libra-auth

Version:
An authentication method using Libra's Public Key and Secret Key.
248 lines • 226 kB
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        <title>Libra Auth</title>
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<nav>
        <div id=version>2019-08-19-01
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                                <a href="doc-en.html">English</a> | 
                                <a href="doc-ja.html">Japanese</a> 
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                        <img src="./svg/logo.svg">
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        <p>
                Libraの公開鍵と秘密鍵を利用した認証方法。 EdDSAによる署名を使用します。 
                以下の図では、ユーザー「ALICE」はLibraでチケットセンター「BOB」にチケット料金を支払い、署名チケットで認証されます。
        </p>
        <p>
                それはLibraクライアントの鍵に基付く認証です。でも、BobとAlice間の通信はLibraブロックチェーンに負荷を与えません。そして処理速度が速いです。
                
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style="display:inline-block;text-align:inherit;text-decoration:inherit;background-color:#EA6B66;white-space:normal;"><font color="#ffffff" style="font-size: 32px">6</font></div></div></foreignObject><text x="9" y="34" fill="#000000" text-anchor="middle" font-size="32px" font-family="Helvetica" font-weight="bold">[Not supported by viewer]</text></switch></g><ellipse cx="525" cy="510.5" rx="22.5" ry="22.5" fill="#ea6b66" stroke="#ea6b66" pointer-events="none"/><g transform="translate(516.5,492.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="17" height="36" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 32px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 19px; white-space: nowrap; overflow-wrap: normal; font-weight: bold; text-align: center;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;background-color:#EA6B66;white-space:normal;"><font color="#ffffff" style="font-size: 32px">7</font></div></div></foreignObject><text x="9" y="34" fill="#000000" text-anchor="middle" font-size="32px" font-family="Helvetica" font-weight="bold">[Not supported by viewer]</text></switch></g><ellipse cx="580" cy="370" rx="22.5" ry="22.5" fill="#007fff" stroke="#007fff" pointer-events="none"/><g transform="translate(571.5,351.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="17" height="36" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 32px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 19px; white-space: nowrap; overflow-wrap: normal; font-weight: bold; text-align: center;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;background-color:#007FFF;white-space:normal;"><font color="#ffffff">5</font></div></div></foreignObject><text x="9" y="34" fill="#000000" text-anchor="middle" font-size="32px" font-family="Helvetica" font-weight="bold">[Not supported by viewer]</text></switch></g><ellipse cx="317" cy="276" rx="22.5" ry="22.5" fill="#ea6b66" stroke="#ea6b66" pointer-events="none"/><g transform="translate(308.5,257.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="17" height="36" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 32px; font-family: Helvetica; color: rgb(255, 255, 255); line-height: 1.2; vertical-align: top; width: 19px; white-space: nowrap; overflow-wrap: normal; font-weight: bold; text-align: center;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;background-color:#EA6B66;white-space:normal;"><font style="font-size: 32px">2</font></div></div></foreignObject><text x="9" y="34" fill="#FFFFFF" text-anchor="middle" font-size="32px" font-family="Helvetica" font-weight="bold">[Not supported by viewer]</text></switch></g><ellipse cx="279" cy="129" rx="22.5" ry="22.5" fill="#007fff" stroke="#007fff" pointer-events="none"/><g transform="translate(270.5,110.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="17" height="36" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 32px; font-family: Helvetica; color: rgb(255, 255, 255); line-height: 1.2; vertical-align: top; width: 19px; white-space: nowrap; overflow-wrap: normal; font-weight: bold; text-align: center;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;background-color:#007FFF;white-space:normal;">4</div></div></foreignObject><text x="9" y="34" fill="#FFFFFF" text-anchor="middle" font-size="32px" font-family="Helvetica" font-weight="bold">4</text></switch></g><path d="M 435.36 275.64 L 295.41 144.39" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 439.18 279.24 L 431.68 277 L 435.36 275.64 L 436.47 271.89 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g transform="translate(311.5,145.5)rotate(42,0,7)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="106" height="14" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 14px; font-family: Verdana; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 107px; white-space: nowrap; overflow-wrap: normal; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;white-space:normal;">Alice's  PubKey</div></div></foreignObject><text x="53" y="14" fill="#000000" text-anchor="middle" font-size="14px" font-family="Verdana">Alice's  PubKey</text></switch></g><g transform="translate(608.5,326.5)rotate(-30,0,23)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="410" height="46" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 14px; font-family: Verdana; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 411px; white-space: nowrap; overflow-wrap: normal; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;white-space:normal;">msg = (new SHA3(512)).update('msg hello').digest('hex')<br />sigB = <span style="font-size: 13.6px">BobPriKey</span>.sign(msg)<br />wss.send(sigB, msg)</div></div></foreignObject><text x="205" y="30" fill="#000000" text-anchor="middle" font-size="14px" font-family="Verdana">[Not supported by viewer]</text></switch></g><g transform="translate(579.5,488.5)rotate(-30,0,20)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="92" height="40" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 18px; font-family: Verdana; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 93px; white-space: nowrap; overflow-wrap: normal; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;white-space:normal;"><span style="font-size: 18px">Admission</span><font style="font-size: 18px"><span style="font-size: 18px ; background-color: rgb(246 , 248 , 250)"><br style="font-size: 18px" /></span></font>or Login<font color="#6f42c1" style="font-size: 18px"><span style="font-size: 18px ; background-color: rgb(246 , 248 , 250)"><br /></span></font></div></div></foreignObject><text x="46" y="29" fill="#000000" text-anchor="middle" font-size="18px" font-family="Verdana">[Not supported by viewer]</text></switch></g><ellipse cx="674" cy="423.5" rx="22.5" ry="22.5" fill="#007fff" stroke="#007fff" pointer-events="none"/><g transform="translate(665.5,405.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="17" height="36" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 32px; font-family: Helvetica; color: rgb(255, 255, 255); line-height: 1.2; vertical-align: top; width: 19px; white-space: nowrap; overflow-wrap: normal; font-weight: bold; text-align: center;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;background-color:#007FFF;white-space:normal;">8</div></div></foreignObject><text x="9" y="34" fill="#FFFFFF" text-anchor="middle" font-size="32px" font-family="Helvetica" font-weight="bold">8</text></switch></g><path d="M 256 643.5 L 283.5 658.5 L 256 673.5 L 228.5 658.5 Z" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" transform="rotate(330,256,658.5)" pointer-events="none"/><path d="M 248.5 645.51 L 213.5 593.5" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 279.82 644.75 L 322.12 617.91" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 326.56 615.1 L 322.52 621.8 L 322.12 617.91 L 318.77 615.89 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g transform="translate(274.5,626.5)rotate(-30,0,7)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="30" height="14" 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style="display: inline-block; font-size: 14px; font-family: Verdana; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 30px; white-space: nowrap; overflow-wrap: normal; font-weight: bold; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;white-space:normal;"><font color="#6f42c1"><span style="font-size: 13.6px">to 1</span></font></div></div></foreignObject><text x="15" y="14" fill="#000000" text-anchor="middle" font-size="14px" font-family="Verdana" font-weight="bold">[Not supported by viewer]</text></switch></g><g transform="translate(206.5,691.5)rotate(-30,0,7)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="34" height="14" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 14px; font-family: Verdana; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 35px; white-space: nowrap; overflow-wrap: normal; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;white-space:normal;"><font color="#6f42c1"><span style="font-size: 13.6px ; background-color: rgb(246 , 248 , 250)">False<br /></span></font></div></div></foreignObject><text x="17" y="14" fill="#000000" text-anchor="middle" font-size="14px" font-family="Verdana">[Not supported by viewer]</text></switch></g><path d="M 232.18 672.25 Q 207.5 684.5 192.5 678.5 Q 177.5 672.5 182.82 658.45" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 184.68 653.54 L 185.47 661.32 L 182.82 658.45 L 178.93 658.84 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g transform="translate(301.5,652.5)rotate(-30,0,15)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="209" height="30" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 14px; font-family: Verdana; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 210px; white-space: nowrap; overflow-wrap: normal; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;white-space:normal;">sigA = Alice<span style="font-size: 13.6px">PriKey</span>.sign(sigB);<br /><span style="font-size: 13.6px">Show QR code of </span><span style="font-size: 13.6px">sigA</span></div></div></foreignObject><text x="105" y="22" fill="#000000" text-anchor="middle" font-size="14px" font-family="Verdana">[Not supported by viewer]</text></switch></g><g transform="translate(700.5,400.5)rotate(-30,0,7)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="262" height="14" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 14px; font-family: Verdana; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 263px; white-space: nowrap; overflow-wrap: normal; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;white-space:normal;"><span style="font-size: 13.6px">{bool} AlicePubKey.verify</span>(sigB, sigA) </div></div></foreignObject><text x="131" y="14" fill="#000000" text-anchor="middle" font-size="14px" font-family="Verdana">&lt;span style="font-size: 13.6px"&gt;{bool} AlicePubKey.verify&lt;/span&gt;(sigB, sigA) </text></switch></g><path d="M 853.86 407.01 L 820 360" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g transform="translate(809.5,426.5)rotate(-30,0,7)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="30" height="14" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 14px; font-family: Verdana; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 31px; white-space: nowrap; overflow-wrap: normal; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;white-space:normal;"><font color="#6f42c1"><span style="font-size: 13.6px ; background-color: rgb(246 , 248 , 250)">True</span></font></div></div></foreignObject><text x="15" y="14" fill="#000000" text-anchor="middle" font-size="14px" font-family="Verdana">[Not supported by viewer]</text></switch></g><g transform="translate(895.5,406.5)rotate(-30,0,7)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="34" height="14" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 14px; font-family: Verdana; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 35px; white-space: nowrap; overflow-wrap: normal; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;white-space:normal;"><font color="#6f42c1"><span style="font-size: 13.6px ; background-color: rgb(246 , 248 , 250)">False<br /></span></font></div></div></foreignObject><text x="17" y="14" fill="#000000" text-anchor="middle" font-size="14px" font-family="Verdana">[Not supported by viewer]</text></switch></g><path d="M 887.82 405.25 L 926.98 383.46" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 931.57 380.91 L 927.16 387.37 L 926.98 383.46 L 923.75 381.25 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g transform="translate(931.5,361.5)rotate(-30,0,13)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="60" height="26" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 24px; font-family: Verdana; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 61px; white-space: nowrap; overflow-wrap: normal; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;white-space:normal;"><span style="font-size: 24px">Error<br style="font-size: 24px" /></span></div></div></foreignObject><text x="30" y="25" fill="#000000" text-anchor="middle" font-size="24px" font-family="Verdana">[Not supported by viewer]</text></switch></g><path d="M 842.5 430.5 L 797.96 457.22" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 793.46 459.92 L 797.66 453.32 L 797.96 457.22 L 801.26 459.32 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><ellipse cx="764" cy="478.5" rx="22.5" ry="22.5" fill="#007fff" stroke="#007fff" pointer-events="none"/><g transform="translate(755.5,460.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="17" height="36" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 32px; font-family: Helvetica; color: rgb(255, 255, 255); line-height: 1.2; vertical-align: top; width: 19px; white-space: nowrap; overflow-wrap: normal; font-weight: bold; text-align: center;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;background-color:#007FFF;white-space:normal;">9</div></div></foreignObject><text x="9" y="34" fill="#FFFFFF" text-anchor="middle" font-size="32px" font-family="Helvetica" font-weight="bold">9</text></switch></g><g transform="translate(703.5,496.5)rotate(-30,0,13)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="36" height="26" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 24px; font-family: Verdana; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 37px; white-space: nowrap; overflow-wrap: normal; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;white-space:normal;"><font style="font-size: 24px"><span style="font-size: 24px"><font style="font-size: 24px">OK</font><br style="font-size: 24px" /></span></font></div></div></foreignObject><text x="18" y="25" fill="#000000" text-anchor="middle" font-size="24px" font-family="Verdana">[Not supported by viewer]</text></switch></g><ellipse cx="195" cy="199" rx="22.5" ry="22.5" fill="#ea6b66" stroke="#ea6b66" pointer-events="none"/><g transform="translate(186.5,180.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="17" height="36" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 32px; font-family: Helvetica; color: rgb(255, 255, 255); line-height: 1.2; vertical-align: top; width: 19px; white-space: nowrap; overflow-wrap: normal; font-weight: bold; text-align: center;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;background-color:#EA6B66;white-space:normal;">3</div></div></foreignObject><text x="9" y="34" fill="#FFFFFF" text-anchor="middle" font-size="32px" font-family="Helvetica" font-weight="bold">3</text></switch></g><path d="M 276.53 324.66 L 207.25 217.87" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 279.39 329.06 L 272.65 325.1 L 276.53 324.66 L 278.52 321.28 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g transform="translate(201.5,227.5)rotate(57,0,7)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="100" height="14" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 14px; font-family: Verdana; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 101px; white-space: nowrap; overflow-wrap: normal; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;white-space:normal;">Bob's  PubKey</div></div></foreignObject><text x="50" y="14" fill="#000000" text-anchor="middle" font-size="14px" font-family="Verdana">Bob's  PubKey</text></switch></g><path d="M 864 404 L 891.5 419 L 864 434 L 836.5 419 Z" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" transform="rotate(330,864,419)" pointer-events="none"/></g></svg>
        </div>
</section>
<h2>フロー</h2>
<section>
        <div>
                <ol>
                        <li>ALICE: [ Entry Button ] をタップまたはクリックします。</li>
                        <li>ALICE:いくらかのLibraをBOBに送金します。</li>
                        <li>ALICE: testnetトランザクションからBOBのPublicKeyを取得します。</li>
                        <li>BOB:   testnetトランザクションからAliceのPublicKeyを取得します。</li>
                        <li>BOB:   msgハッシュとBobの秘密鍵でsigBを作成します。<br>
                                そして、WebSocketでsigBとmsgをAliceに送信します。<br>
e.g.<pre class=eg>
msg = (new SHA3(512)).update('msg hello').digest('hex');
sigB = BobPriKey.sign(msg).toHex();
wss.send(sigB, msg) </pre>
                        </li>
                        <li>ALICE: Bobの公開鍵で、受信したsignBとmsgを検証します。<br>
e.g.<pre class=eg>{bool} BobPubKey.verify(msg, sigB)</pre>
                        </li>
                        <li>ALICE: 6番目がtrueの場合、Aliceの秘密鍵とsigBでsigAを作成します。<br>
e.g.<pre class=eg>
if(res6){
        sigA = AlicePriKey.sign(sigB)
} else {
        //goto 1
} </pre>
                        </li>
                        <li>BOB:  Aliceの公開鍵でsigBとsigAを検証します。 <br>
e.g.<pre class=eg>{bool}  AlicePubKey.verify(sigB, sigA) </pre>

                        </li>
                        <li>BOB:  8番目がtrueの場合、ログインはOKです。<br>
e.g.<pre class=eg>
if(res8){
        // OK. Alice login is OK.
} else {
        // Error
}</pre>

                        </li>
                </ol>   
        </div>
</section>

<h2>説明</h2>
<section>
        <div>
                <ul>
                        <li>ALICE: 6番目の検証が真の場合、それは次を意味します。
                        <ol>
                                <li>ボブの公開鍵と署名 「sigB」およびmsgは有効でした。</li>
                                <li>ボブは、このトランザクションで使用された秘密鍵を持っています。</li>
                                <li>したがって、5のボブは、2のトランザクションでアリスがLibraを支払った人です。</li>
                        </ol>
                        </li>
                        <li>BOB:  8番目の検証が真の場合、それは次を意味します。
                        <ol>
                                <li>アリスの公開鍵と署名「sigA」および署名「sigB」は有効でした。</li>
                                <li>アリスは、2のトランザクションで使用された秘密キーを持っています。</li>
                                <li>そして、このメッセージは6でボブからアリスに受信されました。したがって、7のアリスは6と同じです。</li>
                                <li>したがって、7のアリスは、2のトランザクションでボブにLibraを支払った人です。</li>
                        </ol>   
                            <br>
                        </li>
                        <li>その結果、9で、アリスはボブによって認証されます。入場チケットまたは「sigA」によるトークンは有効です。</li>

                </ul>   
        </div>
</section>

<h2>テスト実装</h2>
<section>
        <div>
                <strong>Node.js: </strong>アリスとボブの間のWebSocketとtestnet通信なしの署名のみのテスト。
                <pre><code  class="javascript">
'use strict';

const EdDSA = require('elliptic').eddsa;
const ec = new EdDSA('ed25519');
const { SHA3 } = require('sha3');

test()

function test(){

        //==============================================
        // Prepare Keys
        // Corresponds to 3 and 4 after 1 and 2
        // Communication with testnet is omitted this sourse
        // 
        
                //----------------------------------------------
                // ALICE

                // Alice's Private Key
                const AlicePriKeyHex='fa127e73935678a647daf3d3af2a934dc0e9c9c39dc4ac2e69c9c3648447ff53';
                // Create key pair from secret
                const AlicePriKey = ec.keyFromSecret(AlicePriKeyHex, 'hex');// hex string, array or Buffer

                // Import public key
                const AlicePubKeyHex = '78cd96278f49a78664faf50e9b238f3f5642360d80b3b0ce82782a4a8af3a8e9';
                const AlicePubKey = ec.keyFromPublic(AlicePubKeyHex, 'hex');

                //----------------------------------------------
                // BOB

                const BobPriKeyHex='16253458330e54b08e3d492d200776d8af2d0367bbca4ca59df88985175a6069';
                // Create key pair from secret
                const BobPriKey = ec.keyFromSecret(BobPriKeyHex, 'hex');// hex string, array or Buffer

                // Import public key
                const BobPubKeyHex = '6e6579f1f368f9a4ac6d20a11a7741ed44d1409a923fa9b213e0160d90aa0ecc';
                const BobPubKey = ec.keyFromPublic(BobPubKeyHex, 'hex');
        



        // Start testing from the 5th

        //==============================================
        // 5. BOB: Make the "sigB" by the msg hash and  Bob's Private Key.
        //        
        //         msg = sha3Hash('hello') // mk massage hash 
        //         sigB = BobPriKey.sign(msg) // Sign with BOB's private key.
        //         // on this test, without this wss send. 
        //         // wss.send(sigB, msg) 

                //----------------------------------------------
                // Massage
                const msg = (new SHA3(512)).update('msg hello').digest('hex');

                //----------------------------------------------
                // Sign
                const sigB = BobPriKey.sign(msg).toHex();

                //----------------------------------------------
                // Send sigB and msg to Alice by WebSocket
                // Omitted

        //==============================================
        // 6. ALICE: Verify by Bob's Public Key the "sigB" and the msg there were received.
        //      
                const res6 = BobPubKey.verify(msg, sigB);
        
        //==============================================
        // 7. ALICE: if 6th is true then Make the "sigA" by Alice's Private Key and the "sigB".
        //
        
                //----------------------------------------------
                // test for res6

                if(res6===true){
                        console.info('8. ALICE: OK. verify(msg, sigB) is true.');
                } else {
                        console.error('8. ALICE: Error. verify(msg, sigB) is false.');
                }
                
                //----------------------------------------------
                // if res6 is true then  Make the "sigA"
                
                let sigA; 
                if(res6){
                        sigA = AlicePriKey.sign(sigB)
                } else {
                        //goto 1
                }

        //==============================================
        // 8. BOB: Verify the "sigB" and "sigA" by Alice's Public Key.

                const res8 = AlicePubKey.verify(sigB, sigA);

        //==============================================
        // 9. BOB: if 8th is true then Alice login is OK.

                //----------------------------------------------
                // test for res8

                if(res8===true){
                        console.info('9. BOB: OK. verify(sigB, sigA) is true.');
                } else {
                        console.error('9.BOB: Error. verify(sigB, sigA) is false.');
                }
        
}
          

/* response */
7. ALICE: OK. verify(msg, sigB) is true.
9. BOB: OK. verify(sigB, sigA) is true. 
                </code></pre>
        </div>
</section>
<h2>todos</h2>
<section>
        <div>
                <ul>
                        <li>pre: create bob's account. </li>
                        <li>for 1: mk html </li>
                        <li>for 2: transfer from browser.(create client, mint too.)  </li>
                        <li>for 3: get transaction from browser.</li>
                        <li>for 4: get transaction from server.</li>
                        <li>for 5,6: instal EdDSA, sha3, WebSocket</li>
                        <li>for 7: install QR for browser.</li>
                        <li>for 8,9: Smile</li>
                </ul>
        </div>
</section>
</body>
</html>