703 lines
405 KiB
HTML
703 lines
405 KiB
HTML
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" 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<script type=application/ld+json>{"@context":"http://schema.org","@type":"Organization","name":"1Password","alternateName":"AgileBits Inc.","founders":[{"@type":"Person","name":"Roustem Karimov","sameAs":"https://twitter.com/roustem"},{"@type":"Person","name":"Dave Teare","sameAs":"https://twitter.com/dteare"}],"employee":[{"@type":"Person","name":"Jeff Shiner","jobTitle":"CEO","sameAs":"https://twitter.com/jeffreyshiner"}],"foundingDate":"2006","knowsAbout":[{"@type":"Thing","name":"Online Security"},{"@type":"Thing","name":"Password Management"},{"@type":"Thing","name":"1Password extension"}],"awards":["Mac App Store: Best of 2013","Macworld: Eddy Awards 2013 Winner","MacGadka & MyApple: Product of the Year 2013","iTunes: Best of 2014","iMore: Best of 2014","Apple: Best of 2015 and 2016","Embarcadero: Coolest App contest 2016","Android Central: Best Password Manager 2017","IT Pro: Best Apps of 2017","Today: Coolest Apps of 2017","Wirecutter: Best Password Manager","Ars Technica: Design Award","Mac Format: Choice Award"],"numberOfEmployees":"100+","parentOrganization":"AgileBits Inc.","Address":{"streetAddress":"4711 Yonge St, 10th Floor","addressLocality":"Toronto","addressRegion":"ON","postalCode":"M2N 6K8 ","addressCountry":"Canada"},"description":"1Password remembers your passwords all for you. Save your passwords and log in to sites with a single click. It’s that simple.","disambiguatingDescription":"1Password: Password Manager for Teams, Families, Businesses","url":"https://1password.com/","logo":"https://1password.com/img/logo-v1-min.png","sameAs":["https://www.wikipedia.org/wiki/1Password","https://www.facebook.com/1Password","https://twitter.com/1Password","https://www.linkedin.com/company/1Password","https://vimeo.com/agilebits","https://www.youtube.com/1PasswordVideos","https://www.instagram.com/1passwordofficial/","https://github.com/1Password","https://www.reddit.com/r/1Password/"]}</script>
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<meta name=google-site-verification content=xsXW-752dVj8sASX_iLsIwE2dN7Vzl1nAgdS-iE1gb0>
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<meta name=description content="Learn about the design of the OPVault format, used by default when syncing with iCloud or Dropbox.">
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<link rel=alternate hreflang=en href=https://support.1password.com/opvault-design/>
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<title>OPVault design | 1Password</title>
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|
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</a>
|
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<button id=menu-button role=button aria-haspopup=true class=sf-hidden>Menu</button>
|
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<ul class=burger role=menu aria-labelledby=menu-button>
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<li class="nav-home sf-hidden" role=none>
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</li>
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<li role=none>
|
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<a href=https://1password.com/tour/ role=menuitem>Tour</a>
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|
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<a href=https://1password.com/families/ role=menuitem>Families</a>
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<a href=https://1password.com/business/ role=menuitem>Business</a>
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<a href=https://1password.com/teams/pricing/ class=js-override-teams-link data-event-category=Pricing data-event-action=pricing-nav role=menuitem>Pricing</a>
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<a href=https://support.1password.com/ class=current role=menuitem>Support</a>
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<a href=https://blog.1password.com/ role=menuitem>Blog</a>
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<a id=dynamic-signin-link href="https://start.1password.com/signin?l=en" class=signin>Sign in</a>
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<a class=js-override-teams-link href=https://1password.com/teams/pricing/ data-event-category=Pricing data-event-action=pricing-nav>Try 1Password FREE</a>
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<a href=https://support.1password.com/contact-us/>Contact Support</a>
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<form action=/search/ class=search-form>
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<h5 class=group-title><a href=https://support.1password.com/category/security/>Security and privacy</a></h5>
|
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<h1>OPVault design</h1>
|
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|
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|
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<div class=wrapper>
|
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<article>
|
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<section class=tldr>Learn about the design of the OPVault format, used by default when syncing with iCloud or Dropbox.</section>
|
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<div class="tip box icon-box">
|
||
<h4 class=box-header>
|
||
Tip
|
||
</h4>
|
||
<p><p>1Password accounts offer additional protections, like Two-Secret Key Derivation and public key encryption. Learn more:</p>
|
||
<ul>
|
||
<li><a href=https://1pw.ca/whitepaper>1Password Security Design White Paper
|
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</a></li>
|
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<li><a href=https://support.1password.com/migrate-1password-account/>Migrate your existing 1Password data to a 1Password account</a></li>
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|
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</div>
|
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jREwAxYQPTnwKRsyQVm14cn10e25YmJE2cojIwSWgsplNYqTbVO00OfCXnou8pEIc2cOCG8lh3VT/bOm81FHvjC+L4tSgTw6gAkxh0RJvqo2siJQIKRNluVYys9X47O8n4J3T1LX1RLGjOqqQ/JS6HVvLTnLZjSesECz9M6VVrIQyHoppppLFEvLt3TxS91zxrlMifAFOTBr4wpxXeBcDwDQBMaCSobVKyziBNFJBzb5BeTd1Xd5Us70hPUCHBIXsl5uSnpbbvh8/fcec/n77nhBk9OaZVKdSgEBA0SnuwsXd6t3led1bF+kSvlsfAB2EwDEXQ05oi6DMzF0AJEphhkkoRVRubd8sRy13LxjFwnKHL8kvxQLQ7vuOe6O02r54ob3Fy9ve2We+4IF6vhSyGwi0ism3tGLN9Vnlh5Fp7PpvSdIxlAVluQZhX6GJ+MCL41AKxoZYZ1KgqUo1MvGD1+rHhoobefJg0pJVoDuRjX6Zr7ZiW1B27f7Q2F0WeG14fvCTM7H1NoeHJ2/+LyoXXHPvDm7599t/ILz3qln/soyHrvkpEBmhgfBRoZlMsVPDYKJUFidJovm/K6hzrlmnl9oZUQL+rw5i3qtf+6rbl40cLWxOTEVGvZwqNa3/jX7end14X6RSGUFmaS1pSdh66TzXeMLhxWfiFJFFQKEihgEcYpjswA+u1Aw2MOWJmMA6aU4Ap3wiPH4NItZ4knokP6rQEt824ob1E7j9LwFAsmAI6sQbO4b85NnxsNRKtHlYmeeJu759JviF2veCYPFFQBHyi8spk1HGcS/daRlgzINQAJGE2Kor4wMnlrL3jj13Z25cGDDXdIP0xq/1K7qz4RBNBy2YFpzABYeGD6wPQP/Vpay27pehcNQvRQicZ3FojPfRenPJmc9W/SL0kX5HPhHfSAZKKMgiMz0AUwt7RLxKVSppGGouS5xK18nf3S6XNLDh79jFLz+p3Gnf8WTquIpVf5l+CnbGomDSIZ3telCztT6DGbox9Z8uKJ977tdav+5dJ/KnwYYhdwGtpBPc5kWiwaW5yi2S4CWCKOGGFWKZn9aqz0x/4c73jLut2sdSs84F/7mXqjXqNJHTanIX4CZlw980SjHi+681r/QNjSmneve8s78Ocf09saj3ZlASUgnAGqVTZBHiE/cmWEtAPfK2TlAUgHEbigatU5V7nPqYPf+Q6ieX2v8Q/3TE40VLOdRs6OAPkyQD0jP2jIyai17L4bQ28+ggjf+c5B9Tl31XlR40MDv4BCUVmXuX2yDdixURA1I41iIKwyAg1QCk7P9Gak/is6ZuHRWsjW5K588/1LYs/TgkNwNoCcmdk/z8yMBAejnE1kg6jW+tpN+a7JlhT66IXH0J9paRvfywqP4AkBNH0AYSARjA3DFEBDgyAHiGKjyqp89bkj8xk6+NQPjZ6YEgtv+vfJeq3JoXXW5XGMGdbhPJpnAB0HOh+JKJwM21/dtFBMTWjzw6cO0m1mdG5UZ1lyQdZKUeLQ6hgpj0/HCOZ8VJKlQwIGirfGp8ur/njyotmTTKSmRuUrb2nEOs4gGLkKSoBD583jQoZttfISsbMOuja581XlaEpF5qTZiyb/+Cr5bnXOjI8AMlAqqy6UKfJokI8ZkgjtbEC2sNxQTBKFfycgb++8yE+QfDXXo39YWhMx1XzGvLyuDeFVtfbERLtWeYhGB/zpZXA6MzUvam2M6vxqSU/wi517JdStRCgAcF42NV5m/BHkcwJKBKBRlKa1KrX34A8T5ugkoyfYL//kC7Fq5emIRjkWcNYdQtbaJAS1axIvVr7FTDldxpQFzdo3/6T0eUKbkyKeTf4Q769+L/fzQpZCAANr56oU4zWAoI2gcs5Zg1o0l51WlyzXTn5g1/eMnAp79S/UZDP1fVa+X8640VMFABJXXSUIQPnwbLSvzphOOMysV9/R6IVT0nxv1wcm10q+oP58Ck8Kn/WwAGRbR838yBpAlMBBc8kUj5iETRcCoG7nLSNvgp3esNyP01AgLjFdq3V2T4T4GYLaDw+0Bw4zyxa4GJhc8Zfa8YQ3ekunSwDmgryEQiFMXWyRCANg3BGlQOgVCr4chNRH5n2O/iSZdHnMeiq0zakgHIawVHreiA8eWKTa+Bni+uTz+9vYVx/NTJeaXT1o2nBKc5y7yeRP8ORAM5mCtYReb22Wo5+OL83iOZQeJJPIUrDlaw0aHbl7t1Esv/HB+31uuJF204Xm9MW69O3P+CpYpSafD+J4gPrMdBK7xoMf/IZkZXbvlp0GzHv+IBclgJLKqoE2MD4dTzQjAF7J2hqGccNBDUiOx6tk7rXCitq1OGIOk+kZ1OyLXPMCcUWsGFfiJViHOnhMJRiAenEJBD5VYcvL5avw2gSn/fW5idPwROHhJmnmgLE+kPeRIINneZ4Ibffu6LYvYQ6AUVOwx/QknM2zGHUMB8OGkpLyP4oTh8Nwi/xGNqA4HlrdgrYNfYzFlDIAHL50W5EbBd+yhLvQog2LaKwI07iNAcnCiQa4X+b9STTawLpKsgz/+ZuCOAdaMzXYfiiVJkvd3xbdl1PgqK1UOFdTto7ajFeS3fbPoWRZrQOmGpiM6BLrHBwgIZOwkhSMFWGUz4Wo4HkiT8BVM+gCBAAToeiUCzXJIF6GhTMO/SCSqpaFjQ+7Ng4TGaNUPDfqScY+lNMqX1l2RDgBAAR0s/JqW5CUplQDiyxOgfEiDFAAeQlGrEnOsnviBOBw0BjEkRnlAPa5dlMHrAPXxm81+3B4iYw5apIfwwINTPeS+CgAEnAA8ISr+WdqAikq0XhZbtyWo52AQp8sUMGGnsRL6CnQQw1hKfDLAyPEvYOO2lHG6rebCX7MpOORBXdrvgK7UWsZbP4QYUoDwAmQoB0gNrn0ANkOEzS744Ykn4vBGRhImmxta8EBnAYAEISEkAHT08M4gZQKo7heNbv4CS5yyzLPixlFG/Fg1CvRAAkc5sCCBeGZ8IQlhrnJDrI4GtstTw+3YvLIqEL1wDjY8e79EkYAA9Axh9qbmakjhtWa/IIZkLUf/z1lGCGi0u9lAICyyAGA8egIuNfrDLtbKsPSt+D1h+W640uzfM4Ho/LRrAAqZhckAPAIALyrCWRla6FjqBq7yE075YMBAgBE8cW19sB3kqk22VOIh+zHeBcAvBPnAknpsB6mVFClBhpIxteGeRMVOnBS5qZPsAJL9oQLcS7OAgiAkzEwAlCMIu2ymbhH8Ko2AMcq3gMgnoZtgvMWLFzdqwAQQAAWhr93WbmFHAGomy1yDlMpxvsA0I5z3xJBNEiicSlL7FR4AIBSaW8EzACJzcCC/DpaAGoAgCS+H5u9HkbKEwB6PRBQqr1KAXgACpCf+IMGrEeU25KBOCyinz8X+KjKUoH7KIT3BxvmDrwGGBIxcP4BYHphrQE/nPQWDzBED5AgAXTFHw1xMSbt0LUuBvFkCwzws78NMNEQ6ByYOyqQ68HWBaJ0APYmaXNizBEhQQF42jomUiIrqPQETpotOoC898ygAvYhLjJAVKjjJ7Td5auf21zMot63mwHM4iWOvVcCnWL2JAivfC+ZHdL5Zanr/nqbtONxWx40oeHDCZLaq9etL67C1oSh1r6+60CnHCDGDDjxkZfhpESCl3Hoq2j7xdRKM3Ul4KHW820MNE8huO7r1wK22vrUfxqCGeRMaSCBBP1gLAO22QYAGBdmfYHlL+Dm2h4AjxqA1rUzDwsFYmDEXParGD8lUZeBC8jp5wBgBCAZ0GAdAeZRKOyTN3+pnKzAQGDBsDJE2hhvxbJA0RDOEBJDiq5e9te9fg+MmgVEufCFCqM62QI1YCLsJiF+SleB4Ou3bQdK1ADEeO4TpQBsDXzZ/L8ZeRBOgwtRakibaVB3vBX7cwkAa1kxGR8fmzntjuoLaK6MRiXJk9+qURswABD4/IX2x85eoCaBza7yTq1ffDE8IAQg1j0mqRxFK5tYV91xWrKJ674zYA0AcQgfGO+EnfZUCfgewgaTDKM/Xf1x1SHgqO8BtA5zmGkkqd8acUErzop1F4chgOEG5tQ6AAbgGyRyah0B3zsKIKc+/qUrmnlZsQVV9WoLEgTFWAAA4rmORygqkRCzVcX+jdx5mhl7jMuoXPPGA0Acm94k/Hzz9l9uRACAq4B25aH3xycD2LyZkAaFlVi1sqTMmT1gfrrDl+zp7NCA7wPQQAz8nF0yIEetZJbCMUspg2zxcP0X3XY0nwueq4R6r99FjRLVsikArHjrsfjJMwBOfmoJsOJioAAyHyO8V4lq/g+b2O6+uP6PFi9gkGcgdFmtt8ne3ALjfaAJAUdSKi0aoGLVn/zW6kf6HfDatQdYUvnOdQsxiAsUtSJgoN7EyykgSAA/bg212ZZJ3vTOkogPrF3L6PQfWf2+j1MFLgFdQG+Rso2iH42vjDptlwNkQYwmBdc19gAHn6SR/oqf9KBO+PMQAEw2QlEAK3AEK4DNzACQPDh1gsIg8b+iR/TkQWzq9+6SSpPiUpYAGkDUHDs5RaQRQgiGY06HQiv7t1es3ty7CVi5dhdryv+dHhSQFpPEADbX8TM063huO3IqSaM4cP4xOWnetXYlcFNv8+q9r1haeWwJJJRXrIf5eafnE/20OYcARFKYjB0g7py4aCN2PFhz+qsrfjhCeMalvzBKIMPZEfz8motxBNsvviYoeNRrJSf8zhkhRj9c8VXtag/uwMZz/i5FIANt2BaVv8UmYWwxPh1HHSCHJbLN0BKkjsWymdWPDD+zya58TbdTFtnK9xxjKJGYTAvQNQDA7sorHQPAiu0Xb6ac00n0X3/ByqwoO93XrLSbPjN8ZPXelb1/VQAKRz6AKxBnedHvjs+GU8gCBwZ6SYNYKrn8b86/CmfsXEkiPPqZvAzEmkWrDsZJK51MKS+2I1LJoNcbJCrCaly8GYwQs96rl68RQZl/9+hQ0NE734aN5366BtaA9IpC1IrvAkAEjJ0d23477PoCRaRrrNhBXXfmkn1bz77ryWdw7P933LePq6B/+9HP3P/qwp8FyMO9+CmLtnPhFzSL2ePPW6NNVT103MO7HkB18Ox7eys7a7zQKAPyqCx9SGmAJo0d38tgDg3jILlCGmp4QmQff1+++tf2vd47ZVf9zYO8MnrNpSd8JTWtlh4V/Ohj33rsseOOe+yx+dftOfkljfDEib9zSD8fvLm+6xTvpH2/trqz/s+nr44UM7QjlGUFOwhhxwxJBPjAgEuWRCNKIkmStqnrz+XTTvn68R+VYdubPRTBynf8h1cVRdEDlQX7yDdvZmwG2M9LBGrV+aetPKQ/67VD+dHj7zzltBvOf2VxsyshYQtRGOnpLTLaC9n8OX2g3y6ggtJaNlE8YqFE++6q2vBQ9Oxdr9u5qT4fQeKMOGP1BUuXcisMkBZF7jODC6ZCkE6nFpyz+gxhXDKvX9+083V37Y62PlVdPXEFAiEE4Hyr+hUs2tW4H0gbEeaA0kopGqrPNUceXDX9T+e9mP7nPTs3PHxLvVF/YM4YddGa485b0X4x1S1KURSiLIIiS2f3t799zslrLlLGzD0w/6u3PLxh555dqTvv1m6+qWaJla8tRNF0kADSsR0SDAD4gU+qlAgacNIglo279O3vAD/43Aax475mcPLDHZOyvmjNmsu2L1r41f2LwjTNg7ScffCoVVsv+9SaizSnpvPwyUHzvh1iw3MPbrz5Ha/sbdvqDh/fkzaEvr/eKugI4zUAoEAFE9pEIgf5ZCKYz4kVZ7Y3PvT8nkvFfU175q4XkszMh7By20lv+eDWrVOvOKrhrVp79++edPy2lfPyJkte2HWmbd4nLt37/EMb2zc2rp6+QngK8CkALESIhpwDMGbL0yYqIFewTqPPnDgnIhnEQfF3au0lGx98+kM7Xrjvn4rTikfmk2BYXnDO+R/c9qnXnnTGGWe8dtG2D55/zgWSTWo6j8z/yj/d98KOD+16cOMla9X1xc2bGgECD0VRQCqguAkyDFI+sg9MZEDbHxkRGCE9CvNgzrGwknf86k0XPnPJxqffXEoc+9na2W/+3lfeNJ1Ca2kvEEAFDTgr2VSQs0+seme1dXTsC7u/+uLTGzc8Jm8nF5SQzFT6KBgsKv/dVZTJyALjnXAODTgHErVBxgNIqyIoc3PrDjzVvuHxH2zbfd1o8tPJa8/qfnXPwKTpyDCzUsxsRmlqBnu+2j3rtcmnJ0fX7d72g8evaj+MWzKZu7YvZAWvAKDI1QCpkP/cfcJOuzNwIA+qTzCWjc8k6hR06Rb5pr389Om37Nn7dPzwpmTNwcXDrz0+O0zSw2TJcPbxrw0XH1yTbHo4fnrvnltOf5rxJnnNsHbTjpozgEDpmYAAAgODMACNbdMBMaYaAkUBE8cUKyVJUsy1cAfNR/CLl/vhgz/YWq37Vva3N9bjnc/NBcMHv/71xx9//Otf/9qDw2DuuZ1x/ca/zb61bt/WHzwY+pf/orxG1G72pfCl07bwBHIUIJibLJAD+dj9AeQ6yzR8XxIN4sxZ5J5zEUbm5vNxx/s+1Nlw7fuzT0y/46wv78WfB686Ldg+6qEFYP79gfeeds/3/9wD/f/bfuPAueENGy7+cPY3OtCBhHYQ7BujpAIVrtRWAojmvPHLbNUcGhVM6VyqhqEj8oUnXRDH/hIZ/M1Hdu/cvQHvP/X630xHS0L6wcY/p6q16jfnWdWq6M83/oDCJaP0N68/9f3YsHvn+z5yTT3I7qgQOV+wYKsKAdYQXnUh7M83JJGGAIT2WFMNGSRZB4CdjjYO0vqCO9Rv7lq8IXz8F67/7LXJ4DiEM+XoBx//yMc//oNRORPiuEFy7Wev/4XHww2L9/2mum1BKJdvtUHEBCccBUy5gRBmqG+yEnGKfPzwOkAycI4tU5VyLbQQJKG1z9Cfv12K6o6r+6d32j7e/6vPXv/ZD38xCXrfPm7RkkWLjvt2L0i++OHPXv/sr74ffrtz+o8+ckdV0fDqqB4LBXhKGAhPSmIN72VP2AjGzg19r13r+pKMrOp5kzMwCjAMhzkqNwwCbW+7cvfp+6/0cwDZbc8GkfqwAmCqZ9Mc54bAJUGx//Tdr7ihHgTlkk8G2quEZC59RuEDluY/HVXr5cCr1GC8CKNMI4BhiGYfAwaM8gvphChI1vr3qDPDmv1UceUPs/23rf7P+Y3vvxQbgQxACMx/3r4ouPb3371o/6tua2iV6btMoAP2rIYBC10xACIG/C3nIpSmmY05otSbq3lVnYC5FieknK60tJ5xuvLyiczueLez+ejPPPGe8xbufM2eK31syHEjgIsQAJdcNXz09DfJa9NGRYEcfa5qCBBZv4S2lZ/7lAOSUOhivUSWhmNzwQQD7WwABguPc1gmp4z1YJyUEOyF9o6bZW0BJeKOW2vhs+/b962H7x9u+NV5Ngzvf/hb+963W1196x0zVTlVZnfcU7YEKeX8wvdtIAq/AAJfFFIBW4AwBsYaEaGJsKEBQplUugVWUDI3zFYWQvmiJuXNN9va0lKrq6+59c+vbkh69rzduwe7z3uWZOPqj9xxRy3JltYoHe7guC20YjCDAbZc+IVkZp+kJ9cjAtAPxmugrwvJuaftZBomEKWwQspUGWV8QkXQpTD5lvODMuhrNxFeP/AxaAL9BgmVTParari0LDOs+mSjBClV+PAoyOEbHyiFdgTjCCVs3kwY3SMuMp3Hwgwns8834lBM8aA5qpjZWIYBawNn2VmHoaAzGyUBI8hRbYQaPGAOwFGDhszAt6/f4WosISUscVDpCodPgXxUVqrSy7L8957PvUo5urUaH4Zh5oCqNkCzDy+1UsIawdpVuvRLBss6Blv93/3YejRgg7BdJFOdtlTJFFCzzLdfobYhBJG2VsADZA5AwSN2pJ2Fz1zpfbAIBgGOvMqVMetMbI0akR9yCAyNUQ6wyKFMZaWVFVQBcApn5eX4bqP0Dn1mAIVhA3egEIwmq0PZJ9+VfuGXjKDSOQkFGA1Xsix6Z4fCyGLgbfnZDEzPdYOCdI39UEkJAmDJK01gKgGqoHTlGSjnWydiO/LUJqt+9+N+vh47ztxyxcfIL7yKWhDOI7KKAjjABMykK1n4BQqpNZeeV9q+DyQhimaI6QM/GQXTzw+jAaYQ5mwIKKIkIVlZKGMgAyGY2BkrLAxbSahFnhL8aWX9z2+rtquNQjgVhbFQQjAkFTkqKn2bw/cqXfkGMkDhSjZWOIktkECE7vD56Z9m4I3fAaL+sAYrqwA+N4idZ6UVUloQCRhmyX6prAR8qyADB4Bp6JUxSk8Qe55FUEhbeYXHDoBflPCQ+4UPcs4rgkIZcmQgG3mu8Bd4488WYZT9R6CNQJIFDA8ZADtlKu2c9cDWB4oSFVQFkJFEUEVgbJNDFr51II+1hVeSZyQxF5LygEtmr9SFz0Dhg42CN2TYUVMaelX4yp9tRK3aP1336//IKRlpHSBB1ljpDIGgqsIFKCoGKemkIseGIEkyCVZGMAtJwrEiU/oCllF6sOxxAfjWK7kqiSUKOKpM3Z3vmb9593X/VGvhJehwDZz46JL9IwEI/PfHAa62aM+a+5cfAEB4OYLnunoaFQ7ivzcLoHGgmlhxWB+ElyN4Y4zngC7++zMBrEDy5GF9EF5mGngeeCP++/MksBw4gP9F+H/8P/4LC3LskaBhSAMAAAAASUVORK5CYII=" alt></p>
|
||
<p>The OPVault format was introduced in December 2012 and shortly thereafter became the default format for syncing with iCloud and Dropbox.</p>
|
||
<p>The <a href=https://support.1password.com/cs/agile-keychain-design/>Agile Keychain</a> format was introduced in 2008 as a successor to using macOS Keychain integration. It proved to be much more reliable for syncing and gave us flexibility in design, efficient and reliable syncing, and portability across a variety of platforms. We designed it not only to withstand threats from 2008 but future threats as well.</p>
|
||
<p>Changes in available technology allowed us to improve on that design. And we again designed against threats that may not exist today, but which may develop in the coming years.</p>
|
||
<p>There are many design features that we keep in the OPVault format. We continue to:</p>
|
||
<ul>
|
||
<li>Use JSON files for most everything.</li>
|
||
<li>Rely on existing cryptographic libraries, and do everything we can to avoid rolling our own. In particular, we use the CommonCrypto libraries for Mac and iOS.</li>
|
||
<li>Use PBKDF2 for <a href=#key-derivation>key derivation</a>, and we’ve dramatically simplified other portions of our key derivation.</li>
|
||
<li>Have as little information as necessary decrypted at any one time when the data is “unlocked”.</li>
|
||
<li>Be open about our data format, implementations, and design.</li>
|
||
</ul>
|
||
<p>However, we also took the opportunity to make many improvements.</p>
|
||
<h2 id=improvements-over-agile-keychain>Improvements over Agile Keychain<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#improvements-over-agile-keychain style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h2>
|
||
<h3 id=fewer-separate-files>Fewer separate files<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#fewer-separate-files style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>The Agile Keychain format used a separate file for each item. Experience has taught us not only that having each item in its own file creates difficulties for some filesystems, but that it also brings a penalty with data syncing as well. There is an overhead for syncing each individual file regardless of its size. Having hundreds or thousands of small files led to inefficient syncing in some cases. On the other hand, we don’t want a single monolithic file, which would introduce its own problems for syncing 1Password data across systems.</p>
|
||
<p>We combine items into 16 bands depending on the item’s unique identifier (<a href=#uuids>UUID</a>. For example, all items that have a UUID beginning with “C” will be listed in the file <code>band_C.js</code>. Band files range from <code>band_0.js</code> to <code>band_F.js</code>. If there are no items in a particular band, there will be no band file for it.</p>
|
||
<p>We also design a data format that is appropriate for each platform and have a process that syncs the OPVault with a format that is most appropriate for the application. We had already been doing this in some situations with earlier versions of 1Password, but in OPVault it is a fundamental design decision. The file formats used for syncing are never directly used by the local application.</p>
|
||
<p>We will refer to the particular data files and formats used directly by apps on particular platforms as the “local data”. The local formats will use the same encryption design as discussed here, but will (typically) be SQLite files. But this document just focuses on OPVault, which is the format of data that will be used for syncing and storage across networks, initially with iCloud.</p>
|
||
<h3 id=encrypting-everything>Encrypting everything<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#encrypting-everything style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>The Agile Keychain kept some information (most notably Location and Title) unencrypted so that these could be used to search for or identify a particular item, whereas the more sensitive content could remain encrypted. With the Agile Keychain format, the 1Password classic extension could identify and list potential matches for a website without having to be “unlocked”. With the OPVault format, we have moved away from that. The user must unlock the data with their Master Password before they can see a list of Logins.</p>
|
||
<h4 id=overview-data-and-full-content>Overview data and full content</h4>
|
||
<p>However, even when 1Password is unlocked, we want to keep as little sensitive data decrypted as possible at any one time. So in the new format we make a distinction between “overview” data and the full encrypted content. Overview data contains the information that is used to sort, index, and search for items in the keychain. We can decrypt the overview data for all items after the Master Password is entered, but keep the details for each item encrypted until the particular item’s content is needed.</p>
|
||
<h4 id=unencrypted-metadata>Unencrypted metadata</h4>
|
||
<p>Some metadata remains unencrypted:</p>
|
||
<ul>
|
||
<li>which folder an item is in</li>
|
||
<li>what category (Login, Credit Card, …) an item belongs to</li>
|
||
<li>creation time</li>
|
||
<li>modify time</li>
|
||
<li>last sync time</li>
|
||
</ul>
|
||
<p>The item <a href=#uuids>UUIDs</a> are fully available, which can be used to determine how many attachments, if any, an item has associated with it. The UUID of any folder an item belongs to is unencrypted, and thus an attacker can determine which items are in the same folder.</p>
|
||
<h3 id=ciphersuites>Ciphersuites<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#ciphersuites style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>We use Encrypt-then-MAC authenticated encryption everywhere we use encryption. The MAC is HMAC-SHA256 and encryption is AES-CBC using 256-bit keys. Key derivation is uses PBKDF2-HMAC-SHA512. More detail about these choices will be presented in the relevant sections on key derivation and item encryption.</p>
|
||
<p>In this document we will refer to “blocks of data”. Unless otherwise stated, blocks are the length of AES blocks, 128 bits (16 bytes).</p>
|
||
<h3 id=authenticated-encryption-and-data-integrity>Authenticated encryption and data integrity<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#authenticated-encryption-and-data-integrity style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>When the Agile Keychain format was developed, chosen ciphertext attacks (CCA) were seen as theoretical. Furthermore, the primary threat to people who use 1Password was thought to be from an attacker stealing the data once and pursuing an off-line attack. It did not anticipate an attacker who could tamper with user data that would be subsequently processed by the legitimate owner.</p>
|
||
<p>Instead of trying to design against particular CCAs or particular mischief that can be done through data manipulation, we authenticate everything we can. <a href=https://blog.1password.com/authenticated-encryption-and-how-not-to-get-caught-chasing-a-coyote/>Authenticated encryption</a> is used whenever we encrypt, and HMACs are calculated over the elements in each item. The item is rejected if the MAC does not verify. The Encrypt-then-MAC construction is better thought of as “Verify-and-only-then-Decrypt”.</p>
|
||
<h2 id=building-blocks>Building blocks<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#building-blocks style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h2>
|
||
<h3 id=keys>Keys<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#keys style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>We handle a variety of keys, the purpose and derivation of which will be described in later sections.</p>
|
||
<ol>
|
||
<li>Master Password (OK, this one isn’t a “key”).</li>
|
||
<li>Derived encryption key.</li>
|
||
<li>Derived MAC key.</li>
|
||
<li>Master encryption key.</li>
|
||
<li>Master MAC key.</li>
|
||
<li>Overview encryption key.</li>
|
||
<li>Overview MAC key.</li>
|
||
<li>Item encryption key (item specific).</li>
|
||
<li>Item MAC key (item specific).</li>
|
||
</ol>
|
||
<p>As an overview of the role of these various keys, the secret content of each item is encrypted a unique pair of keys (encryption and MAC) for that item. The relationship between an item key and the Master Password can be summarized in song:</p>
|
||
<blockquote>
|
||
<p><em>Each item key’s encrypted with the master key</em><br>
|
||
<em>And the master key’s encrypted with the derived key</em><br>
|
||
<em>And the derived key comes from the MP</em><br>
|
||
<em>Oh hear the word of the XOR</em><br>
|
||
<em>Them keys, them keys, them random keys</em> (3x)<br>
|
||
<em>Oh hear the word of the XOR</em><br></p>
|
||
</blockquote>
|
||
<p>All of the encryption keys are 256-bit keys for use with AES. This has been a highly requested change. Although 128-bit keys remain more than sufficiently resistant to any brute force attack, moving to 256-bit keys has the side effect of leading us to use a SHA512 in our <a href=#key-derivation>key derivation,</a> which may add meaningful strength defenses against password crackers. Additionally, as the systems that 1Password normally runs on are much more powerful than they were years ago, the additional overhead of using 256-bit keys is <a href=https://blog.1password.com/guess-why-were-moving-to-256-bit-aes-keys/>no longer a reason not to</a>.</p>
|
||
<p>We are aware of the key schedule concerns surrounding 256-bit AES keys, and we will continue to keep an eye on attacks against it. We can modify our format and cipher suites to return to 128-bit keys if necessary. The MAC keys are also all 256-bit keys.</p>
|
||
<p>All keys (other than the key encryption keys derived from the Master Password) are created using <a href=#random-number-generation>cryptographically appropriate pseudorandom number generation</a>.</p>
|
||
<h3 id=uuids>UUIDs<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#uuids style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>As in the Agile Keychain format, each item is associated with a universally unique identifier, the UUID. These are 128-bit numbers that are chosen as <a href=https://tools.ietf.org/html/rfc4122>RFC 4122</a> Version 4 UUIDs when an item is first created. In what follows, we will often use the term “UUID” to refer to the uppercase hexadecimal representations of a UUID. It should be clear from context when we mean the hexadecimal representation and when we mean the number itself.</p>
|
||
<p>Because each UUID is chosen at random, it contains no information about the content of an item. These UUIDs reveal no information about the creators system other that than the fact that they are RFC 4122 Version 4 UUIDs. When a user modified information in an item the UUID remains the same, although the time stamp associated with it will change.</p>
|
||
<h3 id=opdata01>opdata01<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#opdata01 style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>All encrypted data with the exception of some encrypted keys is a specific format we are calling “opdata01”.</p>
|
||
<p>The first 8 bytes of the data are the string “opdata01”. The next 8 bytes contain the length in bytes of the plaintext as a little endian unsigned 64 bit integer. The next 16 bytes are the randomly chosen initialization vector.</p>
|
||
<p>The plaintext is padded using the following scheme.</p>
|
||
<p>If the size of the plaintext is an even multiple of the block size then 1 block of random data is prepended to the plaintext. Otherwise, between 1 and 15 (inclusive) bytes of random data are prepended to the plaintext to achieve an even multiple of blocks.</p>
|
||
<p>The data – excluding the IV but including the prepended padding – is encrypted using AES in <a href=https://blog.1password.com/guess-why-were-moving-to-256-bit-aes-keys/>CBC mode</a> with a 256-bit encryption key.</p>
|
||
<p>The HMAC-SHA256 is computed over the entirety of the opdata including header, length, IV and ciphertext using a 256-bit MAC key. The 256-bit MAC is not truncated. It is appended to the ciphertext.</p>
|
||
<p>Depending on where opdata is stored within data files it may be base64 encoded.</p>
|
||
<h4 id=implementation>Implementation</h4>
|
||
<p>On the Mac and on iOS we use the CommonCrypto libraries, using kCCHmacAlgSHA256 and kCCAlgorithmAES128. We set up the cryptor with <code>CCCryptorCreate(kCCEncrypt, kCCAlgorithmAES128, 0, encryptionKey, 32, IV, &cryptor)</code> and the MAC with <code>CCHmacInit(&context, kCCHmacAlgSHA256, MACKey, kCCKeySizeAES256)</code></p>
|
||
<h4 id=rationale>Rationale</h4>
|
||
<p>We perform authenticated encryption for the reasons described in the <a href=#authenticated-encryption-and-data-integrity>authenticated encryption section</a>. CommonCrypto does not, at this time, offer any direct authenticated encryption modes, so we use Encrypt-then-MAC composition.</p>
|
||
<p>We do not use kCCOptionPKCS7Padding as this can lead to padding oracle CCAs (although our use of Encrypt-then-MAC should <a href=https://cseweb.ucsd.edu/~mihir/papers/oem.html>prevent all CCAs</a>). Instead we do our own random padding as described above. By putting the padding up front, this has the effect of acting like a smaller, additional, IV.</p>
|
||
<p>The <a href=https://tools.ietf.org/id/draft-mcgrew-aead-aes-cbc-hmac-sha2-01.txt>IETF draft for authenticated encryption with associated data</a> was not available in time for our first version of this, but we will certainly consider the simpler padding proposed there in the future.</p>
|
||
<h3 id=random-number-generation>Random number generation<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#random-number-generation style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>1Password uses the Cryptographically Secure Pseudo-Random Number Generators (<abbr title="Cryptographically Secure Pseudo-Random Number Generator">CSPRNG</abbr>) provided by the respective operating systems for all its random number needs. On Mac and iOS, that is <a href="https://developer.apple.com/reference/security/1399291-secrandomcopybytes?language=objc">SecRandomCopyBytes()</a>, on Windows that is <a href=https://msdn.microsoft.com/library/aa379942.aspx>CryptGenRandom()</a>, and on Android that is <a href=https://developer.android.com/reference/java/security/SecureRandom.html>SecureRandom()</a>. These are used to create the master keys (encryption and MAC), overview keys (encryption and MAC), and PBKDF2 salt when a new vault is created. Subsequently, random numbers are used for item keys (encryption and MAC), initialization vectors for CBC encryption, random CBC padding, and UUIDs.</p>
|
||
<h2 id=directory-layout>Directory layout<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#directory-layout style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h2>
|
||
<p>The top level directory is called onepassword_data and will contain a directory for each profile. Default is the only profile so far. The default folder will contain 16 <a href=#band-files>band files</a>, a <a href=#folders-js>folders.js file</a>, a <a href=#profile-js>profile.js file</a>, and any number of <a href=#attachments>attachments</a>.</p>
|
||
<p>Here is the layout for a sample OPVault:</p>
|
||
<pre><code>onepassword_data
|
||
-- default
|
||
|-- 026AA7B7333B4F925F16DE9E21B912B7_5754B83288A34CD39DE64B45C2F05A9D.attachment
|
||
|-- 6F8CDF100CC99FD55053B77492D97487_072A1462CBDE4E2488FB2DA16D96B84B.attachment
|
||
|-- 7BAFBD42CA6F487C94DEC95C187A88A7_C10EA572E11246019A76C4657E302C8B.attachment
|
||
|-- BD1B7C38FDC647E188E172DE2C06C391_A766BB1A9D484174B0D3453E8142118C.attachment
|
||
|-- EE2B42ABEB4D4276AEA51006B3A9C47C_CC20BEA583014AD38E2899853CC48DB8.attachment
|
||
|-- F6A28725D3F0F4DCB857C62A10E612F6_E390C5572D1848E3B128C416162CA60B.attachment
|
||
|-- band_0.js
|
||
|-- band_1.js
|
||
|-- band_2.js
|
||
|-- band_3.js
|
||
|-- band_4.js
|
||
|-- band_5.js
|
||
|-- band_6.js
|
||
|-- band_7.js
|
||
|-- band_8.js
|
||
|-- band_9.js
|
||
|-- band_A.js
|
||
|-- band_B.js
|
||
|-- band_C.js
|
||
|-- band_D.js
|
||
|-- band_E.js
|
||
|-- band_F.js
|
||
|-- folders.js
|
||
-- profile.js
|
||
</code></pre><h2 id=band-files>Band files<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#band-files style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h2>
|
||
<p>An individual band file, say, <code>band_4.j</code>, will contain all the items with UUIDs that begin with ‘4’.</p>
|
||
<p>The contents of a band file containing two Login items may look like:</p>
|
||
<pre><code>ld({
|
||
"468B1E24F93B413DAD57ABE6F1C01DF6": {
|
||
"category": "001",
|
||
"created": 1325483950,
|
||
"d": "b3BkYXRhMDFcAQ ...",
|
||
"folder": "C8CE328220DF4157961787FBA30DAB96",
|
||
"hmac": "30d0rq4tFQvU++mIOElzzI1zilZS0M4Ya10TXmsFz2c=",
|
||
"k": "KGRbxc/qWol4sbs7bwwctO ...",
|
||
"o": "b3BkYXRhMDGCAAAAAAAAAB0ZLRV9xZidd ...",
|
||
"tx": 1347560906,
|
||
"updated": 1325483950,
|
||
"uuid": "468B1E24F93B413DAD57ABE6F1C01DF6"
|
||
},
|
||
"4E36C011EE8348B1B24418218B04018C": {
|
||
"category": "001",
|
||
"created": 1325483950,
|
||
"d": "b3BkYXRhMDFcAQAAAAAAAIyTActXjlxJEgx ...",
|
||
"hmac": "T/8VMqYTr8WJDJqPrJyJl+bFcmS28dn2ZBICwS6d+Tw=",
|
||
"k": "87VRNWy3Pj6 ...",
|
||
"o": "b3BkYXRhMDFyAAAAAAAAADkKPiRdEPFXmLQG9T ...",
|
||
"tx": 1347560906,
|
||
"updated": 1325483951,
|
||
"uuid": "4E36C011EE8348B1B24418218B04018C"
|
||
}
|
||
});
|
||
</code></pre><h2 id=items>Items<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#items style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h2>
|
||
<p>And individual item within a band file may look like:</p>
|
||
<pre><code>"468B1E24F93B413DAD57ABE6F1C01DF6": {
|
||
"category": "001",
|
||
"created": 1325483950,
|
||
"d": "b3BkYXRhMDFcAQ ...",
|
||
"folder": "C8CE328220DF4157961787FBA30DAB96",
|
||
"hmac": "30d0rq4tFQvU++mIOElzzI1zilZS0M4Ya10TXmsFz2c=",
|
||
"k": "KGRbxc/qWol4sbs7bwwctO ...",
|
||
"o": "b3BkYXRhMDGCAAAAAAAAAB0ZLRV9xZidd ...",
|
||
"tx": 1347560906,
|
||
"updated": 1325483950,
|
||
"uuid": "468B1E24F93B413DAD57ABE6F1C01DF6"
|
||
}
|
||
</code></pre><p>The item is labeled by its UUID which is also one of the elements within the data. The MAC is calculated over all the items (in C lexicographic order) except for <code>hmac</code> itself and <code>folder</code>. The folder is excluded because there may be legitimate instances of an item changing its folder when the MAC key is unavailable.</p>
|
||
<h3 id=category>category<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#category style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>Item category indicates whether the item is a Login (“001”), Secure Note (“003”), Credit Card (“002”), and so on. These are three digit decimal numbers.</p>
|
||
<div class="col-xs-12 col-md">
|
||
<table>
|
||
<thead>
|
||
<tr>
|
||
<th>Category</th>
|
||
<th>Code</th>
|
||
</tr>
|
||
</thead>
|
||
<tbody>
|
||
<tr>
|
||
<td>Login</td>
|
||
<td>001</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Credit Card</td>
|
||
<td>002</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Secure Note</td>
|
||
<td>003</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Identity</td>
|
||
<td>004</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Password</td>
|
||
<td>005</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Tombstone</td>
|
||
<td>099</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Software License</td>
|
||
<td>100</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Bank Account</td>
|
||
<td>101</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Database</td>
|
||
<td>102</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Driver License</td>
|
||
<td>103</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Outdoor License</td>
|
||
<td>104</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Membership</td>
|
||
<td>105</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Passport</td>
|
||
<td>106</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Rewards</td>
|
||
<td>107</td>
|
||
</tr>
|
||
<tr>
|
||
<td>SSN</td>
|
||
<td>108</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Router</td>
|
||
<td>109</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Server</td>
|
||
<td>110</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Email</td>
|
||
<td>111</td>
|
||
</tr>
|
||
</tbody>
|
||
</table>
|
||
</div>
|
||
<h4 id=rationale-1>Rationale</h4>
|
||
<p><code>category</code> is left unencrypted so that a list of, say, Email items can be presented without having to decrypt the overviews of every item in within the keychain. If category was specified within the encrypted overviews then it would be necessary to decrypt every overview to identify the particular items to be listed.</p>
|
||
<h3 id=created>created<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#created style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>Unix time of item creation. All time stamps are Unix time and are written as an ASCII decimal number. Internal representation of Unix time stamps involves data types that are based on 64-bit integers and so will handle dates beyond January 2038.</p>
|
||
<h3 id=d>d<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#d style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>This is the encrypted details for the item. It is base64 encoded <a href=#opdata01>opdata</a>. It is encrypted using the item keys in “k”.</p>
|
||
<h3 id=fave>fave<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#fave style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>The presence of <code>fave</code> indicates that the item is to be listed among “favorites”. The value, an ASCII representation of an unsigned long integer is used as a sort index, with lower numbers sorted first.</p>
|
||
<p>It is useful to have large gaps in the sort indices, so that items added later to favorites can be inserted in the sort order without having to renumber existing items. For example, the item to be sorted first may have a sort index of 1000 and the item to be sorted second may have a sort index of 2000. The allows someone to add a new favorite item to be sorted be sorted between those two, sort index 1500, without having to modify the existing items.</p>
|
||
<h4 id=rationale-2>Rationale</h4>
|
||
<p><code>fave</code>, like <code>category</code>, is left unencrypted so that a list of favorites can be displayed without having to decrypt the overviews of every item in the keychain. If <code>fave</code> were to be among the overview data, then the overviews of all items would need to be decrypted to identify which items are favorites.</p>
|
||
<h3 id=folder>folder<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#folder style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>This is the UUID of any folder an item may belong to.</p>
|
||
<h3 id=hmac>hmac<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#hmac style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>This MAC (HMAC-SHA256) is computed over all the elements of the item with the exception of the hmac itself. It’s computed over the item elements and their values. Very pseudo code:</p>
|
||
<pre><code>elements = Sort_with:@selector(compare:);
|
||
for (element in elements) {
|
||
if (element == "hmac") continue;
|
||
CCHmacUpdate(&context, [element UTF8String], [element length]);
|
||
*data = [dict[element] description];
|
||
CCHmacUpdate(&context, [data UTF8String], [data length]);
|
||
}
|
||
</code></pre><p>The HMAC is computed using SHA256 using the overview MAC key, and it is base64 encoded.</p>
|
||
<h3 id=k>k<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#k style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>This is the encrypted item and MAC keys. It is encrypted with the master encryption key and authenticated with the master MAC key.</p>
|
||
<p>The last 32 bytes comprise the HMAC-SHA256 of the IV and the encrypted data. The MAC is computed with the master MAC key. The data before the MAC is the AES-CBC encrypted item keys using unique random 16-byte IV.</p>
|
||
<p>The decrypted object is defined by:</p>
|
||
<pre><code>typedef struct {
|
||
uint8_t crypto_key[32];
|
||
uint8_t mac_key[32];
|
||
};
|
||
</code></pre><p>This is base64 encoded.</p>
|
||
<h4 id=rationale-3>Rationale</h4>
|
||
<p>One reason to provide a separate key for each item is to make sure that only a safe amount of data is encrypted under one key. Although we don’t expect item details to grow particularly large, any attachment to an item is also encrypted under the item key.</p>
|
||
<h3 id=o>o<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#o style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>This is the encrypted overview for the item. It is base64 encoded <a href=#opdata01>opdata</a>, encrypted with the overview encryption and MAC keys.</p>
|
||
<p>There are still cases where we need to find items without having to decrypt all the data. So we separate the data in each item into “overview data” and “encrypted data”. In the clients, the overview data may remain unencrypted (in memory) for the entire time that 1Password is unlocked, whereas the restricted data for any item is only briefly decrypted.</p>
|
||
<p>The decrypted overview data includes the URLs (yes, that is plural) associated with an item, the Title associated with the item, and some additional information depending on the category of an item. For a Login, the username for the item is included. For a Password, the creation time is included. For a secure note, the first 80 bytes of the note are included. For an Identity, the full name is included. For a Credit Card, the <em>masked</em> credit card number is included.</p>
|
||
<h3 id=trashed>trashed<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#trashed style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>If <code>"trashed": true</code> appears in the item, it indicates that the item has been moved to the Archive. The default for trashed is <code>false</code>, so the absence of it indicates that the item is not in the Archive.</p>
|
||
<h3 id=tx>tx<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#tx style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>This is the “transaction timestamp” (Unix time) indicating when this particular item was last modified or added to the current database through syncing. When an item is modified or added to the database through syncing, this item will be updated to reflect that. This along with the updated timestamp are used to manage syncing.</p>
|
||
<h3 id=updated>updated<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#updated style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>This is a Unix timestamp indicating when the contents of the item were last modified.</p>
|
||
<h3 id=uuid>uuid<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#uuid style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>This is the <a href=#uuids>UUID</a> of the item. Its inclusion within the item makes sure that it is included when the hmac is calculated.</p>
|
||
<h2 id=foldersjs>folders.js<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#foldersjs style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h2>
|
||
<p>The file <code>folders.js</code> has a similar structure to a band file, and each folder listed has a structure very similar to an item in the band file. For security purposes, it is worth noting that the folder name and the search query for defining a smart folder are encrypted with the overview key. In this version, other than the actual encrypted data, there is no MAC for each folder nor for the list of folders themselves.</p>
|
||
<p>Here is a sample entry:</p>
|
||
<pre><code>"379A3A7E5D5A47A6AA3A69C4D1E57D1B": {
|
||
"created": 0,
|
||
"overview": "b3BkYXRhMDES ...",
|
||
"tx": 1373753421,
|
||
"updated": 0,
|
||
"uuid": "379A3A7E5D5A47A6AA3A69C4D1E57D1B"
|
||
}
|
||
</code></pre><p>The <code>overview</code> is encrypted with the overview keys, and contains the name of the folder for ordinary folders.</p>
|
||
<p>In this sample, it is clear that this folder was created and last modified at the very beginning of time itself. (Or it was merely created in the pre-beta version of 1Password used to create this data sample.)</p>
|
||
<p>Some folders may also contain <code>"smart": true,</code>, indicating that it is a smart folder. The overview in those cases will contain, in addition to its name, a definition of the search predicate used to define the smart folder. The specification of those is still in flux and is not, at this point, expected to be portable.</p>
|
||
<h2 id=profilejs>profile.js<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#profilejs style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h2>
|
||
<p>This file contains the encrypted master and overview keys. Here is a sample:</p>
|
||
<pre><code>var profile={
|
||
"lastUpdatedBy":"Dropbox",
|
||
"updatedAt":1325483930,
|
||
"profileName":"default",
|
||
"salt":"LlfotX7aTZnfL+AjJJYARA==",
|
||
"passwordHint":"fred",
|
||
"masterKey":"b3BkY ...",
|
||
"iterations":227272,
|
||
"uuid":"FFF0089247244BDEAAE714B9AC6FF129",
|
||
"overviewKey":"b3BkYXRhMD ...",
|
||
"createdAt":1347560904};
|
||
</code></pre><p>The masterKey and the overviewKey are in base64 encoded <a href=#opdata01>opdata</a> objects. iterations is the number of PBKDF2 iterations. salt is base64 encoded 16 byte random salt. These will be described in more detail in the section on <a href=#key-derivation>key derivation</a>.</p>
|
||
<p><code>lastUpdatedBy</code> is used to help make the syncing process more efficient. The password hint is stored unobfuscated. We did not feel that we could devise an obfuscation system that could sufficiently resist reverse engineering for the very limited gain of obfuscating the hint.</p>
|
||
<h3 id=key-derivation>Key derivation<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#key-derivation style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>We have been able to simplify key derivation because we no longer have multiple security levels in the <a href=https://support.1password.com/cs/agile-keychain-design/>Agile Keychain</a> format, where each security level required its own master key. The key derived from the user’s Master Password is used to authenticate and decrypt the <code>masterKey</code> and the <code>overviewKey</code> in profile.js.</p>
|
||
<h4 id=from-master-password-to-derived-encryption-and-mac-keys>From Master Password to derived encryption and MAC keys</h4>
|
||
<p>The Master Password is converted to a UTF-8 null terminated string. This is then used in the Common Crypto key derivation function <code>CCKeyDerivationPBKDF</code>, using PBKDF2, the salt, and HMAC-SHA512 as the pseudorandom function to derive the encryption key and the MAC key. The first 256-bits are the derived encryption key and the remaining 256-bits are the derived MAC key.</p>
|
||
<p>Using SHA2-512 serves two purposes:</p>
|
||
<ol>
|
||
<li>It gives us enough raw material to for both an encryption key and a MAC key (each 256-bits).</li>
|
||
<li>By using a wide hash (512 bits) in PBKDF2, we make it more difficult for GPUs which are constrained by their memory access limitations.</li>
|
||
</ol>
|
||
<p>At the moment our choice of PBKDF2 over <a href=https://tools.ietf.org/html/draft-josefsson-scrypt-kdf-00>scrypt</a> is largely motivated by the fact PBKDF2 is available in the system libraries for the platforms that we use. We may migrate to scrypt, or some other successor to PBKDF2, in future.</p>
|
||
<h4 id=from-derived-keys-to-master-keys-and-beyond>From derived keys to master keys and beyond</h4>
|
||
<p>The derived keys are used to decrypt the contents of <code>masterKey</code> and <code>overviewKey</code>. The <code>masterKey</code> and the <code>overviewKey</code> are base64 encoded <a href=#opdata01>opdata</a> objects.</p>
|
||
<p>The plaintext of the <code>masterKey</code> is 256 bytes of data selected <a href=#random-number-generation>randomly</a> when the keychain was first created. The plaintext of the <code>overviewKey</code> is 64 bytes selected <a href=#random-number-generation>randomly</a> when the keychain was first created.</p>
|
||
<p>The 256 byte (2048 bit) plaintext content of the masterKey is then hashed with SHA-512. The first 32 bytes (256-bits) of the resulting hash are the master encryption key, and the second 32 bytes are the master hmac key.</p>
|
||
<p>The master keys (encryption and MAC) are used to encrypt the item specific item keys within each item. These in turn are used to encrypt the data within the item and also any attachment associated with the item.</p>
|
||
<p>The overview keys (encryption and MAC) are derived in the same way as the master keys. The contents of <code>overviewKey</code> is verified and decrypted with the derived keys; the result is then hashed with SHA-512; the first 32 bytes of the hash output will be the overview encryption key; the last 32 bytes of the hash output will be the overview hmac key.</p>
|
||
<p>The overview key is used for encrypting the overviews in each item as well as the overviews in for each folder.</p>
|
||
<h2 id=attachments>Attachments<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#attachments style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h2>
|
||
<p>Attachment files are named with the UUID of the item that they are attached to followed by an underscore and then followed by the UUID of the attachment itself. The file is then given the extension .attachment.</p>
|
||
<p>The contents can be divided into four sections.</p>
|
||
<ol>
|
||
<li>The header</li>
|
||
<li>The meta-data (up to 2^16^ bytes)</li>
|
||
<li>The encrypted icon (up to 2^32^ bytes)</li>
|
||
<li>The encrypted data (up to 2^32^ bytes)</li>
|
||
</ol>
|
||
<h3 id=header>header<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#header style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>Counting from zero</p>
|
||
<table>
|
||
<thead>
|
||
<tr>
|
||
<th></th>
|
||
<th></th>
|
||
</tr>
|
||
</thead>
|
||
<tbody>
|
||
<tr>
|
||
<td>Bytes 0-6</td>
|
||
<td>The literal <code>OPCLDAT</code></td>
|
||
</tr>
|
||
<tr>
|
||
<td>Byte 7</td>
|
||
<td>Version <em>(0×01 for this first version)</em></td>
|
||
</tr>
|
||
<tr>
|
||
<td>Bytes 8-9</td>
|
||
<td>Metadata size in bytes <em>[little endian]</em></td>
|
||
</tr>
|
||
<tr>
|
||
<td>Bytes 10-11</td>
|
||
<td>Junk <em>[structure padding]</em></td>
|
||
</tr>
|
||
<tr>
|
||
<td>Bytes 12-15</td>
|
||
<td>Icon size in bytes <em>[little endian]</em></td>
|
||
</tr>
|
||
<tr>
|
||
<td><br></td>
|
||
<td></td>
|
||
</tr>
|
||
</tbody>
|
||
</table>
|
||
<h3 id=metadata>metadata<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#metadata style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>This is then followed by a JSON object containing the meta data (displayed here with whitespace for legibility, but there is no whitespace in the actual attachment file).</p>
|
||
<pre><code>{
|
||
"itemUUID":"EE2B4 ...",
|
||
"contentsSize":277153,
|
||
"external":true,
|
||
"updatedAt":1328222369,
|
||
"txTimestamp":1347487884,
|
||
"overview":"b3BkYXRhMDEiAAAAAAAAACMP4CJz/gLE4lwhnyahSY0jBL ...",
|
||
"createdAt":1328222369,
|
||
"uuid":"CC20BE..."
|
||
}
|
||
</code></pre><h3 id=encrypted-icon>encrypted icon<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#encrypted-icon style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>This is <a href=#opdata01>opdata</a>. In attachment files these are not base64 encoded.</p>
|
||
<h3 id=encrypted-contents>encrypted contents<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#encrypted-contents style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h3>
|
||
<p>This is <a href=#opdata01>opdata</a>, encrypted with the associated item and MAC keys. In attachment files these are not base64 encoded.</p>
|
||
<h2 id=sample-data-and-further-details>Sample data and further details<a class="anchorjs-link anchor" aria-label=Anchor data-anchorjs-icon= href=#sample-data-and-further-details style="font:1em / 1 anchorjs-icons;padding-left:0.375em"></a></h2>
|
||
<p>For those who want to explore and analyze this further, we have posted <a href=https://cache.agilebits.com/security-kb/>sample data</a>.</p>
|
||
<p>Although we don’t anticipate publishing source code for manipulating 1Password keychains, others, unaffiliated with AgileBits, have done so. You can read more about this in:</p>
|
||
<ul>
|
||
<li><a href=https://blog.1password.com/you-have-secrets-we-dont-why-our-data-format-is-public/>You have secrets; we don’t, why our data format is public</a></li>
|
||
</ul>
|
||
</article>
|
||
<div class=published>Published: <time>June 23, 2021<time></time></time></div>
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