Donations:</span> <b>1NiNja</b>1bUmhSoTXozBRBEtR8LeF9TGbZBN</span>
+ <span class="item"><a href="http://firstbits.net/1ninja" target="_blank">firstbits.net/1ninja</a></span>
+ <span class="item" id="footerlabeltranslatedby"></span>
+ </div>
+ </div>
+ <div class="authorpgp">
+ <span class="item">
+ <a href="pgpsignedmsg.txt" target="_blank"><span id="footerlabelversion">Version History</span> (v2.6.0)</a>
+ (<a href="ninja_bitaddress.org.txt" target="_blank" id="footerlabelpgp">PGP</a>)
+ </span>
+ <span class="item">527B 5C82 B1F6 B2DB 72A0<br />ECBF 8749 7B91 6397 4F5A</span>
+ <span class="item"><a href="https://github.com/pointbiz/bitaddress.org" target="_blank" id="footerlabelgithub">GitHub Repository</a></span>
+ </div>
+ <div class="copyright">
+ <span id="footerlabelcopyright1">Copyright bitaddress.org.</span>
+ <span id="footerlabelcopyright2">JavaScript copyrights are included in the source.</span>
+ <span id="footerlabelnowarranty">No warranty.</span>
+ </div>
+ </div>
+ </div>
+
+ <script type="text/javascript">
+var ninja = { wallets: {} };
+
+ninja.privateKey = {
+ isPrivateKey: function (key) {
+ return (
+ Bitcoin.ECKey.isWalletImportFormat(key) ||
+ Bitcoin.ECKey.isCompressedWalletImportFormat(key) ||
+ Bitcoin.ECKey.isHexFormat(key) ||
+ Bitcoin.ECKey.isBase64Format(key) ||
+ Bitcoin.ECKey.isMiniFormat(key)
+ );
+ },
+ getECKeyFromAdding: function (privKey1, privKey2) {
+ var n = EllipticCurve.getSECCurveByName("secp256k1").getN();
+ var ecKey1 = new Bitcoin.ECKey(privKey1);
+ var ecKey2 = new Bitcoin.ECKey(privKey2);
+ // if both keys are the same return null
+ if (ecKey1.getBitcoinHexFormat() == ecKey2.getBitcoinHexFormat()) return null;
+ if (ecKey1 == null || ecKey2 == null) return null;
+ var combinedPrivateKey = new Bitcoin.ECKey(ecKey1.priv.add(ecKey2.priv).mod(n));
+ // compressed when both keys are compressed
+ if (ecKey1.compressed && ecKey2.compressed) combinedPrivateKey.setCompressed(true);
+ return combinedPrivateKey;
+ },
+ getECKeyFromMultiplying: function (privKey1, privKey2) {
+ var n = EllipticCurve.getSECCurveByName("secp256k1").getN();
+ var ecKey1 = new Bitcoin.ECKey(privKey1);
+ var ecKey2 = new Bitcoin.ECKey(privKey2);
+ // if both keys are the same return null
+ if (ecKey1.getBitcoinHexFormat() == ecKey2.getBitcoinHexFormat()) return null;
+ if (ecKey1 == null || ecKey2 == null) return null;
+ var combinedPrivateKey = new Bitcoin.ECKey(ecKey1.priv.multiply(ecKey2.priv).mod(n));
+ // compressed when both keys are compressed
+ if (ecKey1.compressed && ecKey2.compressed) combinedPrivateKey.setCompressed(true);
+ return combinedPrivateKey;
+ },
+ // 58 base58 characters starting with 6P
+ isBIP38Format: function (key) {
+ key = key.toString();
+ return (/^6P[123456789ABCDEFGHJKLMNPQRSTUVWXYZabcdefghijkmnopqrstuvwxyz]{56}$/.test(key));
+ },
+ BIP38EncryptedKeyToByteArrayAsync: function (base58Encrypted, passphrase, callback) {
+ var hex;
+ try {
+ hex = Bitcoin.Base58.decode(base58Encrypted);
+ } catch (e) {
+ callback(new Error(ninja.translator.get("detailalertnotvalidprivatekey")));
+ return;
+ }
+
+ // 43 bytes: 2 bytes prefix, 37 bytes payload, 4 bytes checksum
+ if (hex.length != 43) {
+ callback(new Error(ninja.translator.get("detailalertnotvalidprivatekey")));
+ return;
+ }
+ // first byte is always 0x01
+ else if (hex[0] != 0x01) {
+ callback(new Error(ninja.translator.get("detailalertnotvalidprivatekey")));
+ return;
+ }
+
+ var expChecksum = hex.slice(-4);
+ hex = hex.slice(0, -4);
+ var checksum = Bitcoin.Util.dsha256(hex);
+ if (checksum[0] != expChecksum[0] || checksum[1] != expChecksum[1] || checksum[2] != expChecksum[2] || checksum[3] != expChecksum[3]) {
+ callback(new Error(ninja.translator.get("detailalertnotvalidprivatekey")));
+ return;
+ }
+
+ var isCompPoint = false;
+ var isECMult = false;
+ var hasLotSeq = false;
+ // second byte for non-EC-multiplied key
+ if (hex[1] == 0x42) {
+ // key should use compression
+ if (hex[2] == 0xe0) {
+ isCompPoint = true;
+ }
+ // key should NOT use compression
+ else if (hex[2] != 0xc0) {
+ callback(new Error(ninja.translator.get("detailalertnotvalidprivatekey")));
+ return;
+ }
+ }
+ // second byte for EC-multiplied key
+ else if (hex[1] == 0x43) {
+ isECMult = true;
+ isCompPoint = (hex[2] & 0x20) != 0;
+ hasLotSeq = (hex[2] & 0x04) != 0;
+ if ((hex[2] & 0x24) != hex[2]) {
+ callback(new Error(ninja.translator.get("detailalertnotvalidprivatekey")));
+ return;
+ }
+ }
+ else {
+ callback(new Error(ninja.translator.get("detailalertnotvalidprivatekey")));
+ return;
+ }
+
+ var decrypted;
+ var AES_opts = { mode: new Crypto.mode.ECB(Crypto.pad.NoPadding), asBytes: true };
+
+ var verifyHashAndReturn = function () {
+ var tmpkey = new Bitcoin.ECKey(decrypted); // decrypted using closure
+ var base58AddrText = tmpkey.setCompressed(isCompPoint).getBitcoinAddress(); // isCompPoint using closure
+ checksum = Bitcoin.Util.dsha256(base58AddrText); // checksum using closure
+
+ if (checksum[0] != hex[3] || checksum[1] != hex[4] || checksum[2] != hex[5] || checksum[3] != hex[6]) {
+ callback(new Error(ninja.translator.get("bip38alertincorrectpassphrase"))); // callback using closure
+ return;
+ }
+ callback(tmpkey.getBitcoinPrivateKeyByteArray()); // callback using closure
+ };
+
+ if (!isECMult) {
+ var addresshash = hex.slice(3, 7);
+ Crypto_scrypt(passphrase, addresshash, 16384, 8, 8, 64, function (derivedBytes) {
+ var k = derivedBytes.slice(32, 32 + 32);
+ decrypted = Crypto.AES.decrypt(hex.slice(7, 7 + 32), k, AES_opts);
+ for (var x = 0; x < 32; x++) decrypted[x] ^= derivedBytes[x];
+ verifyHashAndReturn(); //TODO: pass in 'decrypted' as a param
+ });
+ }
+ else {
+ var ownerentropy = hex.slice(7, 7 + 8);
+ var ownersalt = !hasLotSeq ? ownerentropy : ownerentropy.slice(0, 4);
+ Crypto_scrypt(passphrase, ownersalt, 16384, 8, 8, 32, function (prefactorA) {
+ var passfactor;
+ if (!hasLotSeq) { // hasLotSeq using closure
+ passfactor = prefactorA;
+ } else {
+ var prefactorB = prefactorA.concat(ownerentropy); // ownerentropy using closure
+ passfactor = Bitcoin.Util.dsha256(prefactorB);
+ }
+ var kp = new Bitcoin.ECKey(passfactor);
+ var passpoint = kp.setCompressed(true).getPub();
+
+ var encryptedpart2 = hex.slice(23, 23 + 16);
+
+ var addresshashplusownerentropy = hex.slice(3, 3 + 12);
+ Crypto_scrypt(passpoint, addresshashplusownerentropy, 1024, 1, 1, 64, function (derived) {
+ var k = derived.slice(32);
+
+ var unencryptedpart2 = Crypto.AES.decrypt(encryptedpart2, k, AES_opts);
+ for (var i = 0; i < 16; i++) { unencryptedpart2[i] ^= derived[i + 16]; }
+
+ var encryptedpart1 = hex.slice(15, 15 + 8).concat(unencryptedpart2.slice(0, 0 + 8));
+ var unencryptedpart1 = Crypto.AES.decrypt(encryptedpart1, k, AES_opts);
+ for (var i = 0; i < 16; i++) { unencryptedpart1[i] ^= derived[i]; }
+
+ var seedb = unencryptedpart1.slice(0, 0 + 16).concat(unencryptedpart2.slice(8, 8 + 8));
+
+ var factorb = Bitcoin.Util.dsha256(seedb);
+
+ var ps = EllipticCurve.getSECCurveByName("secp256k1");
+ var privateKey = BigInteger.fromByteArrayUnsigned(passfactor).multiply(BigInteger.fromByteArrayUnsigned(factorb)).remainder(ps.getN());
+
+ decrypted = privateKey.toByteArrayUnsigned();
+ verifyHashAndReturn();
+ });
+ });
+ }
+ },
+ BIP38PrivateKeyToEncryptedKeyAsync: function (base58Key, passphrase, compressed, callback) {
+ var privKey = new Bitcoin.ECKey(base58Key);
+ var privKeyBytes = privKey.getBitcoinPrivateKeyByteArray();
+ var address = privKey.setCompressed(compressed).getBitcoinAddress();
+
+ // compute sha256(sha256(address)) and take first 4 bytes
+ var salt = Bitcoin.Util.dsha256(address).slice(0, 4);
+
+ // derive key using scrypt
+ var AES_opts = { mode: new Crypto.mode.ECB(Crypto.pad.NoPadding), asBytes: true };
+
+ Crypto_scrypt(passphrase, salt, 16384, 8, 8, 64, function (derivedBytes) {
+ for (var i = 0; i < 32; ++i) {
+ privKeyBytes[i] ^= derivedBytes[i];
+ }
+
+ // 0x01 0x42 + flagbyte + salt + encryptedhalf1 + encryptedhalf2
+ var flagByte = compressed ? 0xe0 : 0xc0;
+ var encryptedKey = [0x01, 0x42, flagByte].concat(salt);
+ encryptedKey = encryptedKey.concat(Crypto.AES.encrypt(privKeyBytes, derivedBytes.slice(32), AES_opts));
+ encryptedKey = encryptedKey.concat(Bitcoin.Util.dsha256(encryptedKey).slice(0, 4));
+ callback(Bitcoin.Base58.encode(encryptedKey));
+ });
+ },
+ BIP38GenerateIntermediatePointAsync: function (passphrase, lotNum, sequenceNum, callback) {
+ var noNumbers = lotNum === null || sequenceNum === null;
+ var rng = new SecureRandom();
+ var ownerEntropy, ownerSalt;
+
+ if (noNumbers) {
+ ownerSalt = ownerEntropy = new Array(8);
+ rng.nextBytes(ownerEntropy);
+ }
+ else {
+ // 1) generate 4 random bytes
+ ownerSalt = new Array(4);
+
+ rng.nextBytes(ownerSalt);
+
+ // 2) Encode the lot and sequence numbers as a 4 byte quantity (big-endian):
+ // lotnumber * 4096 + sequencenumber. Call these four bytes lotsequence.
+ var lotSequence = BigInteger(4096 * lotNum + sequenceNum).toByteArrayUnsigned();
+
+ // 3) Concatenate ownersalt + lotsequence and call this ownerentropy.
+ var ownerEntropy = ownerSalt.concat(lotSequence);
+ }
+
+
+ // 4) Derive a key from the passphrase using scrypt
+ Crypto_scrypt(passphrase, ownerSalt, 16384, 8, 8, 32, function (prefactor) {
+ // Take SHA256(SHA256(prefactor + ownerentropy)) and call this passfactor
+ var passfactorBytes = noNumbers ? prefactor : Bitcoin.Util.dsha256(prefactor.concat(ownerEntropy));
+ var passfactor = BigInteger.fromByteArrayUnsigned(passfactorBytes);
+
+ // 5) Compute the elliptic curve point G * passfactor, and convert the result to compressed notation (33 bytes)
+ var ellipticCurve = EllipticCurve.getSECCurveByName("secp256k1");
+ var passpoint = ellipticCurve.getG().multiply(passfactor).getEncoded(1);
+
+ // 6) Convey ownersalt and passpoint to the party generating the keys, along with a checksum to ensure integrity.
+ // magic bytes "2C E9 B3 E1 FF 39 E2 51" followed by ownerentropy, and then passpoint
+ var magicBytes = [0x2C, 0xE9, 0xB3, 0xE1, 0xFF, 0x39, 0xE2, 0x51];
+ if (noNumbers) magicBytes[7] = 0x53;
+
+ var intermediate = magicBytes.concat(ownerEntropy).concat(passpoint);
+
+ // base58check encode
+ intermediate = intermediate.concat(Bitcoin.Util.dsha256(intermediate).slice(0, 4));
+ callback(Bitcoin.Base58.encode(intermediate));
+ });
+ },
+ BIP38GenerateECAddressAsync: function (intermediate, compressed, callback) {
+ // decode IPS
+ var x = Bitcoin.Base58.decode(intermediate);
+ //if(x.slice(49, 4) !== Bitcoin.Util.dsha256(x.slice(0,49)).slice(0,4)) {
+ // callback({error: 'Invalid intermediate passphrase string'});
+ //}
+ var noNumbers = (x[7] === 0x53);
+ var ownerEntropy = x.slice(8, 8 + 8);
+ var passpoint = x.slice(16, 16 + 33);
+
+ // 1) Set flagbyte.
+ // set bit 0x20 for compressed key
+ // set bit 0x04 if ownerentropy contains a value for lotsequence
+ var flagByte = (compressed ? 0x20 : 0x00) | (noNumbers ? 0x00 : 0x04);
+
+
+ // 2) Generate 24 random bytes, call this seedb.
+ var seedB = new Array(24);
+ var rng = new SecureRandom();
+ rng.nextBytes(seedB);
+
+ // Take SHA256(SHA256(seedb)) to yield 32 bytes, call this factorb.
+ var factorB = Bitcoin.Util.dsha256(seedB);
+
+ // 3) ECMultiply passpoint by factorb. Use the resulting EC point as a public key and hash it into a Bitcoin
+ // address using either compressed or uncompressed public key methodology (specify which methodology is used
+ // inside flagbyte). This is the generated Bitcoin address, call it generatedaddress.
+ var ec = EllipticCurve.getSECCurveByName("secp256k1").getCurve();
+ var generatedPoint = ec.decodePointHex(ninja.publicKey.getHexFromByteArray(passpoint));
+ var generatedBytes = generatedPoint.multiply(BigInteger.fromByteArrayUnsigned(factorB)).getEncoded(compressed);
+ var generatedAddress = (new Bitcoin.Address(Bitcoin.Util.sha256ripe160(generatedBytes))).toString();
+
+ // 4) Take the first four bytes of SHA256(SHA256(generatedaddress)) and call it addresshash.
+ var addressHash = Bitcoin.Util.dsha256(generatedAddress).slice(0, 4);
+
+ // 5) Now we will encrypt seedb. Derive a second key from passpoint using scrypt
+ Crypto_scrypt(passpoint, addressHash.concat(ownerEntropy), 1024, 1, 1, 64, function (derivedBytes) {
+ // 6) Do AES256Encrypt(seedb[0...15]] xor derivedhalf1[0...15], derivedhalf2), call the 16-byte result encryptedpart1
+ for (var i = 0; i < 16; ++i) {
+ seedB[i] ^= derivedBytes[i];
+ }
+ var AES_opts = { mode: new Crypto.mode.ECB(Crypto.pad.NoPadding), asBytes: true };
+ var encryptedPart1 = Crypto.AES.encrypt(seedB.slice(0, 16), derivedBytes.slice(32), AES_opts);
+
+ // 7) Do AES256Encrypt((encryptedpart1[8...15] + seedb[16...23]) xor derivedhalf1[16...31], derivedhalf2), call the 16-byte result encryptedseedb.
+ var message2 = encryptedPart1.slice(8, 8 + 8).concat(seedB.slice(16, 16 + 8));
+ for (var i = 0; i < 16; ++i) {
+ message2[i] ^= derivedBytes[i + 16];
+ }
+ var encryptedSeedB = Crypto.AES.encrypt(message2, derivedBytes.slice(32), AES_opts);
+
+ // 0x01 0x43 + flagbyte + addresshash + ownerentropy + encryptedpart1[0...7] + encryptedpart2
+ var encryptedKey = [0x01, 0x43, flagByte].concat(addressHash).concat(ownerEntropy).concat(encryptedPart1.slice(0, 8)).concat(encryptedSeedB);
+
+ // base58check encode
+ encryptedKey = encryptedKey.concat(Bitcoin.Util.dsha256(encryptedKey).slice(0, 4));
+ callback(generatedAddress, Bitcoin.Base58.encode(encryptedKey));
+ });
+ }
+};
+
+ninja.publicKey = {
+ isPublicKeyHexFormat: function (key) {
+ key = key.toString();
+ return ninja.publicKey.isUncompressedPublicKeyHexFormat(key) || ninja.publicKey.isCompressedPublicKeyHexFormat(key);
+ },
+ // 130 characters [0-9A-F] starts with 04
+ isUncompressedPublicKeyHexFormat: function (key) {
+ key = key.toString();
+ return /^04[A-Fa-f0-9]{128}$/.test(key);
+ },
+ // 66 characters [0-9A-F] starts with 02 or 03
+ isCompressedPublicKeyHexFormat: function (key) {
+ key = key.toString();
+ return /^0[2-3][A-Fa-f0-9]{64}$/.test(key);
+ },
+ getBitcoinAddressFromByteArray: function (pubKeyByteArray) {
+ var pubKeyHash = Bitcoin.Util.sha256ripe160(pubKeyByteArray);
+ var addr = new Bitcoin.Address(pubKeyHash);
+ return addr.toString();
+ },
+ getHexFromByteArray: function (pubKeyByteArray) {
+ return Crypto.util.bytesToHex(pubKeyByteArray).toString().toUpperCase();
+ },
+ getByteArrayFromAdding: function (pubKeyHex1, pubKeyHex2) {
+ var ecparams = EllipticCurve.getSECCurveByName("secp256k1");
+ var curve = ecparams.getCurve();
+ var ecPoint1 = curve.decodePointHex(pubKeyHex1);
+ var ecPoint2 = curve.decodePointHex(pubKeyHex2);
+ // if both points are the same return null
+ if (ecPoint1.equals(ecPoint2)) return null;
+ var compressed = (ecPoint1.compressed && ecPoint2.compressed);
+ var pubKey = ecPoint1.add(ecPoint2).getEncoded(compressed);
+ return pubKey;
+ },
+ getByteArrayFromMultiplying: function (pubKeyHex, ecKey) {
+ var ecparams = EllipticCurve.getSECCurveByName("secp256k1");
+ var ecPoint = ecparams.getCurve().decodePointHex(pubKeyHex);
+ var compressed = (ecPoint.compressed && ecKey.compressed);
+ // if both points are the same return null
+ ecKey.setCompressed(false);
+ if (ecPoint.equals(ecKey.getPubPoint())) {
+ return null;
+ }
+ var bigInt = ecKey.priv;
+ var pubKey = ecPoint.multiply(bigInt).getEncoded(compressed);
+ return pubKey;
+ },
+ // used by unit test
+ getDecompressedPubKeyHex: function (pubKeyHexComp) {
+ var ecparams = EllipticCurve.getSECCurveByName("secp256k1");
+ var ecPoint = ecparams.getCurve().decodePointHex(pubKeyHexComp);
+ var pubByteArray = ecPoint.getEncoded(0);
+ var pubHexUncompressed = ninja.publicKey.getHexFromByteArray(pubByteArray);
+ return pubHexUncompressed;
+ }
+};
+ </script>
+ <script type="text/javascript">
+ninja.seeder = {
+ // number of mouse movements to wait for
+ seedLimit: (function () {
+ var num = Crypto.util.randomBytes(12)[11];
+ return 50 + Math.floor(num);
+ })(),
+
+ seedCount: 0, // counter
+
+ // seed function exists to wait for mouse movement to add more entropy before generating an address
+ seed: function (evt) {
+ if (!evt) var evt = window.event;
+
+ // seed a bunch (minimum seedLimit) of times based on mouse moves
+ SecureRandom.seedTime();
+ // seed mouse position X and Y
+ if (evt) SecureRandom.seedInt((evt.clientX * evt.clientY));
+
+ ninja.seeder.seedCount++;
+ // seeding is over now we generate and display the address
+ if (ninja.seeder.seedCount == ninja.seeder.seedLimit) {
+ ninja.wallets.singlewallet.open();
+ // UI
+ document.getElementById("generate").style.display = "none";
+ document.getElementById("menu").style.visibility = "visible";
+ }
+ },
+
+ // If user has not moved the mouse or if they are on a mobile device
+ // we will force the generation after a random period of time.
+ forceGenerate: function () {
+ // if the mouse has not moved enough
+ if (ninja.seeder.seedCount < ninja.seeder.seedLimit) {
+ SecureRandom.seedTime();
+ ninja.seeder.seedCount = ninja.seeder.seedLimit - 1;
+ ninja.seeder.seed();
+ }
+ }
+};
+
+ninja.qrCode = {
+ // determine which type number is big enough for the input text length
+ getTypeNumber: function (text) {
+ var lengthCalculation = text.length * 8 + 12; // length as calculated by the QRCode
+ if (lengthCalculation < 72) { return 1; }
+ else if (lengthCalculation < 128) { return 2; }
+ else if (lengthCalculation < 208) { return 3; }
+ else if (lengthCalculation < 288) { return 4; }
+ else if (lengthCalculation < 368) { return 5; }
+ else if (lengthCalculation < 480) { return 6; }
+ else if (lengthCalculation < 528) { return 7; }
+ else if (lengthCalculation < 688) { return 8; }
+ else if (lengthCalculation < 800) { return 9; }
+ else if (lengthCalculation < 976) { return 10; }
+ return null;
+ },
+
+ createCanvas: function (text, sizeMultiplier) {
+ sizeMultiplier = (sizeMultiplier == undefined) ? 2 : sizeMultiplier; // default 2
+ // create the qrcode itself
+ var typeNumber = ninja.qrCode.getTypeNumber(text);
+ var qrcode = new QRCode(typeNumber, QRCode.ErrorCorrectLevel.H);
+ qrcode.addData(text);
+ qrcode.make();
+ var width = qrcode.getModuleCount() * sizeMultiplier;
+ var height = qrcode.getModuleCount() * sizeMultiplier;
+ // create canvas element
+ var canvas = document.createElement('canvas');
+ var scale = 10.0;
+ canvas.width = width * scale;
+ canvas.height = height * scale;
+ canvas.style.width = width + 'px';
+ canvas.style.height = height + 'px';
+ var ctx = canvas.getContext('2d');
+ ctx.scale(scale, scale);
+ // compute tileW/tileH based on width/height
+ var tileW = width / qrcode.getModuleCount();
+ var tileH = height / qrcode.getModuleCount();
+ // draw in the canvas
+ for (var row = 0; row < qrcode.getModuleCount(); row++) {
+ for (var col = 0; col < qrcode.getModuleCount(); col++) {
+ ctx.fillStyle = qrcode.isDark(row, col) ? "#000000" : "#ffffff";
+ ctx.fillRect(col * tileW, row * tileH, tileW, tileH);
+ }
+ }
+ // return just built canvas
+ return canvas;
+ },
+
+ // generate a QRCode and return it's representation as an Html table
+ createTableHtml: function (text) {
+ var typeNumber = ninja.qrCode.getTypeNumber(text);
+ var qr = new QRCode(typeNumber, QRCode.ErrorCorrectLevel.H);
+ qr.addData(text);
+ qr.make();
+ var tableHtml = "<table class='qrcodetable'>";
+ for (var r = 0; r < qr.getModuleCount(); r++) {
+ tableHtml += "<tr>";
+ for (var c = 0; c < qr.getModuleCount(); c++) {
+ if (qr.isDark(r, c)) {
+ tableHtml += "<td class='qrcodetddark'/>";
+ } else {
+ tableHtml += "<td class='qrcodetdlight'/>";
+ }
+ }
+ tableHtml += "</tr>";
+ }
+ tableHtml += "</table>";
+ return tableHtml;
+ },
+
+ // show QRCodes with canvas OR table (IE8)
+ // parameter: keyValuePair
+ // example: { "id1": "string1", "id2": "string2"}
+ // "id1" is the id of a div element where you want a QRCode inserted.
+ // "string1" is the string you want encoded into the QRCode.
+ showQrCode: function (keyValuePair, sizeMultiplier) {
+ for (var key in keyValuePair) {
+ var value = keyValuePair[key];
+ try {
+ if (document.getElementById(key)) {
+ document.getElementById(key).innerHTML = "";
+ document.getElementById(key).appendChild(ninja.qrCode.createCanvas(value, sizeMultiplier));
+ }
+ }
+ catch (e) {
+ // for browsers that do not support canvas (IE8)
+ document.getElementById(key).innerHTML = ninja.qrCode.createTableHtml(value);
+ }
+ }
+ }
+};
+
+ninja.tabSwitch = function (walletTab) {
+ if (walletTab.className.indexOf("selected") == -1) {
+ // unselect all tabs
+ for (var wType in ninja.wallets) {
+ document.getElementById(wType).className = "tab";
+ ninja.wallets[wType].close();
+ }
+ walletTab.className += " selected";
+ ninja.wallets[walletTab.getAttribute("id")].open();
+ }
+};
+
+ninja.getQueryString = function () {
+ var result = {}, queryString = location.search.substring(1), re = /([^&=]+)=([^&]*)/g, m;
+ while (m = re.exec(queryString)) {
+ result[decodeURIComponent(m[1])] = decodeURIComponent(m[2]);
+ }
+ return result;
+};
+
+// use when passing an Array of Functions
+ninja.runSerialized = function (functions, onComplete) {
+ onComplete = onComplete || function () { };
+
+ if (functions.length === 0) onComplete();
+ else {
+ // run the first function, and make it call this
+ // function when finished with the rest of the list
+ var f = functions.shift();
+ f(function () { ninja.runSerialized(functions, onComplete); });
+ }
+};
+
+ninja.forSerialized = function (initial, max, whatToDo, onComplete) {
+ onComplete = onComplete || function () { };
+
+ if (initial === max) { onComplete(); }
+ else {
+ // same idea as runSerialized
+ whatToDo(initial, function () { ninja.forSerialized(++initial, max, whatToDo, onComplete); });
+ }
+};
+
+// use when passing an Object (dictionary) of Functions
+ninja.foreachSerialized = function (collection, whatToDo, onComplete) {
+ var keys = [];
+ for (var name in collection) {
+ keys.push(name);
+ }
+ ninja.forSerialized(0, keys.length, function (i, callback) {
+ whatToDo(keys[i], callback);
+ }, onComplete);
+};
+ </script>
+ <script type="text/javascript">
+ninja.translator = {
+ currentCulture: "en",
+
+ translate: function (culture) {
+ var dict = ninja.translator.translations[culture];
+ if (dict) {
+ // set current culture
+ ninja.translator.currentCulture = culture;
+ // update menu UI
+ for (var cult in ninja.translator.translations) {
+ document.getElementById("culture" + cult).setAttribute("class", "");
+ }
+ document.getElementById("culture" + culture).setAttribute("class", "selected");
+ // apply translations
+ for (var id in dict) {
+ if (document.getElementById(id) && document.getElementById(id).value) {
+ document.getElementById(id).value = dict[id];
+ }
+ else if (document.getElementById(id)) {
+ document.getElementById(id).innerHTML = dict[id];
+ }
+ }
+ }
+ },
+
+ get: function (id) {
+ var translation = ninja.translator.translations[ninja.translator.currentCulture][id];
+ return translation;
+ },
+
+ translations: {
+ "en": {
+ // javascript alerts or messages
+ "testneteditionactivated": "TESTNET EDITION ACTIVATED",
+ "paperlabelbitcoinaddress": "Litecoin Address:",
+ "paperlabelprivatekey": "Private Key (Wallet Import Format):",
+ "paperlabelencryptedkey": "Encrypted Private Key (Password required)",
+ "bulkgeneratingaddresses": "Generating addresses... ",
+ "brainalertpassphrasetooshort": "The passphrase you entered is too short.\n\n",
+ "brainalertpassphrasewarning": "Warning: Choosing a strong passphrase is important to avoid brute force attempts to guess your passphrase and steal your litecoins.",
+ "brainalertpassphrasedoesnotmatch": "The passphrase does not match the confirm passphrase.",
+ "detailalertnotvalidprivatekey": "The text you entered is not a valid Private Key",
+ "detailconfirmsha256": "The text you entered is not a valid Private Key!\n\nWould you like to use the entered text as a passphrase and create a Private Key using a SHA256 hash of the passphrase?\n\nWarning: Choosing a strong passphrase is important to avoid brute force attempts to guess your passphrase and steal your litecoins.",
+ "bip38alertincorrectpassphrase": "Incorrect passphrase for this encrypted private key.",
+ "bip38alertpassphraserequired": "Passphrase required for BIP38 key",
+ "vanityinvalidinputcouldnotcombinekeys": "Invalid input. Could not combine keys.",
+ "vanityalertinvalidinputpublickeysmatch": "Invalid input. The Public Key of both entries match. You must input two different keys.",
+ "vanityalertinvalidinputcannotmultiple": "Invalid input. Cannot multiply two public keys. Select 'Add' to add two public keys to get a litecoin address.",
+ "vanityprivatekeyonlyavailable": "Only available when combining two private keys",
+ "vanityalertinvalidinputprivatekeysmatch": "Invalid input. The Private Key of both entries match. You must input two different keys."
+ },
+
+ "es": {
+ // javascript alerts or messages
+ "testneteditionactivated": "Testnet se activa",
+ "paperlabelbitcoinaddress": "Dirección Litecoin:",
+ "paperlabelprivatekey": "Clave privada (formato para importar):",
+ "paperlabelencryptedkey": "Clave privada cifrada (contraseña necesaria)",
+ "bulkgeneratingaddresses": "Generación de direcciones... ",
+ "brainalertpassphrasetooshort": "La contraseña introducida es demasiado corta.\n\n",
+ "brainalertpassphrasewarning": "Aviso: Es importante escoger una contraseña fuerte para evitar ataques de fuerza bruta a fin de adivinarla y robar tus litecoins.",
+ "brainalertpassphrasedoesnotmatch": "Las contraseñas no coinciden.",
+ "detailalertnotvalidprivatekey": "El texto que has introducido no es una clave privada válida",
+ "detailconfirmsha256": "El texto que has introducido no es una clave privada válida\n\n¿Quieres usar ese texto como si fuera una contraseña y generar una clave privada usando un hash SHA256 de tal contraseña?\n\nAviso: Es importante escoger una contraseña fuerte para evitar ataques de fuerza bruta a fin de adivinarla y robar tus litecoins.",
+ "bip38alertincorrectpassphrase": "Incorrect passphrase for this encrypted private key.", //TODO: please translate
+ "bip38alertpassphraserequired": "Passphrase required for BIP38 key", //TODO: please translate
+ "vanityinvalidinputcouldnotcombinekeys": "Entrada no válida. No se puede combinar llaves.",
+ "vanityalertinvalidinputpublickeysmatch": "Entrada no válida. La clave pública de ambos coincidan entradas. Debe introducir dos claves diferentes.",
+ "vanityalertinvalidinputcannotmultiple": "Entrada no válida. No se puede multiplicar dos claves públicas. Seleccione 'Añadir' para agregar dos claves públicas para obtener una dirección litecoin.",
+ "vanityprivatekeyonlyavailable": "Sólo está disponible cuando se combinan dos claves privadas",
+ "vanityalertinvalidinputprivatekeysmatch": "Entrada no válida. La clave privada de ambos coincidan entradas. Debe introducir dos claves diferentes.",
+
+ // header and menu html
+ "tagline": "Generador de carteras Litecoin de código abierto en lado de cliente con Javascript",
+ "generatelabelbitcoinaddress": "Generando dirección Litecoin...",
+ "generatelabelmovemouse": "Mueve un poco el ratón para crear entropía...",
+ "singlewallet": "Una sola cartera",
+ "paperwallet": "Cartera en papel",
+ "bulkwallet": "Direcciones en masa",
+ "brainwallet": "Cartera mental",
+ "vanitywallet": "Cartera personalizada",
+ "detailwallet": "Detalles de la cartera",
+
+ // footer html
+ "footerlabeldonations": "Donaciones:",
+ "footerlabeltranslatedby": "Traducción: <b>12345</b>Vypv2QSmuRXcciT5oEB27mPbWGeva",
+ "footerlabelpgp": "PGP",
+ "footerlabelversion": "Histórico de versiones",
+ "footerlabelgithub": "Repositorio GitHub",
+ "footerlabelcopyright1": "Copyright bitaddress.org.",
+ "footerlabelcopyright2": "Copyright del código JavaScript: en el fuente.",
+ "footerlabelnowarranty": "Sin garantía.",
+
+ // single wallet html
+ "newaddress": "Generar dirección",
+ "singleprint": "Imprimir",
+ "singlelabelbitcoinaddress": "Dirección Litecoin",
+ "singlelabelprivatekey": "Clave privada (formato para importar):",
+ "singletip1": "<b>A Litecoin wallet</b> is as simple as a single pairing of a Litecoin address with it's corresponding Litecoin private key. Such a wallet has been generated for you in your web browser and is displayed above.", //TODO: please translate
+ "singletip2": "<b>To safeguard this wallet</b> you must print or otherwise record the Litecoin address and private key. It is important to make a backup copy of the private key and store it in a safe location. This site does not have knowledge of your private key. If you are familiar with PGP you can download this all-in-one HTML page and check that you have an authentic version from the author of this site by matching the SHA1 hash of this HTML with the SHA1 hash available in the signed version history document linked on the footer of this site. If you leave/refresh the site or press the Generate New Address button then a new private key will be generated and the previously displayed private key will not be retrievable. Your Litecoin private key should be kept a secret. Whomever you share the private key with has access to spend all the litecoins associated with that address. If you print your wallet then store it in a zip lock bag to keep it safe from water. Treat a paper wallet like cash.", //TODO: please translate
+ "singletip3": "<b>Add funds</b> to this wallet by instructing others to send litecoins to your Litecoin address.", //TODO: please translate
+ "singletip4": "<b>Check your balance</b> by going to blockchain.info or blockexplorer.com and entering your Litecoin address.", //TODO: please translate
+ "singletip5": "<b>Spend your litecoins</b> by going to blockchain.info or mtgox.com and sweep the full balance of your private key into your account at their website. You can also spend your funds by downloading one of the popular litecoin p2p clients and importing your private key to the p2p client wallet. Keep in mind when you import your single key to a litecoin p2p client and spend funds your key will be bundled with other private keys in the p2p client wallet. When you perform a transaction your change will be sent to another litecoin address within the p2p client wallet. You must then backup the p2p client wallet and keep it safe as your remaining litecoins will be stored there. Satoshi advised that one should never delete a wallet.", //TODO: please translate
+
+ // paper wallet html
+ "paperlabelhideart": "Ocultar diseño",
+ "paperlabeladdressesperpage": "Direcciones por página:",
+ "paperlabeladdressestogenerate": "Direcciones en total:",
+ "papergenerate": "Generar",
+ "paperprint": "Imprimir",
+ "paperlabelBIPpassphrase": "Passphrase:", //TODO: please translate
+ "paperlabelencrypt": "BIP38 Encrypt?", //TODO: please translate
+
+ // bulk wallet html
+ "bulklabelstartindex": "Empezar en:",
+ "bulklabelrowstogenerate": "Filas a generar:",
+ "bulklabelcompressed": "Compressed addresses?", //TODO: please translate
+ "bulkgenerate": "Generar",
+ "bulkprint": "Imprimir",
+ "bulklabelcsv": "Valores separados por coma:",
+ "bulklabelformat": "Índice,Dirección,Clave privada (formato para importar)",
+ "bulklabelq1": "¿Por qué debo usar \"Direcciones en masa\" para aceptar Litecoins en mi web?",
+ "bulka1": "La forma tradicional de aceptar litecoins en tu web requiere tener instalado el cliente oficial de litecoin (\"litecoind\"). Sin embargo muchos servicios de hosting no permiten instalar dicho cliente. Además, ejecutar el cliente en tu servidor supone que las claves privadas están también en el servidor y podrían ser comprometidas en caso de intrusión. Al usar este mecanismo, puedes subir al servidor sólo las dirección de litecoin y no las claves privadas. De esta forma no te tienes que preocupar de que alguien robe la cartera si se cuelan en el servidor.",
+ "bulklabelq2": "¿Cómo uso \"Direcciones en masa\" para aceptar litecoins en mi web?",
+ "bulklabela2li1": "Usa el tab \"Direcciones en masa\" para generar por anticipado muchas direcciones (más de 10000). Copia y pega la lista de valores separados por comas (CSV) a un archivo de texto seguro (cifrado) en tu ordenador. Guarda una copia de seguridad en algún lugar seguro.",
+ "bulklabela2li2": "Importa las direcciones en la base de datos de tu servidor. No subas la cartera ni las claves públicas, o de lo contrario te lo pueden robar. Sube sólo las direcciones, ya que es lo que se va a mostrar a los clientes.",
+ "bulklabela2li3": "Ofrece una alternativa en el carro de la compra de tu web para que los clientes paguen con Litecoin. Cuando el cliente elija pagar con Litecoin, les muestras una de las direcciones de la base de datos como su \"dirección de pago\" y guardas esto junto con el pedido.",
+ "bulklabela2li4": "Ahora te hace falta recibir una notificación del pago. Busca en google \"notificación de pagos litecoin\" (o \"litecoin payment notification\" en inglés) y suscríbete a alguno de los servicios que aparezcan. Hay varios de ellos, que te pueden notificar vía Web services, API, SMS, email, etc. Una vez te llegue la notificación, lo cual puede ser automatizado, entonces ya puedes procesar el pedido. Para comprobar a mano si has recibido un pago, puedes usar Block Explorer: reemplaza DIRECCION a continuación por la dirección que estés comprobando. La transacción puede tardar entre 10 minutos y una hora en ser confirmada. <br />http://www.blockexplorer.com/address/DIRECCION<br /><br />Puedes ver las transacciones sin confirmar en: http://blockchain.info/ <br />Las transacciones sin confirmar suelen aparecer ahí en unos 30 segundos.",
+ "bulklabela2li5": "Las litecoins que recibas se almacenarán de forma segura en la cadena de bloques. Usa la cartera original que generaste en el paso 1 para usarlas.",
+
+ // brain wallet html
+ "brainlabelenterpassphrase": "Contraseña:",
+ "brainlabelshow": "Mostrar",
+ "brainprint": "Imprimir",
+ "brainlabelconfirm": "Confirmar contraseña:",
+ "brainview": "Ver",
+ "brainalgorithm": "Algoritmo: SHA256(contraseña)",
+ "brainlabelbitcoinaddress": "Dirección Litecoin:",
+ "brainlabelprivatekey": "Clave privada (formato para importar):",
+
+ // vanity wallet html
+ "vanitylabelstep1": "Paso 1 - Genera tu par de claves",
+ "vanitynewkeypair": "Generar",
+ "vanitylabelstep1publickey": "Clave pública:",
+ "vanitylabelstep1pubnotes": "Copia y pega la línea de arriba en el campo \"Your-Part-Public-Key\" de la web de Vanity Pool.",
+ "vanitylabelstep1privatekey": "Clave privada:",
+ "vanitylabelstep1privnotes": "Copia y pega la clave pública de arriba en un archivo de texto. Es mejor que lo almacenes en un volumen cifrado. Lo necesitarás para recuperar la clave privada una vez Vanity Pool haya encontrado tu prefijo.",
+ "vanitylabelstep2calculateyourvanitywallet": "Paso 2 - Calcula tu cartera personalizada",
+ "vanitylabelenteryourpart": "Introduce la clave privada generada en el paso 1, y que has guardado:",
+ "vanitylabelenteryourpoolpart": "Introduce la clave privada obtenida de la Vanity Pool:",
+ "vanitylabelnote1": "[NOTA: esta casilla de entrada puede aceptar una clave pública o clave privada]",
+ "vanitylabelnote2": "[NOTA: esta casilla de entrada puede aceptar una clave pública o clave privada]",
+ "vanitylabelradioadd": "Añadir",
+ "vanitylabelradiomultiply": "Multiplicar",
+ "vanitycalc": "Calcular cartera personalizada",
+ "vanitylabelbitcoinaddress": "Dirección Litecoin personalizada:",
+ "vanitylabelnotesbitcoinaddress": "Esta es tu nueva dirección, que debería tener el prefijo deseado.",
+ "vanitylabelpublickeyhex": "Clave pública personalizada (HEX):",
+ "vanitylabelnotespublickeyhex": "Lo anterior es la clave pública en formato hexadecimal.",
+ "vanitylabelprivatekey": "Clave privada personalizada (formato para importar):",
+ "vanitylabelnotesprivatekey": "Esto es la clave privada para introducir en tu cartera.",
+
+ // detail wallet html
+ "detaillabelenterprivatekey": "Introduce la clave privada (en cualquier formato)",
+ "detailview": "Ver detalles",
+ "detailprint": "Imprimir",
+ "detaillabelnote1": "Tu clave privada es un número secreto, único, que sólo tú conoces. Se puede expresar en varios formatos. Aquí abajo mostramos la dirección y la clave pública que se corresponden con tu clave privada, así como la clave privada en los formatos más conocidos (para importar, hex, base64 y mini).",
+ "detaillabelnote2": "Litecoin v0.6+ almacena las claves públicas comprimidas. El cliente también soporta importar/exportar claves privadas usando importprivkey/dumpprivkey. El formato de las claves privadas exportadas depende de si la dirección se generó en una cartera antigua o nueva.",
+ "detaillabelbitcoinaddress": "Dirección Litecoin:",
+ "detaillabelbitcoinaddresscomp": "Dirección Litecoin (comprimida):",
+ "detaillabelpublickey": "Clave pública (130 caracteres [0-9A-F]):",
+ "detaillabelpublickeycomp": "Clave pública (comprimida, 66 caracteres [0-9A-F]):",
+ "detaillabelprivwif": "Clave privada para importar<br />51 caracteres en base58, empieza con un",
+ "detaillabelprivwifcomp": "Clave privada para importar<br />comprimida, 52 caracteres en base58, empieza con",
+ "detaillabelprivhex": "Clave privada en formato hexadecimal (64 caracteres [0-9A-F]):",
+ "detaillabelprivb64": "Clave privada en base64 (44 caracteres):",
+ "detaillabelprivmini": "Clave privada en formato mini (22, 26 o 30 caracteres, empieza por 'S'):",
+ "detaillabelpassphrase": "BIP38 Passphrase", //TODO: please translate
+ "detaildecrypt": "Decrypt BIP38" //TODO: please translate
+ },
+
+ "fr": {
+ // javascript alerts or messages
+ "testneteditionactivated": "ÉDITION TESTNET ACTIVÉE",
+ "paperlabelbitcoinaddress": "Adresse Litecoin:",
+ "paperlabelprivatekey": "Clé Privée (Format d'importation de porte-monnaie):",
+ "paperlabelencryptedkey": "Encrypted Private Key (Password required)", //TODO: please translate
+ "bulkgeneratingaddresses": "Création de l'adresse... ",
+ "brainalertpassphrasetooshort": "Le mot de passe que vous avez entré est trop court.\n\n",
+ "brainalertpassphrasewarning": "Attention: Choisir un mot de passe solide est important pour vous protéger des attaques bruteforce visant à trouver votre mot de passe et voler vos Litecoins.",
+ "brainalertpassphrasedoesnotmatch": "Le mot de passe ne correspond pas au mot de passe de vérification.",
+ "detailalertnotvalidprivatekey": "Le texte que vous avez entré n'est pas une Clé Privée valide",
+ "detailconfirmsha256": "Le texte que vous avez entré n'est pas une Clé Privée valide!\n\nVoulez-vous utiliser le texte comme un mot de passe et créer une Clé Privée à partir d'un hash SHA256 de ce mot de passe?\n\nAttention: Choisir un mot de passe solide est important pour vous protéger des attaques bruteforce visant à trouver votre mot de passe et voler vos Litecoins.",
+ "bip38alertincorrectpassphrase": "Incorrect passphrase for this encrypted private key.", //TODO: please translate
+ "bip38alertpassphraserequired": "Passphrase required for BIP38 key", //TODO: please translate
+ "vanityinvalidinputcouldnotcombinekeys": "Entrée non valide. Impossible de combiner les clés.",
+ "vanityalertinvalidinputpublickeysmatch": "Entrée non valide. La clé publique des deux entrées est identique. Vous devez entrer deux clés différentes.",
+ "vanityalertinvalidinputcannotmultiple": "Entrée non valide. Il n'est pas possible de multiplier deux clés publiques. Sélectionner 'Ajouter' pour ajouter deux clés publiques pour obtenir une adresse Litecoin.",
+ "vanityprivatekeyonlyavailable": "Seulement disponible si vos combinez deux clés privées",
+ "vanityalertinvalidinputprivatekeysmatch": "Entrée non valide. La clé Privée des deux entrées est identique. Vous devez entrer deux clés différentes.",
+
+ // header and menu html
+ "tagline": "Générateur De Porte-Monnaie Litecoin Javascript Hors-Ligne",
+ "generatelabelbitcoinaddress": "Création de l'adresse Litecoin...",
+ "generatelabelmovemouse": "BOUGEZ votre souris pour ajouter de l'entropie...",
+ "singlewallet": "Porte-Monnaie Simple",
+ "paperwallet": "Porte-Monnaie Papier",
+ "bulkwallet": "Porte-Monnaie En Vrac",
+ "brainwallet": "Porte-Monnaie Cerveau",
+ "vanitywallet": "Porte-Monnaie Vanité",
+ "detailwallet": "Détails du Porte-Monnaie",
+
+ // footer html
+ "footerlabeldonations": "Dons:",
+ "footerlabeltranslatedby": "Traduction: 1Gy7NYSJNUYqUdXTBow5d7bCUEJkUFDFSq",
+ "footerlabelpgp": "PGP",
+ "footerlabelversion": "Historique De Version",
+ "footerlabelgithub": "Dépôt GitHub",
+ "footerlabelcopyright1": "Copyright bitaddress.org.",
+ "footerlabelcopyright2": "Les droits d'auteurs JavaScript sont inclus dans le code source.",
+ "footerlabelnowarranty": "Aucune garantie.",
+
+ // single wallet html
+ "newaddress": "Générer Une Nouvelle Adresse",
+ "singleprint": "Imprimer",
+ "singlelabelbitcoinaddress": "Adresse Litecoin:",
+ "singlelabelprivatekey": "Clé Privée (Format d'importation de porte-monnaie):",
+ "singletip1": "<b>A Litecoin wallet</b> is as simple as a single pairing of a Litecoin address with it's corresponding Litecoin private key. Such a wallet has been generated for you in your web browser and is displayed above.", //TODO: please translate
+ "singletip2": "<b>To safeguard this wallet</b> you must print or otherwise record the Litecoin address and private key. It is important to make a backup copy of the private key and store it in a safe location. This site does not have knowledge of your private key. If you are familiar with PGP you can download this all-in-one HTML page and check that you have an authentic version from the author of this site by matching the SHA1 hash of this HTML with the SHA1 hash available in the signed version history document linked on the footer of this site. If you leave/refresh the site or press the Generate New Address button then a new private key will be generated and the previously displayed private key will not be retrievable. Your Litecoin private key should be kept a secret. Whomever you share the private key with has access to spend all the litecoins associated with that address. If you print your wallet then store it in a zip lock bag to keep it safe from water. Treat a paper wallet like cash.", //TODO: please translate
+ "singletip3": "<b>Add funds</b> to this wallet by instructing others to send litecoins to your Litecoin address.", //TODO: please translate
+ "singletip4": "<b>Check your balance</b> by going to blockchain.info or blockexplorer.com and entering your Litecoin address.", //TODO: please translate
+ "singletip5": "<b>Spend your litecoins</b> by going to blockchain.info or mtgox.com and sweep the full balance of your private key into your account at their website. You can also spend your funds by downloading one of the popular litecoin p2p clients and importing your private key to the p2p client wallet. Keep in mind when you import your single key to a litecoin p2p client and spend funds your key will be bundled with other private keys in the p2p client wallet. When you perform a transaction your change will be sent to another litecoin address within the p2p client wallet. You must then backup the p2p client wallet and keep it safe as your remaining litecoins will be stored there. Satoshi advised that one should never delete a wallet.", //TODO: please translate
+
+ // paper wallet html
+ "paperlabelhideart": "Retirer Le Style?",
+ "paperlabeladdressesperpage": "Adresses par page:",
+ "paperlabeladdressestogenerate": "Nombre d'adresses à créer:",
+ "papergenerate": "Générer",
+ "paperprint": "Imprimer",
+ "paperlabelBIPpassphrase": "Passphrase:", //TODO: please translate
+ "paperlabelencrypt": "BIP38 Encrypt?", //TODO: please translate
+
+ // bulk wallet html
+ "bulklabelstartindex": "Commencer à l'index:",
+ "bulklabelrowstogenerate": "Colonnes à générer:",
+ "bulklabelcompressed": "Compressed addresses?", //TODO: please translate
+ "bulkgenerate": "Générer",
+ "bulkprint": "Imprimer",
+ "bulklabelcsv": "Valeurs Séparées Par Des Virgules (CSV):",
+ "bulklabelformat": "Index,Adresse,Clé Privée (WIF)",
+ "bulklabelq1": "Pourquoi utiliserais-je un Porte-monnaie en vrac pour accepter les Litecoins sur mon site web?",
+ "bulka1": "L'approche traditionnelle pour accepter des Litecoins sur votre site web requière l'installation du logiciel Litecoin officiel (\"litecoind\"). Plusieurs hébergeurs ne supportent pas l'installation du logiciel Litecoin. De plus, faire fonctionner le logiciel Litecoin sur votre serveur web signifie que vos clés privées sont hébergées sur le serveur et pourraient donc être volées si votre serveur web était compromis. En utilisant un Porte-monnaie en vrac, vous pouvez publiquer seulement les adresses Litecoin sur votre serveur et non les clés privées. Vous n'avez alors pas à vous inquiéter du risque de vous faire voler votre porte-monnaie si votre serveur était compromis.",
+ "bulklabelq2": "Comment utiliser le Porte-monnaie en vrac pour utiliser le Litecoin sur mon site web?",
+ "bulklabela2li1": "Utilisez le Porte-monnaie en vrac pour pré-générer une large quantité d'adresses Litecoin (10,000+). Copiez collez les données séparées par des virgules (CSV) dans un fichier texte sécurisé dans votre ordinateur. Sauvegardez ce fichier dans un endroit sécurisé.",
+ "bulklabela2li2": "Importez les adresses Litecoin dans une base de donnée sur votre serveur web. (N'ajoutez pas le porte-monnaie ou les clés privées sur votre serveur web, sinon vous courrez le risque de vous faire voler si votre serveur est compromis. Ajoutez seulement les adresses Litecoin qui seront visibles à vos visiteurs.)",
+ "bulklabela2li3": "Ajoutez une option dans votre panier en ligne pour que vos clients puissent vous payer en Litecoin. Quand un client choisi de vous payer en Litecoin, vous pouvez afficher une des adresses de votre base de donnée comme \"adresse de paiment\" pour votre client et sauvegarder cette adresse avec sa commande.",
+ "bulklabela2li4": "Vous avez maintenant besoin d'être avisé quand le paiement est reçu. Cherchez \"litecoin payment notification\" sur Google et inscrivez-vous à un service de notification de paiement Litecoin. Il y a plusieurs services qui vous avertiront via des services Web, API, SMS, Email, etc. Une fois que vous avez reçu la notification, qui devrait être programmée automatiquement, vous pouvez traiter la commande de votre client. Pour vérifier manuellement si un paiement est arrivé, vous pouvez utiliser Block Explorer. Remplacez ADRESSE par l'adresse Litecoin que vous souhaitez vérifier. La confirmation de la transaction pourrait prendre de 10 à 60 minutes pour être confirmée.<br />http://www.blockexplorer.com/address/ADRESSE<br /><br />Les transactions non confirmées peuvent être visualisées ici: http://blockchain.info/ <br />Vous devriez voir la transaction à l'intérieur de 30 secondes.",
+ "bulklabela2li5": "Les Litecoins vos s'accumuler de façon sécuritaire dans la chaîne de blocs. Utilisez le porte-monnaie original que vous avez généré à l'étape 1 pour les dépenser.",
+
+ // brain wallet html
+ "brainlabelenterpassphrase": "Entrez votre mot de passe: ",
+ "brainlabelshow": "Afficher?",
+ "brainprint": "Imprimer",
+ "brainlabelconfirm": "Confirmer le mot de passe: ",
+ "brainview": "Visualiser",
+ "brainalgorithm": "Algorithme: SHA256(mot de passe)",
+ "brainlabelbitcoinaddress": "Adresse Litecoin:",
+ "brainlabelprivatekey": "Clé Privée (Format d'importation de porte-monnaie):",
+
+ // vanity wallet html
+ "vanitylabelstep1": "Étape 1 - Générer votre \"Étape 1 Paire De Clés\"",
+ "vanitynewkeypair": "Générer",
+ "vanitylabelstep1publickey": "Étape 1 Clé Publique:",
+ "vanitylabelstep1pubnotes": "Copiez celle-ci dans la case Votre-Clé-Publique du site de Vanity Pool.",
+ "vanitylabelstep1privatekey": "Step 1 Clé Privée:",
+ "vanitylabelstep1privnotes": "Copiez la cette Clé Privée dans un fichier texte. Idéalement, sauvegardez la dans un fichier encrypté. Vous en aurez besoin pour récupérer la Clé Privée lors que Vanity Pool aura trouvé votre préfixe.",
+ "vanitylabelstep2calculateyourvanitywallet": "Étape 2 - Calculer votre Porte-monnaie Vanité",
+ "vanitylabelenteryourpart": "Entrez votre Clé Privée (générée à l'étape 1 plus haut et précédemment sauvegardée):",
+ "vanitylabelenteryourpoolpart": "Entrez la Clé Privée (provenant de Vanity Pool):",
+ "vanitylabelnote1": "[NOTE: cette case peut accepter une clé publique ou un clé privée]",
+ "vanitylabelnote2": "[NOTE: cette case peut accepter une clé publique ou un clé privée]",
+ "vanitylabelradioadd": "Ajouter",
+ "vanitylabelradiomultiply": "Multiplier",
+ "vanitycalc": "Calculer Le Porte-monnaie Vanité",
+ "vanitylabelbitcoinaddress": "Adresse Litecoin Vanité:",
+ "vanitylabelnotesbitcoinaddress": "Ci-haut est votre nouvelle adresse qui devrait inclure le préfix requis.",
+ "vanitylabelpublickeyhex": "Clé Public Vanité (HEX):",
+ "vanitylabelnotespublickeyhex": "Celle-ci est la Clé Publique dans le format hexadécimal. ",
+ "vanitylabelprivatekey": "Clé Privée Vanité (WIF):",
+ "vanitylabelnotesprivatekey": "Celle-ci est la Clé Privée pour accéder à votre porte-monnaie. ",
+
+ // detail wallet html
+ "detaillabelenterprivatekey": "Entrez la Clé Privée (quel que soit son format)",
+ "detailview": "Voir les détails",
+ "detailprint": "Imprimer",
+ "detaillabelnote1": "Votre Clé Privée Litecoin est un nombre secret que vous êtes le seul à connaître. Il peut être encodé sous la forme d'un nombre sous différents formats. Ci-bas, nous affichons l'adresse Litecoin et la Clé Publique qui corresponds à la Clé Privée ainsi que la Clé Privée dans les formats d'encodage les plus populaires (WIF, HEX, B64, MINI).",
+ "detaillabelnote2": "Litecoin v0.6+ conserve les clés publiques dans un format compressé. Le logiciel supporte maintenant aussi l'importation et l'exportation de clés privées avec importprivkey/dumpprivkey. Le format de la clé privée exportée est déterminé selon la version du porte-monnaie Litecoin.",
+ "detaillabelbitcoinaddress": "Adresse Litecoin:",
+ "detaillabelbitcoinaddresscomp": "Adresse Litecoin (compressée):",
+ "detaillabelpublickey": "Clé Publique (130 caractères [0-9A-F]):",
+ "detaillabelpublickeycomp": "Clé Publique (compressée, 66 caractères [0-9A-F]):",
+ "detaillabelprivwif": "Clé Privée WIF<br />51 caractères base58, débute avec un a",
+ "detaillabelprivwifcomp": "Clé Privée WIF<br />compressée, 52 caractères base58, débute avec un a",
+ "detaillabelprivhex": "Clé Privée Format Hexadecimal (64 caractères [0-9A-F]):",
+ "detaillabelprivb64": "Clé Privée Base64 (44 caractères):",
+ "detaillabelprivmini": "Clé Privée Format Mini (22, 26 ou 30 caractères, débute avec un 'S'):",
+ "detaillabelpassphrase": "BIP38 Passphrase", //TODO: please translate
+ "detaildecrypt": "Decrypt BIP38" //TODO: please translate
+ },
+
+ "el": {
+ // javascript alerts or messages
+ "testneteditionactivated": "ΕΝΕΡΓΗ ΕΚΔΟΣΗ TESTNET",
+ "paperlabelbitcoinaddress": "Διεύθυνση Litecoin:",
+ "paperlabelprivatekey": "Προσωπικό Κλειδί (Μορφή εισαγωγής σε πορτοφόλι):",
+ "paperlabelencryptedkey": "Encrypted Private Key (Password required)", //TODO: please translate
+ "bulkgeneratingaddresses": "Δημιουργία διευθύνσεων... ",
+ "brainalertpassphrasetooshort": "Η φράση κωδικός που δώσατε είναι πολύ αδύναμη.\n\n",
+ "brainalertpassphrasewarning": "Προσοχή: Είναι σημαντικό να επιλέξετε μια ισχυρή φράση κωδικό που θα σας προφυλάξει από απόπειρες παραβίασής της τύπου brute force και κλοπή των litecoins σας.",
+ "brainalertpassphrasedoesnotmatch": "Η φράση κωδικός και η επιβεβαίωση της δε συμφωνούν.",
+ "detailalertnotvalidprivatekey": "Το κείμενο που εισάγατε δεν αντιστοιχεί σε έγκυρο Προσωπικό Κλειδί",
+ "detailconfirmsha256": "Το κείμενο που εισάγατε δεν αντιστοιχεί σε έγκυρο Προσωπικό Κλειδί!\n\nΘα θέλατε να χρησιμοποιηθεί το κείμενο ως κωδικός για τη δημιουργία ενός Προσωπικού Κλειδιού που θα δημιουργηθεί από το SHA265 hash της φράσης κωδικού;\n\nΠροσοχή: Είναι σημαντικό να επιλέξετε έναν ισχυρό κωδικό ώστε να είναι δύσκολο να τον μαντέψει κάποιος και να κλέψει τα litecoins σας.",
+ "bip38alertincorrectpassphrase": "Λάθος φράση κωδικός αποκρυπτογράφησης Προσωπικού Κλειδιού.",
+ "bip38alertpassphraserequired": "Απαιτείται η φράση κωδικός για το Κλειδί BIP38",
+ "vanityinvalidinputcouldnotcombinekeys": "Μη έγκυρη εισαγωγή. Ο συνδυασμός των κλειδιών είναι αδύνατος.",
+ "vanityalertinvalidinputpublickeysmatch": "Μη έγκυρη εισαγωγή. Τα Δημόσια Κλειδιά των δύο εγγραφών είναι όμοια. Πρέπει να εισάγετε δύο διαφορετικά Κλειδιά.",
+ "vanityalertinvalidinputcannotmultiple": "Μη έγκυρη εισαγωγή. Δεν είναι δυνατός ο πολλαπλασιασμός δύο Δημόσιων Κλειδιών. Επιλέξτε 'Πρόσθεση' για να προσθέσετε δύο Δημόσια Κλειδιά για δημιουργία μίας Διεύθυνσης Litecoin.",
+ "vanityprivatekeyonlyavailable": "Διαθέσιμο μόνο κατά το συνδυασμό δύο Προσωπικών Κλειδιών",
+ "vanityalertinvalidinputprivatekeysmatch": "Μη έγκυρη εισαγωγή. Τα Προσωπικά Κλειδιά των δύο εγγραφών είναι όμοια. Πρέπει να εισάγετε δύο διαφορετικά Κλειδιά.",
+
+ // header and menu html
+ "tagline": "Δημιουργός Διευθύνσεων Litecoin, ανοικτού κώδικα Javascript",
+ "generatelabelbitcoinaddress": "Δημιουργία Διεύθυνσης Litecoin...",
+ "generatelabelmovemouse": "ΚΟΥΝΗΣΤΕ το ποντίκι τριγύρω για να προσθέσετε επιπλέον τυχαιότητα...",
+ "singlewallet": "Απλό Πορτοφόλι",
+ "paperwallet": "Χάρτινο Πορτοφόλι",
+ "bulkwallet": "Πολλαπλά Πορτοφόλια",
+ "brainwallet": "Μνημονικό Πορτοφόλι",
+ "vanitywallet": "Πορτοφόλι Vanity",
+ "detailwallet": "Λεπτομέρειες Πορτοφολιού",
+
+ // footer html
+ "footerlabeldonations": "Δωρεές:",
+ "footerlabeltranslatedby": "Μετάφραση: <a href='http://LitecoinX.gr/'><b>LitecoinX.gr</b></a> 1BitcoiNxkUPcTFxwMqxhRiPEiQRzYskf6",
+ "footerlabelpgp": "PGP",
+ "footerlabelversion": "ιστορικό εκδόσεων",
+ "footerlabelgithub": "Αποθετήριο GitHub",
+ "footerlabelcopyright1": "Copyright bitaddress.org.",
+ "footerlabelcopyright2": "Τα πνευματικά δικαιώματα της JavaScript περιλαμβάνονται στον κώδικα.",
+ "footerlabelnowarranty": "Καμία εγγύηση.",
+
+ // single wallet html
+ "newaddress": "Δημιουργία μιας νέας Διεύθυνσης",
+ "singleprint": "Εκτύπωση",
+ "singlelabelbitcoinaddress": "Διεύθυνση Litecoin:",
+ "singlelabelprivatekey": "Προσωπικό Κλειδί (Μορφή εισαγωγής σε πορτοφόλι):",
+ "singletip1": "<b>A Litecoin wallet</b> is as simple as a single pairing of a Litecoin address with it's corresponding Litecoin private key. Such a wallet has been generated for you in your web browser and is displayed above.", //TODO: please translate
+ "singletip2": "<b>To safeguard this wallet</b> you must print or otherwise record the Litecoin address and private key. It is important to make a backup copy of the private key and store it in a safe location. This site does not have knowledge of your private key. If you are familiar with PGP you can download this all-in-one HTML page and check that you have an authentic version from the author of this site by matching the SHA1 hash of this HTML with the SHA1 hash available in the signed version history document linked on the footer of this site. If you leave/refresh the site or press the Generate New Address button then a new private key will be generated and the previously displayed private key will not be retrievable. Your Litecoin private key should be kept a secret. Whomever you share the private key with has access to spend all the litecoins associated with that address. If you print your wallet then store it in a zip lock bag to keep it safe from water. Treat a paper wallet like cash.", //TODO: please translate
+ "singletip3": "<b>Add funds</b> to this wallet by instructing others to send litecoins to your Litecoin address.", //TODO: please translate
+ "singletip4": "<b>Check your balance</b> by going to blockchain.info or blockexplorer.com and entering your Litecoin address.", //TODO: please translate
+ "singletip5": "<b>Spend your litecoins</b> by going to blockchain.info or mtgox.com and sweep the full balance of your private key into your account at their website. You can also spend your funds by downloading one of the popular litecoin p2p clients and importing your private key to the p2p client wallet. Keep in mind when you import your single key to a litecoin p2p client and spend funds your key will be bundled with other private keys in the p2p client wallet. When you perform a transaction your change will be sent to another litecoin address within the p2p client wallet. You must then backup the p2p client wallet and keep it safe as your remaining litecoins will be stored there. Satoshi advised that one should never delete a wallet.", //TODO: please translate
+
+ // paper wallet html
+ "paperlabelhideart": "Απόκρυψη γραφικού;",
+ "paperlabeladdressesperpage": "Διευθύνσεις ανά σελίδα:",
+ "paperlabeladdressestogenerate": "Πλήθος διευθύνσεων:",
+ "papergenerate": "Δημιουργία",
+ "paperprint": "Εκτύπωση",
+ "paperlabelBIPpassphrase": "Passphrase:", //TODO: please translate
+ "paperlabelencrypt": "BIP38 Encrypt?", //TODO: please translate
+
+ // bulk wallet html
+ "bulklabelstartindex": "Ξεκίνημα δείκτη:",
+ "bulklabelrowstogenerate": "Πλήθος σειρών:",
+ "bulklabelcompressed": "Συμπιεσμένες διευθύνσεις;",
+ "bulkgenerate": "Δημιουργία",
+ "bulkprint": "Εκτύπωση",
+ "bulklabelcsv": "Τιμές που χωρίζονται με κόμμα (CSV):",
+ "bulklabelformat": "Δείκτης,Διεύθυνση,Προσωπικό Κλειδί (WIF)",
+ "bulklabelq1": "Γιατί να χρησιμοποιήσω Πολλαπλά Πορτοφόλια στην ιστοσελίδα μου;",
+ "bulka1": "Ο παραδοσιακός τρόπος για να δέχεστε litecoins στην ιστοσελίδα σας, απαιτεί την εγκατάσταση και λειτουργία του επίσημου δαίμονα πελάτη litecoin (\"litecoind\"). Αρκετά πακέτα φιλοξενίας δεν υποστηρίζουν την εγκατάστασή του. Επιπλέον, η εκτέλεση του πελάτη litecoin στον web server σας συνεπάγεται και τη φιλοξενία των προσωπικών σας κλειδιών στον ίδιο server, τα οποία μπορεί να υποκλαπούν αν ο server πέσει θύμα επίθεσης. Χρησιμοποιώντας τα Πολλαπλά Πορτοφόλια, ανεβάζετε στον server σας μόνο τις διευθύνσεις Litecoin κι όχι τα προσωπικά κλειδιά. Με αυτό τον τρόπο δεν χρειάζεται να ανησυχείτε μήπως υποκλαπεί το πορτοφόλι σας.",
+ "bulklabelq2": "Πως χρησιμοποιώ τα Πολλαπλά Πορτοφόλια για να δέχομαι litecoins στην ιστοσελίδα μου;",
+ "bulklabela2li1": "Χρησιμοποιήστε την καρτέλα Πολλαπλά Πορτοφόλια για να δημιουργήσετε έναν μεγάλο αριθμό διευθύνσεων Litecoin (10.000+). Αντιγράψτε κι επικολλήστε τη λίστα των χωρισμένων με κόμμα τιμών (CSV) που δημιουργήθηκαν, σε ένα ασφαλές αρχείο στον υπολογιστή σας. Αντιγράψτε το αρχείο που δημιουργήσατε σε μια ασφαλή τοποθεσία.",
+ "bulklabela2li2": "Εισάγετε τις διευθύνσεις Litecoin σε έναν πίνακα βάσης δεδομένων στον web server σας. (Μην αντιγράψετε τα προσωπικά κλειδιά ή το πορτοφόλι στον web server γιατί διακινδυνεύετε να σας τα κλέψουν. Μόνο τις διευθύνσεις Litecoin που θα εμφανίζονται στους πελάτες.)",
+ "bulklabela2li3": "Παρέχετε στο καλάθι αγορών σας μια επιλογή για πληρωμή σε Litecoin. Όταν ο πελάτης επιλέγει να πληρώσει με Litecoin, θα εμφανίσετε σε αυτόν μια από τις διευθύνσεις από τη βάση δεδομένων, ως την «προσωπική του διεύθυνση πληρωμής» την οποία θα αποθηκεύσετε μαζί με την εντολή αγοράς.",
+ "bulklabela2li4": "Τώρα χρειάζεται να ειδοποιηθείτε μόλις γίνει η πληρωμή. Ψάξτε στο Google για «litecoin payment notification» κι εγγραφείτε σε τουλάχιστο μία υπηρεσία ειδοποίησης πληρωμής. Υπάρχουν διάφορες υπηρεσίες που θα σας ειδοποιήσουν με Web υπηρεσίες, API, SMS, Email, κλπ. Όταν λάβετε την ειδοποίηση, η οποία μπορεί να αυτοματοποιηθεί προγραμματιστικά, εκτελείτε την εντολή του πελάτη. Για να ελέγξετε χειροκίνητα την πληρωμή μπορείτε να χρησιμοποιήσετε τον Block Explorer. Αντικαταστήστε το THEADDRESSGOESHERE με τη Litecoin διεύθυνσή σας. Η επιβεβαίωση της πληρωμής ενδέχεται να διαρκέσει από δέκα λεπτά έως μία ώρα.<br />http://www.blockexplorer.com/address/THEADDRESSGOESHERE<br /><br />Μπορείτε να δείτε τις συναλλαγές που δεν έχουν επιβεβαιωθεί στο: http://blockchain.info/ <br />Θα πρέπει να δείτε τη συναλλαγή εκεί εντός 30 δευτερολέπτων.",
+ "bulklabela2li5": "Τα Litecoins θα συσσωρεύονται με ασφάλεια στην αλυσίδα των μπλοκ. Χρησιμοποιήστε το αρχικό πορτοφόλι που δημιουργήσατε στο βήμα 1 για να τα ξοδέψετε.",
+
+ // brain wallet html
+ "brainlabelenterpassphrase": "Εισάγετε κωδικό: ",
+ "brainlabelshow": "Εμφάνιση;",
+ "brainprint": "Εκτύπωση",
+ "brainlabelconfirm": "Επιβεβαιώστε τον κωδικό: ",
+ "brainview": "Δημιουργία",
+ "brainalgorithm": "Αλγόριθμος: SHA256(κωδικός)",
+ "brainlabelbitcoinaddress": "Διεύθυνση Litecoin:",
+ "brainlabelprivatekey": "Προσωπικό Κλειδί (Μορφή εισαγωγής σε πορτοφόλι):",
+
+ // vanity wallet html
+ "vanitylabelstep1": "Βήμα 1 - Δημιουργήστε το «Ζεύγος κλειδιών του Βήματος 1»",
+ "vanitynewkeypair": "Δημιουργία",
+ "vanitylabelstep1publickey": "Βήμα 1 Δημόσιο Κλειδί:",
+ "vanitylabelstep1pubnotes": "Αντιγράψτε κι επικολλήστε το παραπάνω στο πεδίο Your-Part-Public-Key στην ιστοσελίδα του Vanity Pool.",
+ "vanitylabelstep1privatekey": "Step 1 Προσωπικό Κλειδί:",
+ "vanitylabelstep1privnotes": "Αντιγράψτε κι επικολλήστε το παραπάνω Προσωπικό Κλειδί σε ένα αρχείο κειμένου. Ιδανικά, αποθηκεύστε το σε έναν κρυπτογραφημένο δίσκο. Θα το χρειαστείτε για να ανακτήσετε το Litecoin Προσωπικό Κλειδί όταν βρεθεί το πρόθεμά σας από το Vanity Pool.",
+ "vanitylabelstep2calculateyourvanitywallet": "Βήμα 2 - Υπολογίστε το Vanity Πορτοφόλι σας.",
+ "vanitylabelenteryourpart": "Εισάγετε το Προσωπικό Κλειδί που δημιουργήσατε στο Βήμα 1 κι αποθηκεύσατε:",
+ "vanitylabelenteryourpoolpart": "Εισάγετε το Προσωπικό Κλειδί από το Vanity Pool:",
+ "vanitylabelnote1": "[ΣΗΜΕΙΩΣΗ: Το πεδίο αυτό μπορεί να δεχθεί είτε ένα Δημόσιο είτε ένα Προσωπικό Κλειδί.]",
+ "vanitylabelnote2": "[ΣΗΜΕΙΩΣΗ: Το πεδίο αυτό μπορεί να δεχθεί είτε ένα Δημόσιο είτε ένα Προσωπικό Κλειδί.]",
+ "vanitylabelradioadd": "Πρόσθεσε",
+ "vanitylabelradiomultiply": "Πολλαπλασίασε",
+ "vanitycalc": "Υπολογισμός του Πορτοφολιού Vanity",
+ "vanitylabelbitcoinaddress": "Vanity Διεύθυνση Litecoin:",
+ "vanitylabelnotesbitcoinaddress": "Παραπάνω είναι η διεύθυνσή σας που θα πρέπει να περιλαμβάνει το επιθυμητό πρόθεμα.",
+ "vanitylabelpublickeyhex": "Vanity Δημόσιο Κλειδί (HEX):",
+ "vanitylabelnotespublickeyhex": "Παραπάνω είναι το Δημόσιο Κλειδί σε δεκαεξαδική μορφή. ",
+ "vanitylabelprivatekey": "Vanity Προσωπικό Κλειδί (WIF):",
+ "vanitylabelnotesprivatekey": "Παραπάνω είναι το Προσωπικό Κλειδί που θα φορτώσετε στο Πορτοφόλι σας. ",
+
+ // detail wallet html
+ "detaillabelenterprivatekey": "Εισάγετε το Προσωπικό Κλειδί (οποιαδήποτε μορφή)",
+ "detailview": "Προβολή λεπτομερειών",
+ "detailprint": "Εκτύπωση",
+ "detaillabelnote1": "Το Litecoin Προσωπικό Κλειδί είναι ένας μοναδικός και μυστικός αριθμός που μόνο εσείς πρέπει να γνωρίζετε, ο οποίος μπορεί να κωδικοποιηθεί σε πολλές διαφορετικές μορφές. Εμφανίζουμε παρακάτω τη διεύθυνση Litecoin και το Δημόσιο Κλειδί, μαζί με το Προσωπικό Κλειδί, στις πιο δημοφιλείς μορφές (WIF, HEX, B64, MINI).",
+ "detaillabelnote2": "Το Litecoin v0.6+ αποθηκεύει τα Προσωπικά Κλειδιά σε συμπιεσμένη μορφή. Το πρόγραμμα υποστηρίζει επίσης εισαγωγή κι εξαγωγή των Προσωπικών Κλειδιών με τις εντολές importprivkey/dumpprivkey. Η μορφή του εξαγόμενου Προσωπικού Κλειδιού προσδιορίζεται από το αν η διεύθυνση δημιουργήθηκε σε ένα παλιό ή νέο πορτοφόλι.",
+ "detaillabelbitcoinaddress": "Διεύθυνση Litecoin:",
+ "detaillabelbitcoinaddresscomp": "Συμπιεσμένη Διεύθυνση Litecoin:",
+ "detaillabelpublickey": "Δημόσιο Κλειδί (130 χαρακτήρες [0-9A-F]):",
+ "detaillabelpublickeycomp": "Δημόσιο Κλειδί (Συμπιεσμένο, 66 χαρακτήρες [0-9A-F]):",
+ "detaillabelprivwif": "Προσωπικό Κλειδί WIF<br />51 χαρακτήρες base58, ξεκινάει με",
+ "detaillabelprivwifcomp": "Προσωπικό Κλειδί WIF<br />Συμπιεσμένο, 52 χαρακτήρες base58, ξεκινάει με",
+ "detaillabelprivhex": "Προσωπικό Κλειδί Δεκαεξαδική Μορφή (64 χαρακτήρες [0-9A-F]):",
+ "detaillabelprivb64": "Προσωπικό Κλειδί Base64 (44 χαρακτήρες):",
+ "detaillabelprivmini": "Προσωπικό Κλειδί Μορφή Mini (22, 26 ή 30 χαρακτήρες, ξεκινάει με 'S'):",
+ "detaillabelpassphrase": "BIP38 Κωδικός",
+ "detaildecrypt": "Αποκωδικοποίηση BIP38"
+ }
+
+ }
+};
+
+ninja.translator.showEnglishJson = function () {
+ var english = ninja.translator.translations["en"];
+ var spanish = ninja.translator.translations["es"];
+ var spanishClone = {};
+ for (var key in spanish) {
+ spanishClone[key] = spanish[key];
+ }
+ var newLang = {};
+ for (var key in english) {
+ newLang[key] = english[key];
+ delete spanishClone[key];
+ }
+ for (var key in spanishClone) {
+ if (document.getElementById(key)) {
+ if (document.getElementById(key).value) {
+ newLang[key] = document.getElementById(key).value;
+ }
+ else {
+ newLang[key] = document.getElementById(key).innerHTML;
+ }
+ }
+ }
+ var div = document.createElement("div");
+ div.setAttribute("class", "englishjson");
+ div.innerHTML = "<h3>English Json</h3>";
+ var elem = document.createElement("textarea");
+ elem.setAttribute("rows", "15");
+ elem.setAttribute("cols", "110");
+ elem.setAttribute("wrap", "off");
+ var langJson = "{\n";
+ for (var key in newLang) {
+ langJson += "\t\"" + key + "\"" + ": " + "\"" + newLang[key].replace(/\"/g, "\\\"").replace(/\n/g, "\\n") + "\",\n";
+ }
+ langJson = langJson.substr(0, langJson.length - 2);
+ langJson += "\n}\n";
+ elem.innerHTML = langJson;
+ div.appendChild(elem);
+ document.body.appendChild(div);
+};
+
+ </script>
+ <script type="text/javascript">
+ninja.wallets.singlewallet = {
+ open: function () {
+ if (document.getElementById("btcaddress").innerHTML == "") {
+ ninja.wallets.singlewallet.generateNewAddressAndKey();
+ }
+ document.getElementById("singlearea").style.display = "block";
+ },
+
+ close: function () {
+ document.getElementById("singlearea").style.display = "none";
+ },
+
+ // generate bitcoin address and private key and update information in the HTML
+ generateNewAddressAndKey: function () {
+ try {
+ var key = new Bitcoin.ECKey(false);
+ var bitcoinAddress = key.getBitcoinAddress();
+ var privateKeyWif = key.getBitcoinWalletImportFormat();
+ document.getElementById("btcaddress").innerHTML = bitcoinAddress;
+ document.getElementById("btcprivwif").innerHTML = privateKeyWif;
+ var keyValuePair = {
+ "qrcode_public": bitcoinAddress,
+ "qrcode_private": privateKeyWif
+ };
+ ninja.qrCode.showQrCode(keyValuePair, 4);
+ }
+ catch (e) {
+ // browser does not have sufficient JavaScript support to generate a bitcoin address
+ alert(e);
+ document.getElementById("btcaddress").innerHTML = "error";
+ document.getElementById("btcprivwif").innerHTML = "error";
+ document.getElementById("qrcode_public").innerHTML = "";
+ document.getElementById("qrcode_private").innerHTML = "";
+ }
+ }
+};
+ </script>
+ <script type="text/javascript">
+ninja.wallets.paperwallet = {
+ open: function () {
+ document.getElementById("main").setAttribute("class", "paper"); // add 'paper' class to main div
+ var paperArea = document.getElementById("paperarea");
+ paperArea.style.display = "block";
+ var perPageLimitElement = document.getElementById("paperlimitperpage");
+ var limitElement = document.getElementById("paperlimit");
+ var pageBreakAt = (ninja.wallets.paperwallet.useArtisticWallet) ? ninja.wallets.paperwallet.pageBreakAtArtisticDefault : ninja.wallets.paperwallet.pageBreakAtDefault;
+ if (perPageLimitElement && perPageLimitElement.value < 1) {
+ perPageLimitElement.value = pageBreakAt;
+ }
+ if (limitElement && limitElement.value < 1) {
+ limitElement.value = pageBreakAt;
+ }
+ if (document.getElementById("paperkeyarea").innerHTML == "") {
+ document.getElementById("paperpassphrase").disabled = true;
+ document.getElementById("paperencrypt").checked = false;
+ ninja.wallets.paperwallet.encrypt = false;
+ ninja.wallets.paperwallet.build(pageBreakAt, pageBreakAt, !document.getElementById('paperart').checked, document.getElementById('paperpassphrase').value);
+ }
+ },
+
+ close: function () {
+ document.getElementById("paperarea").style.display = "none";
+ document.getElementById("main").setAttribute("class", ""); // remove 'paper' class from main div
+ },
+
+ remaining: null, // use to keep track of how many addresses are left to process when building the paper wallet
+ count: 0,
+ pageBreakAtDefault: 7,
+ pageBreakAtArtisticDefault: 3,
+ useArtisticWallet: true,
+ pageBreakAt: null,
+
+ build: function (numWallets, pageBreakAt, useArtisticWallet, passphrase) {
+ if (numWallets < 1) numWallets = 1;
+ if (pageBreakAt < 1) pageBreakAt = 1;
+ ninja.wallets.paperwallet.remaining = numWallets;
+ ninja.wallets.paperwallet.count = 0;
+ ninja.wallets.paperwallet.useArtisticWallet = useArtisticWallet;
+ ninja.wallets.paperwallet.pageBreakAt = pageBreakAt;
+ document.getElementById("paperkeyarea").innerHTML = "";
+ if (ninja.wallets.paperwallet.encrypt) {
+ document.getElementById("busyblock").className = "busy";
+ ninja.privateKey.BIP38GenerateIntermediatePointAsync(passphrase, null, null, function (intermediate) {
+ ninja.wallets.paperwallet.intermediatePoint = intermediate;
+ document.getElementById("busyblock").className = "";
+ setTimeout(ninja.wallets.paperwallet.batch, 0);
+ });
+ }
+ else {
+ setTimeout(ninja.wallets.paperwallet.batch, 0);
+ }
+ },
+
+ batch: function () {
+ if (ninja.wallets.paperwallet.remaining > 0) {
+ var paperArea = document.getElementById("paperkeyarea");
+ ninja.wallets.paperwallet.count++;
+ var i = ninja.wallets.paperwallet.count;
+ var pageBreakAt = ninja.wallets.paperwallet.pageBreakAt;
+ var div = document.createElement("div");
+ div.setAttribute("id", "keyarea" + i);
+ if (ninja.wallets.paperwallet.useArtisticWallet) {
+ div.innerHTML = ninja.wallets.paperwallet.templateArtisticHtml(i);
+ div.setAttribute("class", "keyarea art");
+ }
+ else {
+ div.innerHTML = ninja.wallets.paperwallet.templateHtml(i);
+ div.setAttribute("class", "keyarea");
+ }
+ if (paperArea.innerHTML != "") {
+ // page break
+ if ((i - 1) % pageBreakAt == 0 && i >= pageBreakAt) {
+ var pBreak = document.createElement("div");
+ pBreak.setAttribute("class", "pagebreak");
+ document.getElementById("paperkeyarea").appendChild(pBreak);
+ div.style.pageBreakBefore = "always";
+ if (!ninja.wallets.paperwallet.useArtisticWallet) {
+ div.style.borderTop = "2px solid green";
+ }
+ }
+ }
+ document.getElementById("paperkeyarea").appendChild(div);
+ ninja.wallets.paperwallet.generateNewWallet(i);
+ ninja.wallets.paperwallet.remaining--;
+ setTimeout(ninja.wallets.paperwallet.batch, 0);
+ }
+ },
+
+ // generate bitcoin address, private key, QR Code and update information in the HTML
+ // idPostFix: 1, 2, 3, etc.
+ generateNewWallet: function (idPostFix) {
+ if (ninja.wallets.paperwallet.encrypt) {
+ ninja.privateKey.BIP38GenerateECAddressAsync(ninja.wallets.paperwallet.intermediatePoint, false, function (address, encryptedKey) {
+ if (ninja.wallets.paperwallet.useArtisticWallet) {
+ ninja.wallets.paperwallet.showArtisticWallet(idPostFix, address, encryptedKey);
+ }
+ else {
+ ninja.wallets.paperwallet.showWallet(idPostFix, address, encryptedKey);
+ }
+ });
+ }
+ else {
+ var key = new Bitcoin.ECKey(false);
+ var bitcoinAddress = key.getBitcoinAddress();
+ var privateKeyWif = key.getBitcoinWalletImportFormat();
+ if (ninja.wallets.paperwallet.useArtisticWallet) {
+ ninja.wallets.paperwallet.showArtisticWallet(idPostFix, bitcoinAddress, privateKeyWif);
+ }
+ else {
+ ninja.wallets.paperwallet.showWallet(idPostFix, bitcoinAddress, privateKeyWif);
+ }
+ }
+ },
+
+ templateHtml: function (i) {
+ var privateKeyLabel = ninja.translator.get("paperlabelprivatekey");
+ if (ninja.wallets.paperwallet.encrypt) {
+ privateKeyLabel = ninja.translator.get("paperlabelencryptedkey");
+ }
+
+ var walletHtml =
+ "<div class='public'>" +
+ "<div id='qrcode_public" + i + "' class='qrcode_public'></div>" +
+ "<div class='pubaddress'>" +
+ "<span class='label'>" + ninja.translator.get("paperlabelbitcoinaddress") + "</span>" +
+ "<span class='output' id='btcaddress" + i + "'></span>" +
+ "</div>" +
+ "</div>" +
+ "<div class='private'>" +
+ "<div id='qrcode_private" + i + "' class='qrcode_private'></div>" +
+ "<div class='privwif'>" +
+ "<span class='label'>" + privateKeyLabel + "</span>" +
+ "<span class='output' id='btcprivwif" + i + "'></span>" +
+ "</div>" +
+ "</div>";
+ return walletHtml;
+ },
+
+ showWallet: function (idPostFix, bitcoinAddress, privateKey) {
+ document.getElementById("btcaddress" + idPostFix).innerHTML = bitcoinAddress;
+ document.getElementById("btcprivwif" + idPostFix).innerHTML = privateKey;
+ var keyValuePair = {};
+ keyValuePair["qrcode_public" + idPostFix] = bitcoinAddress;
+ keyValuePair["qrcode_private" + idPostFix] = privateKey;
+ ninja.qrCode.showQrCode(keyValuePair);
+ document.getElementById("keyarea" + idPostFix).style.display = "block";
+ },
+
+ templateArtisticHtml: function (i) {
+ var keyelement = 'btcprivwif';
+ var image = 'data:image/png;base64,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';;
+ if (ninja.wallets.paperwallet.encrypt) {
+ keyelement = 'btcencryptedkey'
+ }
+
+ var walletHtml =
+ "<div class='artwallet' id='artwallet" + i + "'>" +
+ //"<iframe src='bitcoin-wallet-01.svg' id='papersvg" + i + "' class='papersvg' ></iframe>" +
+ "<img id='papersvg" + i + "' class='papersvg' src='" + image + "' />" +
+ "<div id='qrcode_public" + i + "' class='qrcode_public'></div>" +
+ "<div id='qrcode_private" + i + "' class='qrcode_private'></div>" +
+ "<div class='btcaddress' id='btcaddress" + i + "'></div>" +
+ "<div class='" + keyelement + "' id='" + keyelement + i + "'></div>" +
+ "</div>";
+ return walletHtml;
+ },
+
+ showArtisticWallet: function (idPostFix, bitcoinAddress, privateKey) {
+ var keyValuePair = {};
+ keyValuePair["qrcode_public" + idPostFix] = bitcoinAddress;
+ keyValuePair["qrcode_private" + idPostFix] = privateKey;
+ ninja.qrCode.showQrCode(keyValuePair, 2.5);
+ document.getElementById("btcaddress" + idPostFix).innerHTML = bitcoinAddress;
+
+ if (ninja.wallets.paperwallet.encrypt) {
+ var half = privateKey.length / 2;
+ document.getElementById("btcencryptedkey" + idPostFix).innerHTML = privateKey.slice(0, half) + '<br />' + privateKey.slice(half);
+ }
+ else {
+ document.getElementById("btcprivwif" + idPostFix).innerHTML = privateKey;
+ }
+
+ // CODE to modify SVG DOM elements
+ //var paperSvg = document.getElementById("papersvg" + idPostFix);
+ //if (paperSvg) {
+ // svgDoc = paperSvg.contentDocument;
+ // if (svgDoc) {
+ // var bitcoinAddressElement = svgDoc.getElementById("bitcoinaddress");
+ // var privateKeyElement = svgDoc.getElementById("privatekey");
+ // if (bitcoinAddressElement && privateKeyElement) {
+ // bitcoinAddressElement.textContent = bitcoinAddress;
+ // privateKeyElement.textContent = privateKeyWif;
+ // }
+ // }
+ //}
+ },
+
+ toggleArt: function (element) {
+ ninja.wallets.paperwallet.resetLimits();
+ },
+
+ toggleEncrypt: function (element) {
+ // enable/disable passphrase textbox
+ document.getElementById("paperpassphrase").disabled = !element.checked;
+ ninja.wallets.paperwallet.encrypt = element.checked;
+ ninja.wallets.paperwallet.resetLimits();
+ },
+
+ resetLimits: function () {
+ var hideArt = document.getElementById("paperart");
+ var paperEncrypt = document.getElementById("paperencrypt");
+ var limit;
+ var limitperpage;
+
+ document.getElementById("paperkeyarea").style.fontSize = "100%";
+ if (!hideArt.checked) {
+ limit = ninja.wallets.paperwallet.pageBreakAtArtisticDefault;
+ limitperpage = ninja.wallets.paperwallet.pageBreakAtArtisticDefault;
+ }
+ else if (hideArt.checked && paperEncrypt.checked) {
+ limit = ninja.wallets.paperwallet.pageBreakAtDefault;
+ limitperpage = ninja.wallets.paperwallet.pageBreakAtDefault;
+ // reduce font size
+ document.getElementById("paperkeyarea").style.fontSize = "95%";
+ }
+ else if (hideArt.checked && !paperEncrypt.checked) {
+ limit = ninja.wallets.paperwallet.pageBreakAtDefault;
+ limitperpage = ninja.wallets.paperwallet.pageBreakAtDefault;
+ }
+ document.getElementById("paperlimitperpage").value = limitperpage;
+ document.getElementById("paperlimit").value = limit;
+ }
+};
+ </script>
+ <script type="text/javascript">
+ninja.wallets.bulkwallet = {
+ open: function () {
+ document.getElementById("bulkarea").style.display = "block";
+ // show a default CSV list if the text area is empty
+ if (document.getElementById("bulktextarea").value == "") {
+ // return control of the thread to the browser to render the tab switch UI then build a default CSV list
+ setTimeout(function () { ninja.wallets.bulkwallet.buildCSV(3, 1, document.getElementById("bulkcompressed").checked); }, 200);
+ }
+ },
+
+ close: function () {
+ document.getElementById("bulkarea").style.display = "none";
+ },
+
+ // use this function to bulk generate addresses
+ // rowLimit: number of Bitcoin Addresses to generate
+ // startIndex: add this number to the row index for output purposes
+ // returns:
+ // index,bitcoinAddress,privateKeyWif
+ buildCSV: function (rowLimit, startIndex, compressedAddrs) {
+ var bulkWallet = ninja.wallets.bulkwallet;
+ document.getElementById("bulktextarea").value = ninja.translator.get("bulkgeneratingaddresses") + rowLimit;
+ bulkWallet.csv = [];
+ bulkWallet.csvRowLimit = rowLimit;
+ bulkWallet.csvRowsRemaining = rowLimit;
+ bulkWallet.csvStartIndex = --startIndex;
+ bulkWallet.compressedAddrs = !!compressedAddrs;
+ setTimeout(bulkWallet.batchCSV, 0);
+ },
+
+ csv: [],
+ csvRowsRemaining: null, // use to keep track of how many rows are left to process when building a large CSV array
+ csvRowLimit: 0,
+ csvStartIndex: 0,
+
+ batchCSV: function () {
+ var bulkWallet = ninja.wallets.bulkwallet;
+ if (bulkWallet.csvRowsRemaining > 0) {
+ bulkWallet.csvRowsRemaining--;
+ var key = new Bitcoin.ECKey(false);
+ key.setCompressed(bulkWallet.compressedAddrs);
+
+ bulkWallet.csv.push((bulkWallet.csvRowLimit - bulkWallet.csvRowsRemaining + bulkWallet.csvStartIndex)
+ + ",\"" + key.getBitcoinAddress() + "\",\"" + key.toString("wif")
+ //+ "\",\"" + key.toString("wifcomp") // uncomment these lines to add different private key formats to the CSV
+ //+ "\",\"" + key.getBitcoinHexFormat()
+ //+ "\",\"" + key.toString("base64")
+ + "\"");
+
+ document.getElementById("bulktextarea").value = ninja.translator.get("bulkgeneratingaddresses") + bulkWallet.csvRowsRemaining;
+
+ // release thread to browser to render UI
+ setTimeout(bulkWallet.batchCSV, 0);
+ }
+ // processing is finished so put CSV in text area
+ else if (bulkWallet.csvRowsRemaining === 0) {
+ document.getElementById("bulktextarea").value = bulkWallet.csv.join("\n");
+ }
+ },
+
+ openCloseFaq: function (faqNum) {
+ // do close
+ if (document.getElementById("bulka" + faqNum).style.display == "block") {
+ document.getElementById("bulka" + faqNum).style.display = "none";
+ document.getElementById("bulke" + faqNum).setAttribute("class", "more");
+ }
+ // do open
+ else {
+ document.getElementById("bulka" + faqNum).style.display = "block";
+ document.getElementById("bulke" + faqNum).setAttribute("class", "less");
+ }
+ }
+};
+ </script>
+ <script type="text/javascript">
+ninja.wallets.brainwallet = {
+ open: function () {
+ document.getElementById("brainarea").style.display = "block";
+ document.getElementById("brainpassphrase").focus();
+ document.getElementById("brainwarning").innerHTML = ninja.translator.get("brainalertpassphrasewarning");
+ },
+
+ close: function () {
+ document.getElementById("brainarea").style.display = "none";
+ },
+
+ minPassphraseLength: 15,
+
+ view: function () {
+ var key = document.getElementById("brainpassphrase").value.toString().replace(/^\s+|\s+$/g, ""); // trim white space
+ document.getElementById("brainpassphrase").value = key;
+ var keyConfirm = document.getElementById("brainpassphraseconfirm").value.toString().replace(/^\s+|\s+$/g, ""); // trim white space
+ document.getElementById("brainpassphraseconfirm").value = keyConfirm;
+
+ if (key == keyConfirm || document.getElementById("brainpassphraseshow").checked) {
+ // enforce a minimum passphrase length
+ if (key.length >= ninja.wallets.brainwallet.minPassphraseLength) {
+ var bytes = Crypto.SHA256(key, { asBytes: true });
+ var btcKey = new Bitcoin.ECKey(bytes);
+ var bitcoinAddress = btcKey.getBitcoinAddress();
+ var privWif = btcKey.getBitcoinWalletImportFormat();
+ document.getElementById("brainbtcaddress").innerHTML = bitcoinAddress;
+ document.getElementById("brainbtcprivwif").innerHTML = privWif;
+ ninja.qrCode.showQrCode({
+ "brainqrcodepublic": bitcoinAddress,
+ "brainqrcodeprivate": privWif
+ });
+ document.getElementById("brainkeyarea").style.visibility = "visible";
+ }
+ else {
+ alert(ninja.translator.get("brainalertpassphrasetooshort") + ninja.translator.get("brainalertpassphrasewarning"));
+ ninja.wallets.brainwallet.clear();
+ }
+ }
+ else {
+ alert(ninja.translator.get("brainalertpassphrasedoesnotmatch"));
+ ninja.wallets.brainwallet.clear();
+ }
+ },
+
+ clear: function () {
+ document.getElementById("brainkeyarea").style.visibility = "hidden";
+ },
+
+ showToggle: function (element) {
+ if (element.checked) {
+ document.getElementById("brainpassphrase").setAttribute("type", "text");
+ document.getElementById("brainpassphraseconfirm").style.visibility = "hidden";
+ document.getElementById("brainlabelconfirm").style.visibility = "hidden";
+ }
+ else {
+ document.getElementById("brainpassphrase").setAttribute("type", "password");
+ document.getElementById("brainpassphraseconfirm").style.visibility = "visible";
+ document.getElementById("brainlabelconfirm").style.visibility = "visible";
+ }
+ }
+};
+ </script>
+ <script type="text/javascript">
+ninja.wallets.vanitywallet = {
+ open: function () {
+ document.getElementById("vanityarea").style.display = "block";
+ },
+
+ close: function () {
+ document.getElementById("vanityarea").style.display = "none";
+ document.getElementById("vanitystep1area").style.display = "none";
+ document.getElementById("vanitystep2area").style.display = "none";
+ document.getElementById("vanitystep1icon").setAttribute("class", "more");
+ document.getElementById("vanitystep2icon").setAttribute("class", "more");
+ },
+
+ generateKeyPair: function () {
+ var key = new Bitcoin.ECKey(false);
+ var publicKey = key.getPubKeyHex();
+ var privateKey = key.getBitcoinHexFormat();
+ document.getElementById("vanitypubkey").innerHTML = publicKey;
+ document.getElementById("vanityprivatekey").innerHTML = privateKey;
+ document.getElementById("vanityarea").style.display = "block";
+ document.getElementById("vanitystep1area").style.display = "none";
+ },
+
+ addKeys: function () {
+ var privateKeyWif = ninja.translator.get("vanityinvalidinputcouldnotcombinekeys");
+ var bitcoinAddress = ninja.translator.get("vanityinvalidinputcouldnotcombinekeys");
+ var publicKeyHex = ninja.translator.get("vanityinvalidinputcouldnotcombinekeys");
+ try {
+ var input1KeyString = document.getElementById("vanityinput1").value;
+ var input2KeyString = document.getElementById("vanityinput2").value;
+
+ // both inputs are public keys
+ if (ninja.publicKey.isPublicKeyHexFormat(input1KeyString) && ninja.publicKey.isPublicKeyHexFormat(input2KeyString)) {
+ // add both public keys together
+ if (document.getElementById("vanityradioadd").checked) {
+ var pubKeyByteArray = ninja.publicKey.getByteArrayFromAdding(input1KeyString, input2KeyString);
+ if (pubKeyByteArray == null) {
+ alert(ninja.translator.get("vanityalertinvalidinputpublickeysmatch"));
+ }
+ else {
+ privateKeyWif = ninja.translator.get("vanityprivatekeyonlyavailable");
+ bitcoinAddress = ninja.publicKey.getBitcoinAddressFromByteArray(pubKeyByteArray);
+ publicKeyHex = ninja.publicKey.getHexFromByteArray(pubKeyByteArray);
+ }
+ }
+ else {
+ alert(ninja.translator.get("vanityalertinvalidinputcannotmultiple"));
+ }
+ }
+ // one public key and one private key
+ else if ((ninja.publicKey.isPublicKeyHexFormat(input1KeyString) && ninja.privateKey.isPrivateKey(input2KeyString))
+ || (ninja.publicKey.isPublicKeyHexFormat(input2KeyString) && ninja.privateKey.isPrivateKey(input1KeyString))
+ ) {
+ privateKeyWif = ninja.translator.get("vanityprivatekeyonlyavailable");
+ var pubKeyHex = (ninja.publicKey.isPublicKeyHexFormat(input1KeyString)) ? input1KeyString : input2KeyString;
+ var ecKey = (ninja.privateKey.isPrivateKey(input1KeyString)) ? new Bitcoin.ECKey(input1KeyString) : new Bitcoin.ECKey(input2KeyString);
+ // add
+ if (document.getElementById("vanityradioadd").checked) {
+ var pubKeyCombined = ninja.publicKey.getByteArrayFromAdding(pubKeyHex, ecKey.getPubKeyHex());
+ }
+ // multiply
+ else {
+ var pubKeyCombined = ninja.publicKey.getByteArrayFromMultiplying(pubKeyHex, ecKey);
+ }
+ if (pubKeyCombined == null) {
+ alert(ninja.translator.get("vanityalertinvalidinputpublickeysmatch"));
+ } else {
+ bitcoinAddress = ninja.publicKey.getBitcoinAddressFromByteArray(pubKeyCombined);
+ publicKeyHex = ninja.publicKey.getHexFromByteArray(pubKeyCombined);
+ }
+ }
+ // both inputs are private keys
+ else if (ninja.privateKey.isPrivateKey(input1KeyString) && ninja.privateKey.isPrivateKey(input2KeyString)) {
+ var combinedPrivateKey;
+ // add both private keys together
+ if (document.getElementById("vanityradioadd").checked) {
+ combinedPrivateKey = ninja.privateKey.getECKeyFromAdding(input1KeyString, input2KeyString);
+ }
+ // multiply both private keys together
+ else {
+ combinedPrivateKey = ninja.privateKey.getECKeyFromMultiplying(input1KeyString, input2KeyString);
+ }
+ if (combinedPrivateKey == null) {
+ alert(ninja.translator.get("vanityalertinvalidinputprivatekeysmatch"));
+ }
+ else {
+ bitcoinAddress = combinedPrivateKey.getBitcoinAddress();
+ privateKeyWif = combinedPrivateKey.getBitcoinWalletImportFormat();
+ publicKeyHex = combinedPrivateKey.getPubKeyHex();
+ }
+ }
+ } catch (e) {
+ alert(e);
+ }
+ document.getElementById("vanityprivatekeywif").innerHTML = privateKeyWif;
+ document.getElementById("vanityaddress").innerHTML = bitcoinAddress;
+ document.getElementById("vanitypublickeyhex").innerHTML = publicKeyHex;
+ document.getElementById("vanitystep2area").style.display = "block";
+ document.getElementById("vanitystep2icon").setAttribute("class", "less");
+ },
+
+ openCloseStep: function (num) {
+ // do close
+ if (document.getElementById("vanitystep" + num + "area").style.display == "block") {
+ document.getElementById("vanitystep" + num + "area").style.display = "none";
+ document.getElementById("vanitystep" + num + "icon").setAttribute("class", "more");
+ }
+ // do open
+ else {
+ document.getElementById("vanitystep" + num + "area").style.display = "block";
+ document.getElementById("vanitystep" + num + "icon").setAttribute("class", "less");
+ }
+ }
+};
+ </script>
+ <script type="text/javascript">
+ninja.wallets.detailwallet = {
+ open: function () {
+ document.getElementById("detailarea").style.display = "block";
+ document.getElementById("detailprivkey").focus();
+ },
+
+ close: function () {
+ document.getElementById("detailarea").style.display = "none";
+ },
+
+ viewDetails: function () {
+ var bip38 = false;
+ var key = document.getElementById("detailprivkey").value.toString().replace(/^\s+|\s+$/g, ""); // trim white space
+ if (key == "") {
+ ninja.wallets.detailwallet.clear();
+ return;
+ }
+ document.getElementById("detailprivkey").value = key;
+ if (Bitcoin.ECKey.isMiniFormat(key)) {
+ // show Private Key Mini Format
+ document.getElementById("detailprivmini").innerHTML = key;
+ document.getElementById("detailmini").style.display = "block";
+ document.getElementById("detailbip38commands").style.display = "none";
+ }
+ else if (ninja.privateKey.isBIP38Format(key)) {
+ if (document.getElementById("detailbip38commands").style.display != "block") {
+ document.getElementById("detailbip38commands").style.display = "block";
+ document.getElementById("detailprivkeypassphrase").focus();
+ return;
+ }
+ else {
+ bip38 = true;
+ }
+ }
+ else {
+ // hide Private Key Mini Format
+ document.getElementById("detailmini").style.display = "none";
+ document.getElementById("detailbip38commands").style.display = "none";
+ }
+
+ if (bip38) {
+ var passphrase = document.getElementById("detailprivkeypassphrase").value.toString().replace(/^\s+|\s+$/g, ""); // trim white space
+ if (passphrase == "") {
+ alert(ninja.translator.get("bip38alertpassphraserequired"));
+ return;
+ }
+ ninja.privateKey.BIP38EncryptedKeyToByteArrayAsync(key, passphrase, function (btcKeyOrError) {
+ document.getElementById("busyblock").className = "";
+ if (btcKeyOrError.message) {
+ alert(btcKeyOrError.message);
+ ninja.wallets.detailwallet.clear();
+ } else {
+ ninja.wallets.detailwallet.populateKeyDetails(new Bitcoin.ECKey(btcKeyOrError));
+ }
+ });
+ document.getElementById("busyblock").className = "busy";
+ }
+ else {
+ var btcKey = new Bitcoin.ECKey(key);
+ if (btcKey.priv == null) {
+ // enforce a minimum passphrase length
+ if (key.length >= ninja.wallets.brainwallet.minPassphraseLength) {
+ // Deterministic Wallet confirm box to ask if user wants to SHA256 the input to get a private key
+ var usePassphrase = confirm(ninja.translator.get("detailconfirmsha256"));
+ if (usePassphrase) {
+ var bytes = Crypto.SHA256(key, { asBytes: true });
+ var btcKey = new Bitcoin.ECKey(bytes);
+ }
+ else {
+ ninja.wallets.detailwallet.clear();
+ }
+ }
+ else {
+ alert(ninja.translator.get("detailalertnotvalidprivatekey"));
+ ninja.wallets.detailwallet.clear();
+ }
+ }
+ ninja.wallets.detailwallet.populateKeyDetails(btcKey);
+ }
+ },
+
+ populateKeyDetails: function (btcKey) {
+ if (btcKey.priv != null) {
+ btcKey.setCompressed(false);
+ document.getElementById("detailprivhex").innerHTML = btcKey.toString().toUpperCase();
+ document.getElementById("detailprivb64").innerHTML = btcKey.toString("base64");
+ var bitcoinAddress = btcKey.getBitcoinAddress();
+ var wif = btcKey.getBitcoinWalletImportFormat();
+ document.getElementById("detailpubkey").innerHTML = btcKey.getPubKeyHex();
+ document.getElementById("detailaddress").innerHTML = bitcoinAddress;
+ document.getElementById("detailprivwif").innerHTML = wif;
+ btcKey.setCompressed(true);
+ var bitcoinAddressComp = btcKey.getBitcoinAddress();
+ var wifComp = btcKey.getBitcoinWalletImportFormat();
+ document.getElementById("detailpubkeycomp").innerHTML = btcKey.getPubKeyHex();
+ document.getElementById("detailaddresscomp").innerHTML = bitcoinAddressComp;
+ document.getElementById("detailprivwifcomp").innerHTML = wifComp;
+
+ ninja.qrCode.showQrCode({
+ "detailqrcodepublic": bitcoinAddress,
+ "detailqrcodepubliccomp": bitcoinAddressComp,
+ "detailqrcodeprivate": wif,
+ "detailqrcodeprivatecomp": wifComp
+ }, 4);
+ }
+ },
+
+ clear: function () {
+ document.getElementById("detailpubkey").innerHTML = "";
+ document.getElementById("detailpubkeycomp").innerHTML = "";
+ document.getElementById("detailaddress").innerHTML = "";
+ document.getElementById("detailaddresscomp").innerHTML = "";
+ document.getElementById("detailprivwif").innerHTML = "";
+ document.getElementById("detailprivwifcomp").innerHTML = "";
+ document.getElementById("detailprivhex").innerHTML = "";
+ document.getElementById("detailprivb64").innerHTML = "";
+ document.getElementById("detailprivmini").innerHTML = "";
+ document.getElementById("detailqrcodepublic").innerHTML = "";
+ document.getElementById("detailqrcodepubliccomp").innerHTML = "";
+ document.getElementById("detailqrcodeprivate").innerHTML = "";
+ document.getElementById("detailqrcodeprivatecomp").innerHTML = "";
+ document.getElementById("detailbip38commands").style.display = "none";
+ }
+};
+ </script>
+ <script type="text/javascript">
+(function (ninja) {
+ var ut = ninja.unitTests = {
+ runSynchronousTests: function () {
+ document.getElementById("busyblock").className = "busy";
+ var div = document.createElement("div");
+ div.setAttribute("class", "unittests");
+ div.setAttribute("id", "unittests");
+ var testResults = "";
+ var passCount = 0;
+ var testCount = 0;
+ for (var test in ut.synchronousTests) {
+ var exceptionMsg = "";
+ var resultBool = false;
+ try {
+ resultBool = ut.synchronousTests[test]();
+ } catch (ex) {
+ exceptionMsg = ex.toString();
+ resultBool = false;
+ }
+ if (resultBool == true) {
+ var passFailStr = "pass";
+ passCount++;
+ }
+ else {
+ var passFailStr = "<b>FAIL " + exceptionMsg + "</b>";
+ }
+ testCount++;
+ testResults += test + ": " + passFailStr + "<br/>";
+ }
+ testResults += passCount + " of " + testCount + " synchronous tests passed";
+ if (passCount < testCount) {
+ testResults += "<b>" + (testCount - passCount) + " unit test(s) failed</b>";
+ }
+ div.innerHTML = "<h3>Unit Tests</h3><div id=\"unittestresults\">" + testResults + "<br/><br/></div>";
+ document.body.appendChild(div);
+ document.getElementById("busyblock").className = "";
+
+ },
+
+ runAsynchronousTests: function () {
+ var div = document.createElement("div");
+ div.setAttribute("class", "unittests");
+ div.setAttribute("id", "asyncunittests");
+ div.innerHTML = "<h3>Async Unit Tests</h3><div id=\"asyncunittestresults\"></div><br/><br/><br/><br/>";
+ document.body.appendChild(div);
+
+ // run the asynchronous tests one after another so we don't crash the browser
+ ninja.foreachSerialized(ninja.unitTests.asynchronousTests, function (name, cb) {
+ document.getElementById("busyblock").className = "busy";
+ ninja.unitTests.asynchronousTests[name](cb);
+ }, function () {
+ document.getElementById("asyncunittestresults").innerHTML += "running of asynchronous unit tests complete!<br/>";
+ document.getElementById("busyblock").className = "";
+ });
+ },
+
+ synchronousTests: {
+ //ninja.publicKey tests
+ testIsPublicKeyHexFormat: function () {
+ var key = "0478982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB521F054FAD982AF4CC1933AFD1F1B563EA779A6AA6CCE36A30B947DD653E63E44";
+ var bool = ninja.publicKey.isPublicKeyHexFormat(key);
+ if (bool != true) {
+ return false;
+ }
+ return true;
+ },
+ testGetHexFromByteArray: function () {
+ var bytes = [4, 120, 152, 47, 64, 250, 12, 11, 122, 85, 113, 117, 131, 175, 201, 154, 78, 223, 211, 1, 162, 114, 157, 197, 155, 11, 142, 185, 225, 134, 146, 188, 181, 33, 240, 84, 250, 217, 130, 175, 76, 193, 147, 58, 253, 31, 27, 86, 62, 167, 121, 166, 170, 108, 206, 54, 163, 11, 148, 125, 214, 83, 230, 62, 68];
+ var key = ninja.publicKey.getHexFromByteArray(bytes);
+ if (key != "0478982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB521F054FAD982AF4CC1933AFD1F1B563EA779A6AA6CCE36A30B947DD653E63E44") {
+ return false;
+ }
+ return true;
+ },
+ testHexToBytes: function () {
+ var key = "0478982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB521F054FAD982AF4CC1933AFD1F1B563EA779A6AA6CCE36A30B947DD653E63E44";
+ var bytes = Crypto.util.hexToBytes(key);
+ if (bytes.toString() != "4,120,152,47,64,250,12,11,122,85,113,117,131,175,201,154,78,223,211,1,162,114,157,197,155,11,142,185,225,134,146,188,181,33,240,84,250,217,130,175,76,193,147,58,253,31,27,86,62,167,121,166,170,108,206,54,163,11,148,125,214,83,230,62,68") {
+ return false;
+ }
+ return true;
+ },
+ testGetBitcoinAddressFromByteArray: function () {
+ var bytes = [4, 120, 152, 47, 64, 250, 12, 11, 122, 85, 113, 117, 131, 175, 201, 154, 78, 223, 211, 1, 162, 114, 157, 197, 155, 11, 142, 185, 225, 134, 146, 188, 181, 33, 240, 84, 250, 217, 130, 175, 76, 193, 147, 58, 253, 31, 27, 86, 62, 167, 121, 166, 170, 108, 206, 54, 163, 11, 148, 125, 214, 83, 230, 62, 68];
+ var address = ninja.publicKey.getBitcoinAddressFromByteArray(bytes);
+ if (address != "1Cnz9ULjzBPYhDw1J8bpczDWCEXnC9HuU1") {
+ return false;
+ }
+ return true;
+ },
+ testGetByteArrayFromAdding: function () {
+ var key1 = "0478982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB521F054FAD982AF4CC1933AFD1F1B563EA779A6AA6CCE36A30B947DD653E63E44";
+ var key2 = "0419153E53FECAD7FF07FEC26F7DDEB1EDD66957711AA4554B8475F10AFBBCD81C0159DC0099AD54F733812892EB9A11A8C816A201B3BAF0D97117EBA2033C9AB2";
+ var bytes = ninja.publicKey.getByteArrayFromAdding(key1, key2);
+ if (bytes.toString() != "4,151,19,227,152,54,37,184,255,4,83,115,216,102,189,76,82,170,57,4,196,253,2,41,74,6,226,33,167,199,250,74,235,223,128,233,99,150,147,92,57,39,208,84,196,71,68,248,166,106,138,95,172,253,224,70,187,65,62,92,81,38,253,79,0") {
+ return false;
+ }
+ return true;
+ },
+ testGetByteArrayFromAddingCompressed: function () {
+ var key1 = "0278982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB5";
+ var key2 = "0219153E53FECAD7FF07FEC26F7DDEB1EDD66957711AA4554B8475F10AFBBCD81C";
+ var bytes = ninja.publicKey.getByteArrayFromAdding(key1, key2);
+ var hex = ninja.publicKey.getHexFromByteArray(bytes);
+ if (hex != "029713E3983625B8FF045373D866BD4C52AA3904C4FD02294A06E221A7C7FA4AEB") {
+ return false;
+ }
+ return true;
+ },
+ testGetByteArrayFromAddingUncompressedAndCompressed: function () {
+ var key1 = "0478982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB521F054FAD982AF4CC1933AFD1F1B563EA779A6AA6CCE36A30B947DD653E63E44";
+ var key2 = "0219153E53FECAD7FF07FEC26F7DDEB1EDD66957711AA4554B8475F10AFBBCD81C";
+ var bytes = ninja.publicKey.getByteArrayFromAdding(key1, key2);
+ if (bytes.toString() != "4,151,19,227,152,54,37,184,255,4,83,115,216,102,189,76,82,170,57,4,196,253,2,41,74,6,226,33,167,199,250,74,235,223,128,233,99,150,147,92,57,39,208,84,196,71,68,248,166,106,138,95,172,253,224,70,187,65,62,92,81,38,253,79,0") {
+ return false;
+ }
+ return true;
+ },
+ testGetByteArrayFromAddingShouldReturnNullWhenSameKey1: function () {
+ var key1 = "0478982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB521F054FAD982AF4CC1933AFD1F1B563EA779A6AA6CCE36A30B947DD653E63E44";
+ var key2 = "0478982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB521F054FAD982AF4CC1933AFD1F1B563EA779A6AA6CCE36A30B947DD653E63E44";
+ var bytes = ninja.publicKey.getByteArrayFromAdding(key1, key2);
+ if (bytes != null) {
+ return false;
+ }
+ return true;
+ },
+ testGetByteArrayFromAddingShouldReturnNullWhenSameKey2: function () {
+ var key1 = "0478982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB521F054FAD982AF4CC1933AFD1F1B563EA779A6AA6CCE36A30B947DD653E63E44";
+ var key2 = "0278982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB5";
+ var bytes = ninja.publicKey.getByteArrayFromAdding(key1, key2);
+ if (bytes != null) {
+ return false;
+ }
+ return true;
+ },
+ testGetByteArrayFromMultiplying: function () {
+ var key1 = "0478982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB521F054FAD982AF4CC1933AFD1F1B563EA779A6AA6CCE36A30B947DD653E63E44";
+ var key2 = "SQE6yipP5oW8RBaStWoB47xsRQ8pat";
+ var bytes = ninja.publicKey.getByteArrayFromMultiplying(key1, new Bitcoin.ECKey(key2));
+ if (bytes.toString() != "4,102,230,163,180,107,9,21,17,48,35,245,227,110,199,119,144,57,41,112,64,245,182,40,224,41,230,41,5,26,206,138,57,115,35,54,105,7,180,5,106,217,57,229,127,174,145,215,79,121,163,191,211,143,215,50,48,156,211,178,72,226,68,150,52") {
+ return false;
+ }
+ return true;
+ },
+ testGetByteArrayFromMultiplyingCompressedOutputsUncompressed: function () {
+ var key1 = "0278982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB5";
+ var key2 = "SQE6yipP5oW8RBaStWoB47xsRQ8pat";
+ var bytes = ninja.publicKey.getByteArrayFromMultiplying(key1, new Bitcoin.ECKey(key2));
+ if (bytes.toString() != "4,102,230,163,180,107,9,21,17,48,35,245,227,110,199,119,144,57,41,112,64,245,182,40,224,41,230,41,5,26,206,138,57,115,35,54,105,7,180,5,106,217,57,229,127,174,145,215,79,121,163,191,211,143,215,50,48,156,211,178,72,226,68,150,52") {
+ return false;
+ }
+ return true;
+ },
+ testGetByteArrayFromMultiplyingCompressedOutputsCompressed: function () {
+ var key1 = "0278982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB5";
+ var key2 = "L1n4cgNZAo2KwdUc15zzstvo1dcxpBw26NkrLqfDZtU9AEbPkLWu";
+ var ecKey = new Bitcoin.ECKey(key2);
+ var bytes = ninja.publicKey.getByteArrayFromMultiplying(key1, ecKey);
+ if (bytes.toString() != "2,102,230,163,180,107,9,21,17,48,35,245,227,110,199,119,144,57,41,112,64,245,182,40,224,41,230,41,5,26,206,138,57") {
+ return false;
+ }
+ return true;
+ },
+ testGetByteArrayFromMultiplyingShouldReturnNullWhenSameKey1: function () {
+ var key1 = "0478982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB521F054FAD982AF4CC1933AFD1F1B563EA779A6AA6CCE36A30B947DD653E63E44";
+ var key2 = "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb";
+ var bytes = ninja.publicKey.getByteArrayFromMultiplying(key1, new Bitcoin.ECKey(key2));
+ if (bytes != null) {
+ return false;
+ }
+ return true;
+ },
+ testGetByteArrayFromMultiplyingShouldReturnNullWhenSameKey2: function () {
+ var key1 = "0278982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB5";
+ var key2 = "KxbhchnQquYQ2dfSxz7rrEaQTCukF4uCV57TkamyTbLzjFWcdi3S";
+ var bytes = ninja.publicKey.getByteArrayFromMultiplying(key1, new Bitcoin.ECKey(key2));
+ if (bytes != null) {
+ return false;
+ }
+ return true;
+ },
+ // confirms multiplication is working and BigInteger was created correctly (Pub Key B vs Priv Key A)
+ testGetPubHexFromMultiplyingPrivAPubB: function () {
+ var keyPub = "04F04BF260DCCC46061B5868F60FE962C77B5379698658C98A93C3129F5F98938020F36EBBDE6F1BEAF98E5BD0E425747E68B0F2FB7A2A59EDE93F43C0D78156FF";
+ var keyPriv = "B1202A137E917536B3B4C5010C3FF5DDD4784917B3EEF21D3A3BF21B2E03310C";
+ var bytes = ninja.publicKey.getByteArrayFromMultiplying(keyPub, new Bitcoin.ECKey(keyPriv));
+ var pubHex = ninja.publicKey.getHexFromByteArray(bytes);
+ if (pubHex != "04C6732006AF4AE571C7758DF7A7FB9E3689DFCF8B53D8724D3A15517D8AB1B4DBBE0CB8BB1C4525F8A3001771FC7E801D3C5986A555E2E9441F1AD6D181356076") {
+ return false;
+ }
+ return true;
+ },
+ // confirms multiplication is working and BigInteger was created correctly (Pub Key A vs Priv Key B)
+ testGetPubHexFromMultiplyingPrivBPubA: function () {
+ var keyPub = "0429BF26C0AF7D31D608474CEBD49DA6E7C541B8FAD95404B897643476CE621CFD05E24F7AE8DE8033AADE5857DB837E0B704A31FDDFE574F6ECA879643A0D3709";
+ var keyPriv = "7DE52819F1553C2BFEDE6A2628B6FDDF03C2A07EB21CF77ACA6C2C3D252E1FD9";
+ var bytes = ninja.publicKey.getByteArrayFromMultiplying(keyPub, new Bitcoin.ECKey(keyPriv));
+ var pubHex = ninja.publicKey.getHexFromByteArray(bytes);
+ if (pubHex != "04C6732006AF4AE571C7758DF7A7FB9E3689DFCF8B53D8724D3A15517D8AB1B4DBBE0CB8BB1C4525F8A3001771FC7E801D3C5986A555E2E9441F1AD6D181356076") {
+ return false;
+ }
+ return true;
+ },
+
+ // Private Key tests
+ testBadKeyIsNotWif: function () {
+ return !(Bitcoin.ECKey.isWalletImportFormat("bad key"));
+ },
+ testBadKeyIsNotWifCompressed: function () {
+ return !(Bitcoin.ECKey.isCompressedWalletImportFormat("bad key"));
+ },
+ testBadKeyIsNotHex: function () {
+ return !(Bitcoin.ECKey.isHexFormat("bad key"));
+ },
+ testBadKeyIsNotBase64: function () {
+ return !(Bitcoin.ECKey.isBase64Format("bad key"));
+ },
+ testBadKeyIsNotMini: function () {
+ return !(Bitcoin.ECKey.isMiniFormat("bad key"));
+ },
+ testBadKeyReturnsNullPrivFromECKey: function () {
+ var key = "bad key";
+ var ecKey = new Bitcoin.ECKey(key);
+ if (ecKey.priv != null) {
+ return false;
+ }
+ return true;
+ },
+ testGetBitcoinPrivateKeyByteArray: function () {
+ var key = "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb";
+ var bytes = [41, 38, 101, 195, 135, 36, 24, 173, 241, 218, 127, 250, 58, 100, 111, 47, 6, 2, 36, 109, 166, 9, 138, 145, 210, 41, 195, 33, 80, 242, 113, 139];
+ var btcKey = new Bitcoin.ECKey(key);
+ if (btcKey.getBitcoinPrivateKeyByteArray().toString() != bytes.toString()) {
+ return false;
+ }
+ return true;
+ },
+ testECKeyDecodeWalletImportFormat: function () {
+ var key = "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb";
+ var bytes1 = [41, 38, 101, 195, 135, 36, 24, 173, 241, 218, 127, 250, 58, 100, 111, 47, 6, 2, 36, 109, 166, 9, 138, 145, 210, 41, 195, 33, 80, 242, 113, 139];
+ var bytes2 = Bitcoin.ECKey.decodeWalletImportFormat(key);
+ if (bytes1.toString() != bytes2.toString()) {
+ return false;
+ }
+ return true;
+ },
+ testECKeyDecodeCompressedWalletImportFormat: function () {
+ var key = "KxbhchnQquYQ2dfSxz7rrEaQTCukF4uCV57TkamyTbLzjFWcdi3S";
+ var bytes1 = [41, 38, 101, 195, 135, 36, 24, 173, 241, 218, 127, 250, 58, 100, 111, 47, 6, 2, 36, 109, 166, 9, 138, 145, 210, 41, 195, 33, 80, 242, 113, 139];
+ var bytes2 = Bitcoin.ECKey.decodeCompressedWalletImportFormat(key);
+ if (bytes1.toString() != bytes2.toString()) {
+ return false;
+ }
+ return true;
+ },
+ testWifToPubKeyHex: function () {
+ var key = "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb";
+ var btcKey = new Bitcoin.ECKey(key);
+ if (btcKey.getPubKeyHex() != "0478982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB521F054FAD982AF4CC1933AFD1F1B563EA779A6AA6CCE36A30B947DD653E63E44"
+ || btcKey.getPubPoint().compressed != false) {
+ return false;
+ }
+ return true;
+ },
+ testWifToPubKeyHexCompressed: function () {
+ var key = "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb";
+ var btcKey = new Bitcoin.ECKey(key);
+ btcKey.setCompressed(true);
+ if (btcKey.getPubKeyHex() != "0278982F40FA0C0B7A55717583AFC99A4EDFD301A2729DC59B0B8EB9E18692BCB5"
+ || btcKey.getPubPoint().compressed != true) {
+ return false;
+ }
+ return true;
+ },
+ testBase64ToECKey: function () {
+ var key = "KSZlw4ckGK3x2n/6OmRvLwYCJG2mCYqR0inDIVDycYs=";
+ var btcKey = new Bitcoin.ECKey(key);
+ if (btcKey.getBitcoinBase64Format() != "KSZlw4ckGK3x2n/6OmRvLwYCJG2mCYqR0inDIVDycYs=") {
+ return false;
+ }
+ return true;
+ },
+ testHexToECKey: function () {
+ var key = "292665C3872418ADF1DA7FFA3A646F2F0602246DA6098A91D229C32150F2718B";
+ var btcKey = new Bitcoin.ECKey(key);
+ if (btcKey.getBitcoinHexFormat() != "292665C3872418ADF1DA7FFA3A646F2F0602246DA6098A91D229C32150F2718B") {
+ return false;
+ }
+ return true;
+ },
+ testCompressedWifToECKey: function () {
+ var key = "KxbhchnQquYQ2dfSxz7rrEaQTCukF4uCV57TkamyTbLzjFWcdi3S";
+ var btcKey = new Bitcoin.ECKey(key);
+ if (btcKey.getBitcoinWalletImportFormat() != "KxbhchnQquYQ2dfSxz7rrEaQTCukF4uCV57TkamyTbLzjFWcdi3S"
+ || btcKey.getPubPoint().compressed != true) {
+ return false;
+ }
+ return true;
+ },
+ testWifToECKey: function () {
+ var key = "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb";
+ var btcKey = new Bitcoin.ECKey(key);
+ if (btcKey.getBitcoinWalletImportFormat() != "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb") {
+ return false;
+ }
+ return true;
+ },
+ testBrainToECKey: function () {
+ var key = "bitaddress.org unit test";
+ var bytes = Crypto.SHA256(key, { asBytes: true });
+ var btcKey = new Bitcoin.ECKey(bytes);
+ if (btcKey.getBitcoinWalletImportFormat() != "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb") {
+ return false;
+ }
+ return true;
+ },
+ testMini30CharsToECKey: function () {
+ var key = "SQE6yipP5oW8RBaStWoB47xsRQ8pat";
+ var btcKey = new Bitcoin.ECKey(key);
+ if (btcKey.getBitcoinWalletImportFormat() != "5JrBLQseeZdYw4jWEAHmNxGMr5fxh9NJU3fUwnv4khfKcg2rJVh") {
+ return false;
+ }
+ return true;
+ },
+ testGetECKeyFromAdding: function () {
+ var key1 = "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb";
+ var key2 = "SQE6yipP5oW8RBaStWoB47xsRQ8pat";
+ var ecKey = ninja.privateKey.getECKeyFromAdding(key1, key2);
+ if (ecKey.getBitcoinWalletImportFormat() != "5KAJTSqSjpsZ11KyEE3qu5PrJVjR4ZCbNxK3Nb1F637oe41m1c2") {
+ return false;
+ }
+ return true;
+ },
+ testGetECKeyFromAddingCompressed: function () {
+ var key1 = "KxbhchnQquYQ2dfSxz7rrEaQTCukF4uCV57TkamyTbLzjFWcdi3S";
+ var key2 = "L1n4cgNZAo2KwdUc15zzstvo1dcxpBw26NkrLqfDZtU9AEbPkLWu";
+ var ecKey = ninja.privateKey.getECKeyFromAdding(key1, key2);
+ if (ecKey.getBitcoinWalletImportFormat() != "L3A43j2pc2J8F2SjBNbYprPrcDpDCh8Aju8dUH65BEM2r7RFSLv4") {
+ return false;
+ }
+ return true;
+ },
+ testGetECKeyFromAddingUncompressedAndCompressed: function () {
+ var key1 = "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb";
+ var key2 = "L1n4cgNZAo2KwdUc15zzstvo1dcxpBw26NkrLqfDZtU9AEbPkLWu";
+ var ecKey = ninja.privateKey.getECKeyFromAdding(key1, key2);
+ if (ecKey.getBitcoinWalletImportFormat() != "5KAJTSqSjpsZ11KyEE3qu5PrJVjR4ZCbNxK3Nb1F637oe41m1c2") {
+ return false;
+ }
+ return true;
+ },
+ testGetECKeyFromAddingShouldReturnNullWhenSameKey1: function () {
+ var key1 = "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb";
+ var key2 = "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb";
+ var ecKey = ninja.privateKey.getECKeyFromAdding(key1, key2);
+ if (ecKey != null) {
+ return false;
+ }
+ return true;
+ },
+ testGetECKeyFromAddingShouldReturnNullWhenSameKey2: function () {
+ var key1 = "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb";
+ var key2 = "KxbhchnQquYQ2dfSxz7rrEaQTCukF4uCV57TkamyTbLzjFWcdi3S";
+ var ecKey = ninja.privateKey.getECKeyFromAdding(key1, key2);
+ if (ecKey != null) {
+ return false;
+ }
+ return true;
+ },
+ testGetECKeyFromMultiplying: function () {
+ var key1 = "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb";
+ var key2 = "SQE6yipP5oW8RBaStWoB47xsRQ8pat";
+ var ecKey = ninja.privateKey.getECKeyFromMultiplying(key1, key2);
+ if (ecKey.getBitcoinWalletImportFormat() != "5KetpZ5mCGagCeJnMmvo18n4iVrtPSqrpnW5RP92Gv2BQy7GPCk") {
+ return false;
+ }
+ return true;
+ },
+ testGetECKeyFromMultiplyingCompressed: function () {
+ var key1 = "KxbhchnQquYQ2dfSxz7rrEaQTCukF4uCV57TkamyTbLzjFWcdi3S";
+ var key2 = "L1n4cgNZAo2KwdUc15zzstvo1dcxpBw26NkrLqfDZtU9AEbPkLWu";
+ var ecKey = ninja.privateKey.getECKeyFromMultiplying(key1, key2);
+ if (ecKey.getBitcoinWalletImportFormat() != "L5LFitc24jme2PfVChJS3bKuQAPBp54euuqLWciQdF2CxnaU3M8t") {
+ return false;
+ }
+ return true;
+ },
+ testGetECKeyFromMultiplyingUncompressedAndCompressed: function () {
+ var key1 = "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb";
+ var key2 = "L1n4cgNZAo2KwdUc15zzstvo1dcxpBw26NkrLqfDZtU9AEbPkLWu";
+ var ecKey = ninja.privateKey.getECKeyFromMultiplying(key1, key2);
+ if (ecKey.getBitcoinWalletImportFormat() != "5KetpZ5mCGagCeJnMmvo18n4iVrtPSqrpnW5RP92Gv2BQy7GPCk") {
+ return false;
+ }
+ return true;
+ },
+ testGetECKeyFromMultiplyingShouldReturnNullWhenSameKey1: function () {
+ var key1 = "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb";
+ var key2 = "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb";
+ var ecKey = ninja.privateKey.getECKeyFromMultiplying(key1, key2);
+ if (ecKey != null) {
+ return false;
+ }
+ return true;
+ },
+ testGetECKeyFromMultiplyingShouldReturnNullWhenSameKey2: function () {
+ var key1 = "5J8QhiQtAiozKwyk3GCycAscg1tNaYhNdiiLey8vaDK8Bzm4znb";
+ var key2 = "KxbhchnQquYQ2dfSxz7rrEaQTCukF4uCV57TkamyTbLzjFWcdi3S";
+ var ecKey = ninja.privateKey.getECKeyFromMultiplying(key1, key2);
+ if (ecKey != null) {
+ return false;
+ }
+ return true;
+ },
+ testGetECKeyFromBase6Key: function () {
+ var base = 6;
+ var baseKey = "100531114202410255230521444145414341221420541210522412225005202300434134213212540304311321323051431";
+ var hexKey = "292665C3872418ADF1DA7FFA3A646F2F0602246DA6098A91D229C32150F2718B";
+ var bigInt = new BigInteger(baseKey, base);
+ var ecKey = new Bitcoin.ECKey(bigInt);
+ if (ecKey.getBitcoinHexFormat() != hexKey) {
+ return false;
+ }
+ return true;
+ },
+
+ // EllipticCurve tests
+ testDecodePointEqualsDecodeFrom: function () {
+ var key = "04F04BF260DCCC46061B5868F60FE962C77B5379698658C98A93C3129F5F98938020F36EBBDE6F1BEAF98E5BD0E425747E68B0F2FB7A2A59EDE93F43C0D78156FF";
+ var ecparams = EllipticCurve.getSECCurveByName("secp256k1");
+ var ecPoint1 = EllipticCurve.PointFp.decodeFrom(ecparams.getCurve(), Crypto.util.hexToBytes(key));
+ var ecPoint2 = ecparams.getCurve().decodePointHex(key);
+ if (!ecPoint1.equals(ecPoint2)) {
+ return false;
+ }
+ return true;
+ },
+ testDecodePointHexForCompressedPublicKey: function () {
+ var key = "03F04BF260DCCC46061B5868F60FE962C77B5379698658C98A93C3129F5F989380";
+ var pubHexUncompressed = ninja.publicKey.getDecompressedPubKeyHex(key);
+ if (pubHexUncompressed != "04F04BF260DCCC46061B5868F60FE962C77B5379698658C98A93C3129F5F98938020F36EBBDE6F1BEAF98E5BD0E425747E68B0F2FB7A2A59EDE93F43C0D78156FF") {
+ return false;
+ }
+ return true;
+ },
+ // old bugs
+ testBugWithLeadingZeroBytePublicKey: function () {
+ var key = "5Je7CkWTzgdo1RpwjYhwnVKxQXt8EPRq17WZFtWcq5umQdsDtTP";
+ var btcKey = new Bitcoin.ECKey(key);
+ if (btcKey.getBitcoinAddress() != "1M6dsMZUjFxjdwsyVk8nJytWcfr9tfUa9E") {
+ return false;
+ }
+ return true;
+ },
+ testBugWithLeadingZeroBytePrivateKey: function () {
+ var key = "0004d30da67214fa65a41a6493576944c7ea86713b14db437446c7a8df8e13da";
+ var btcKey = new Bitcoin.ECKey(key);
+ if (btcKey.getBitcoinAddress() != "1NAjZjF81YGfiJ3rTKc7jf1nmZ26KN7Gkn") {
+ return false;
+ }
+ return true;
+ }
+ },
+
+ asynchronousTests: {
+ //https://en.bitcoin.it/wiki/BIP_0038
+ testBip38: function (done) {
+ var tests = [
+ //No compression, no EC multiply
+ ["6PRVWUbkzzsbcVac2qwfssoUJAN1Xhrg6bNk8J7Nzm5H7kxEbn2Nh2ZoGg", "TestingOneTwoThree", "5KN7MzqK5wt2TP1fQCYyHBtDrXdJuXbUzm4A9rKAteGu3Qi5CVR"],
+ ["6PRNFFkZc2NZ6dJqFfhRoFNMR9Lnyj7dYGrzdgXXVMXcxoKTePPX1dWByq", "Satoshi", "5HtasZ6ofTHP6HCwTqTkLDuLQisYPah7aUnSKfC7h4hMUVw2gi5"],
+ //Compression, no EC multiply
+ ["6PYNKZ1EAgYgmQfmNVamxyXVWHzK5s6DGhwP4J5o44cvXdoY7sRzhtpUeo", "TestingOneTwoThree", "L44B5gGEpqEDRS9vVPz7QT35jcBG2r3CZwSwQ4fCewXAhAhqGVpP"],
+ ["6PYLtMnXvfG3oJde97zRyLYFZCYizPU5T3LwgdYJz1fRhh16bU7u6PPmY7", "Satoshi", "KwYgW8gcxj1JWJXhPSu4Fqwzfhp5Yfi42mdYmMa4XqK7NJxXUSK7"],
+ //EC multiply, no compression, no lot/sequence numbers
+ ["6PfQu77ygVyJLZjfvMLyhLMQbYnu5uguoJJ4kMCLqWwPEdfpwANVS76gTX", "TestingOneTwoThree", "5K4caxezwjGCGfnoPTZ8tMcJBLB7Jvyjv4xxeacadhq8nLisLR2"],
+ ["6PfLGnQs6VZnrNpmVKfjotbnQuaJK4KZoPFrAjx1JMJUa1Ft8gnf5WxfKd", "Satoshi", "5KJ51SgxWaAYR13zd9ReMhJpwrcX47xTJh2D3fGPG9CM8vkv5sH"],
+ //EC multiply, no compression, lot/sequence numbers
+ ["6PgNBNNzDkKdhkT6uJntUXwwzQV8Rr2tZcbkDcuC9DZRsS6AtHts4Ypo1j", "MOLON LABE", "5JLdxTtcTHcfYcmJsNVy1v2PMDx432JPoYcBTVVRHpPaxUrdtf8"],
+ ["6PgGWtx25kUg8QWvwuJAgorN6k9FbE25rv5dMRwu5SKMnfpfVe5mar2ngH", Crypto.charenc.UTF8.bytesToString([206, 156, 206, 159, 206, 155, 206, 169, 206, 157, 32, 206, 155, 206, 145, 206, 146, 206, 149])/*UTF-8 characters, encoded in source so they don't get corrupted*/, "5KMKKuUmAkiNbA3DazMQiLfDq47qs8MAEThm4yL8R2PhV1ov33D"]];
+
+ // running each test uses a lot of memory, which isn't freed
+ // immediately, so give the VM a little time to reclaim memory
+ function waitThenCall(callback) {
+ return function () { setTimeout(callback, 10000); }
+ }
+
+ var decryptTest = function (test, i, onComplete) {
+ ninja.privateKey.BIP38EncryptedKeyToByteArrayAsync(test[0], test[1], function (privBytes) {
+ if (privBytes.constructor == Error) {
+ document.getElementById("asyncunittestresults").innerHTML += "fail testDecryptBip38 #" + i + ", error: " + privBytes.message + "<br/>";
+ } else {
+ var btcKey = new Bitcoin.ECKey(privBytes);
+ var wif = !test[2].substr(0, 1).match(/[LK]/) ? btcKey.setCompressed(false).getBitcoinWalletImportFormat() : btcKey.setCompressed(true).getBitcoinWalletImportFormat();
+ if (wif != test[2]) {
+ document.getElementById("asyncunittestresults").innerHTML += "fail testDecryptBip38 #" + i + "<br/>";
+ } else {
+ document.getElementById("asyncunittestresults").innerHTML += "pass testDecryptBip38 #" + i + "<br/>";
+ }
+ }
+ onComplete();
+ });
+ };
+
+ var encryptTest = function (test, compressed, i, onComplete) {
+ ninja.privateKey.BIP38PrivateKeyToEncryptedKeyAsync(test[2], test[1], compressed, function (encryptedKey) {
+ if (encryptedKey === test[0]) {
+ document.getElementById("asyncunittestresults").innerHTML += "pass testBip38Encrypt #" + i + "<br/>";
+ } else {
+ document.getElementById("asyncunittestresults").innerHTML += "fail testBip38Encrypt #" + i + "<br/>";
+ document.getElementById("asyncunittestresults").innerHTML += "expected " + test[0] + "<br/>received " + encryptedKey + "<br/>";
+ }
+ onComplete();
+ });
+ };
+
+ // test randomly generated encryption-decryption cycle
+ var cycleTest = function (i, compress, onComplete) {
+ // create new private key
+ var privKey = (new Bitcoin.ECKey(false)).getBitcoinWalletImportFormat();
+
+ // encrypt private key
+ ninja.privateKey.BIP38PrivateKeyToEncryptedKeyAsync(privKey, 'testing', compress, function (encryptedKey) {
+ // decrypt encryptedKey
+ ninja.privateKey.BIP38EncryptedKeyToByteArrayAsync(encryptedKey, 'testing', function (decryptedBytes) {
+ var decryptedKey = (new Bitcoin.ECKey(decryptedBytes)).getBitcoinWalletImportFormat();
+
+ if (decryptedKey === privKey) {
+ document.getElementById("asyncunittestresults").innerHTML += "pass cycleBip38 test #" + i + "<br/>";
+ }
+ else {
+ document.getElementById("asyncunittestresults").innerHTML += "fail cycleBip38 test #" + i + " " + privKey + "<br/>";
+ document.getElementById("asyncunittestresults").innerHTML += "encrypted key: " + encryptedKey + "<br/>decrypted key: " + decryptedKey;
+ }
+ onComplete();
+ });
+ });
+ };
+
+ // intermediate test - create some encrypted keys from an intermediate
+ // then decrypt them to check that the private keys are recoverable
+ var intermediateTest = function (i, onComplete) {
+ var pass = Math.random().toString(36).substr(2);
+ ninja.privateKey.BIP38GenerateIntermediatePointAsync(pass, null, null, function (intermediatePoint) {
+ ninja.privateKey.BIP38GenerateECAddressAsync(intermediatePoint, false, function (address, encryptedKey) {
+ ninja.privateKey.BIP38EncryptedKeyToByteArrayAsync(encryptedKey, pass, function (privBytes) {
+ if (privBytes.constructor == Error) {
+ document.getElementById("asyncunittestresults").innerHTML += "fail testBip38Intermediate #" + i + ", error: " + privBytes.message + "<br/>";
+ } else {
+ var btcKey = new Bitcoin.ECKey(privBytes);
+ var btcAddress = btcKey.getBitcoinAddress();
+ if (address !== btcKey.getBitcoinAddress()) {
+ document.getElementById("asyncunittestresults").innerHTML += "fail testBip38Intermediate #" + i + "<br/>";
+ } else {
+ document.getElementById("asyncunittestresults").innerHTML += "pass testBip38Intermediate #" + i + "<br/>";
+ }
+ }
+ onComplete();
+ });
+ });
+ });
+ }
+
+ document.getElementById("asyncunittestresults").innerHTML += "running " + tests.length + " tests named testDecryptBip38<br/>";
+ document.getElementById("asyncunittestresults").innerHTML += "running 4 tests named testBip38Encrypt<br/>";
+ document.getElementById("asyncunittestresults").innerHTML += "running 2 tests named cycleBip38<br/>";
+ document.getElementById("asyncunittestresults").innerHTML += "running 5 tests named testBip38Intermediate<br/>";
+ ninja.runSerialized([
+ function (cb) {
+ ninja.forSerialized(0, tests.length, function (i, callback) {
+ decryptTest(tests[i], i, waitThenCall(callback));
+ }, waitThenCall(cb));
+ },
+ function (cb) {
+ ninja.forSerialized(0, 4, function (i, callback) {
+ // only first 4 test vectors are not EC-multiply,
+ // compression param false for i = 1,2 and true for i = 3,4
+ encryptTest(tests[i], i >= 2, i, waitThenCall(callback));
+ }, waitThenCall(cb));
+ },
+ function (cb) {
+ ninja.forSerialized(0, 2, function (i, callback) {
+ cycleTest(i, i % 2 ? true : false, waitThenCall(callback));
+ }, waitThenCall(cb));
+ },
+ function (cb) {
+ ninja.forSerialized(0, 5, function (i, callback) {
+ intermediateTest(i, waitThenCall(callback));
+ }, cb);
+ }
+ ], done);
+ }
+ }
+ };
+})(ninja);
+ </script>
+ <script type="text/javascript">
+// run unit tests
+if (ninja.getQueryString()["unittests"] == "true" || ninja.getQueryString()["unittests"] == "1") {
+ ninja.unitTests.runSynchronousTests();
+ ninja.translator.showEnglishJson();
+}
+// run async unit tests
+if (ninja.getQueryString()["asyncunittests"] == "true" || ninja.getQueryString()["asyncunittests"] == "1") {
+ ninja.unitTests.runAsynchronousTests();
+}
+// change language
+if (ninja.getQueryString()["culture"] != undefined) {
+ ninja.translator.translate(ninja.getQueryString()["culture"]);
+}
+// testnet, check if testnet edition should be activated
+if (ninja.getQueryString()["testnet"] == "true" || ninja.getQueryString()["testnet"] == "1") {
+ document.getElementById("testnet").innerHTML = ninja.translator.get("testneteditionactivated");
+ document.getElementById("testnet").style.display = "block";
+ document.getElementById("detailwifprefix").innerHTML = "'9'";
+ document.getElementById("detailcompwifprefix").innerHTML = "'c'";
+ Bitcoin.Address.networkVersion = 0x6F; // testnet
+ Bitcoin.ECKey.privateKeyPrefix = 0xEF; // testnet
+ ninja.testnetMode = true;
+}
+// if users does not move mouse after random amount of time then generate the key anyway.
+setTimeout(ninja.seeder.forceGenerate, ninja.seeder.seedLimit * 20);
+ </script>
+</body>
+</html>