/* The Machine Mind logo in motion. Pieces, timings and easing come unchanged from
   "Machine Mind loading screens.html". The See-saw version is the first-visit intro, and it is the only
   logo on the site that moves. Anywhere else the lockup sits still, using these same cut-outs. */

/* =====================================================================
   SHARED LOADER BASE (used by every version)
   ===================================================================== */
.mm-loader {
  --lockup-w: clamp(260px, 88vw, 620px);
  --u: calc(var(--lockup-w) / 1833);      /* 1 unit = 1 pixel of the original logo file */
  position: fixed; inset: 0; z-index: 10;
  display: grid; place-items: center;
  background: var(--mm-bg);
  color: var(--mm-ink);
  transition: background-color .45s ease, color .45s ease;
}
.mm-loader[hidden] { display: none; }
.mm-loader.is-done { pointer-events: none; }
.mm-sr { position: absolute; width: 1px; height: 1px; margin: -1px; overflow: hidden; clip: rect(0 0 0 0); white-space: nowrap; }
.mm-stage { position: relative; padding-bottom: calc(156 * var(--u)); }   /* same logo position in every version, bar or not */
.mm-lockup { position: relative; width: calc(1833 * var(--u)); height: calc(383 * var(--u)); }
.mm-box {
  position: absolute;
  left: calc(var(--x) * var(--u)); top: calc(var(--y) * var(--u));
  width: calc(var(--w) * var(--u)); height: calc(var(--h) * var(--u));
}
.mm-fill { position: absolute; inset: 0; }
/* Each piece is a cut-out of the original logo file used as a mask, so it can take any colour */
.mm-img {
  background-color: currentColor;
  -webkit-mask-image: var(--img); mask-image: var(--img);
  -webkit-mask-size: 100% 100%; mask-size: 100% 100%;
  -webkit-mask-repeat: no-repeat; mask-repeat: no-repeat;
}
.mm-i-sq { --img: url("data:image/png;base64,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"); }
.mm-i-ci { --img: url("data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHMAAABzCAQAAAABSvVtAAAJY0lEQVR42u3dWWzcVxUG8N/8Z7NnvMVO7JCGNA1NXRoKURtQWAotWwUPIKCIVaKAkEAVQvAAL0jwggSVkBCLhITgBbGITUVsalnE0qKkQFPaklCSNE2bNAtxbHcWz/7nYTx4jWPHY3tm4LsPliPF4y/n3nPP+c65J/xPILJun5QQCkCo1Dk0e2TRjZqaQCAQ1yWOspKyUAQhakK16e+L7UGzV7+cHBKSuiUlJSQkjEhK6RJXU1FzRESoYkpWVlFoSn7a8qVWppmQllBSNGS7qkE7PM8uu1xlwLiohISYiAiiyDvrpKNOGHNYWdGUvAlZ9Mq0Is3NIkJxg55vn1GvFRNFVYioqmB6Y9a/npm2bkxNUVnUEfc76AnPqgodbz1rpqXk7HajPW52o34VZUlRXcv6+1OqopICoWc86PceNubfJhUlV39eV0szKRSVNmyT17nNzaKKErqv+CfmxVGQdY+/OeCUEqY2kmZSTCDtRd7hzdIiArGm7I6amqqSR/zEvU4pqa7GLUVXQfE5xgX2+5i73CyQFp2+GZtxmAIxSTtca5ctqiabsXlX6mx6kPQa33BSQUa4ZisrVPAj77HHoLQt67Vpe2UM2+VO19pjUGLN/1mnVJX8xu/9zmkRoexaf+SglK0+6FdClTW04sKV85Sv2SNh2PDan80XutO77JVs2klcHuL67fUCJf+UMbwSi66EZo+oAfu937tcI7khqUbUNV6p15gxFdW1oFmy2e3u8kZ965jZLETZi/Q57rxg+USXfyZHfNoRY+t6Hi+1Jhy0z95mu7+dunzen5VagmQoNOYx/a6ztVkUu3Gju51XbBmSoVDGQTe4qVkW3eYaH28pgo2V95jrjUqtfrP22+KLLjrRkkTP+Zf9rmpGYPdhT7Ykxfp61t89147VUOyS8Db/lGthmqEzHtRr5ErvzR55b/cpu1eRPa4HelywzcEri3MHXGfQg2otbcnGOu9OKduv5BJJ+bZqW5AMhY55p5RdK022eJPQZNvQDN1rVL+B5Z/NPkUv8xWbNyhAvzKMKPud7S4sj2ZKVo+PeUObFUritjrkmNhC1ShYdMOmvMLtzrddPWirLymK6728NfsFrvZx+/RrN1Rtd9wxlcurgFcb9GZV+TZyPjPrCWdsZ74wFl0gSw6o+ab+1YfDG4JNTqk67Zmlz2baBe/W16Yk4TrvM6l/7pGLzlMIYmK+assyKx+t6YiSnvHUXAcazDvCea8zutBTtRUu+KzS3GQ7mHNfTon5oMw6C5PNxlZbXee5l6IZ4Ea3uai9kXLeXXPrLbNpZiW8BVdrd8S8ca4uH8xzx69dLCJsOwwqeMvs0xmZlXoN6fOP+Ye3TVFw0k3S/j3XmgkRBe+jI0iS1Gf3dF/KvE1b8F45nYGIXi+XaySSs2k+x7bm1yQ20N/eIr6QZsQtctIdQzNij4FGlBfMckUvdWEVvQithtCw65UXWnP34jpK2yJwg3J928625kgbJtJLkay6SrF+cwTTYUHNC2zpGD/bEHteZVhGukGzJmpI0OYh+0J7dkmg1qBZlVhdsaUlEdWlG9UZmkk7BC1eK1k5evTUe3MbNBnpsC1LRLf++hUZ/Fc3SHXcpq1K6RFv0Eyj3MS2wtahGZcWl6jTjCspq3WcNWtiEjPWnJBUU+g4or0uGjQp6b8vQ6LiG9q5tTZRbURFdObejNR3cIehLDAlqtKgGYh2nC3rNLOiwhma4Xo3WK+LC2JcMBMeBMomhB0XHkSMzc43A1njHWfNiJqJuTTJ0ci1O8jX5uvqVp1mzk5/XP8HEGt+NkNl4wZnYtqCZxU7SAmCosdFMdWgWZJz0Vg9MOogax4UzKZJRs6JjrJmWdyhhu4czIrnH+kgMbrugI43vE0w6w//qmSyg0g+7bxC/ZvZ7/MeVeiokO8hmUZ/0ExFrObpDkrGakKHZ159NmiW5HS5p2Okkojzvj2zN2cLI2PuU2z7zoM6xp1RnnGpc1ss7ne2Sa9pNxop9yktTnOTnD92hPB1WODHsxsUZ5OaEvUDE82bNrBhGHGfY43LZD7NcQkPeVRPm5M8ZciX5xakg3luuOR7Km2eqUQc9uDSh69f0kkn27KXtr5OC33E9qUlvKSEO4TG25ZmziEj8x+2LzRtzON+2bbl+XNSviN/+WEQm3R7q9BEW9pywhHbFjbKLrRmQehPlzvCLYpJvb5gbOHvvjCRrthiXNENettOTSj7k8/oauh5S1mTiJLv+0Xb1a6zptytvFgyuZgsktEvZ9zLVzorYoNx0Tf8UM9yH09RlHLWRa9uo9b+KRnvsFluseAmesldXnXS9QbapCVqTNF+NWcXj+CW8qfP+oRznm4Dko8758sKlw5Sl742Cj4k2wYZyw4/8i35mTbh5W7ahkJ0xlmjavpamOQTjrvbqaXmfS1Ns2irR8W8hJZ1RudNulXC5FIq8+V09oxhfzeka+7zlZbBERe93YAnl45hL19OyNjip27To6vldKJ/2OpWeZOX6x1dTtVkQr8/C71YrcXCv6M+oObJ2XLIldNkyrgDNuk10jK6fM5vfcXDMssZNbj8GljVAb2umR69utE44bgvul+m+TPaevS4w0MtMMhhwr32rqRCsJKKZlLcOY+ounYDm6WyEj7nkyqyazWyrCDmacdMGtqQ7GVM0mGf8DNx59a2Gnu1EV3e6oDcuo5lKTgm9EOjUkZW+ixo5WX4STlpGT83bFxUep3klKJjPurrKBpfaWvPlV0PKaGqzW7yGrfY1ehBXhPkJWX90vf9Vcz4lSUSq7kF+1T02ev1bjUq5ajda0DznAf82gFPraYkuRqaaaFQ1BZ73WqvV+KCwsqHEy0aYhZsdsJfPOAhJ0xcOslaa5o0pnUnjdot6g5vE6jJriJxy4tNe/XvOuqQf5lc/fjzZoRuvSpqeJ6kYTe73T5RF8UlxJepD5ZURAUCZc845AGHPWxKQbCYILkRNOuhQ1FSWpeatFH7Pd8+A/qQU5SQEkNW0ZC8bhGnJXRJCqan9vd4zB8cdNS4vIqKWrOqc80OxBMiEhKSYobsNGqnYdvsNOK0mKRucZQU9SPrjBOOe9IFT8jJyCsomkTX5TOPjaJZR7eIiKpuKXFRCWnduvXabEhS3pgJZ6ZTgpK8KWVV5cXlx1alWUe/sjySkqIiympqYuICNWXB9H8pYXp2f0VA8yz4f/wfbY3/ANE76WTlg5KDAAAAAElFTkSuQmCC"); }
.mm-i-wave { --img: url("data:image/png;base64,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"); }
.mm-i-l1_0 { --img: 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"); 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.mm-i-l1_1 { --img: 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"); }
.mm-i-l1_2 { --img: 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"); }
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.mm-i-l1_5 { --img: url("data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJsAAACsCAQAAADGFxYSAAAL2klEQVR42u3de4xcd3XA8c/M7M7s7MyuvbbX9ibrxAlKbGPRkLTIBUojEUwESmPIsxGiImmBlrQohb6gVKVRRaO2FGhpIktNIU0cagiCtkAa0iYuTROalLqmoUDS1Ens+LEP73t3Zh9z+8f6sQ8/dsSdufcuc6yx5N3xvff3vef8fuec3+93fjSkIfWS1Gl/WlA0KDXvt5VzXCctbRJkZVSMxKiVzZrNnOM7wYJ/5wUmldAqo2Ls7NiK8rIypud9Izjno2VkTCtLyZgyohwTZC1KKGpb0NaFLaqcRhFmlKQ1mTYma/T02DrkXWSL9aaMWHlc24KTt0gJzvhJm9YqZdKMKT0O+Q8DMQG31hU2y8vMe+bKObCVFaRNC1T0OeQZfad+2TRPz97sKq+1Xv7kZVNL0jSY1oqSQEq/A77i3/2XUuTQNtthu4uslJn38/Q5sM0oSCnLyBjwsnvt8dxibVvvFr/k1Sr6Za0wNU8TgzP0gnONNIVjsooC/Up2uk9PhMaaFdjoXd7rPINyC7QttcBiFkuTsjFZRRwz6TPuNzi/j8t7jeeMC0L7c0Tg17RaHRm2om47lOwPpT0jetxkw3xVTXmH8xcp7o8i64z6edtMWBcRtpwmb9dsY0gvoWC7lPx8bDu0yoX8tn/SO3QajwRaq5Rm15zT8Vi6zHirspXzO8YLTYT+6OOucYPp2VvVWWaMa9ZlKsTWnG9sdpBLz1Hp0dAfvcPFfsGbZSPAVjYub/icQ9nSJW1SxYCVc7Fl5zkj4cklbtWmI5K+LW8gxI6naEIrsnP7tkrIPdsJKbnSzYoRYMub0RyitjWryGoxNlfbxmr08B3W+HUdERhq1qT2c8TS1SlAWsWK+djUsGFpf6xJd52xTZgxFeKQUJExZnBhiJGqWQM6XOYO/dZGkN1JhXy900ZmtWrAerfZYjySoSHMdqQWYwtqestVblepc8SQqpUFpevWhIp3utlgjcbrOkv9sK1W8HFBJBFDDbEFNb/XtAu8T+dsMNzQtqUH1/3u1KG1Tq5IUDtVSNfB/ZhrqGVfqturSkuzIKf7ow0wwYlXka6zdudU3KPXeisSaZ3B7Oxcuu43bnK9rZojyYoksm+blU6jPqulBtm9ZY2Nw17v+oa2VSuXKPuwbbq1NLBVNzCscZvLNEeSh0ssNg66zhbZOjjZywpbtykf8horrGlgq85QV/qEAYUkenDpCO+d93p3OKa1ga06GfEJr9Xvgga2aqQNH5WrSzy8jLDBNr/nsFUNbNXJpFv9TNJycNFjW2fYJyNaXpNgbFxsrU9Zc2LtWAPbUqXL67zTkeS4vvHAlnKpG3XVaPHOssVGk1f7DUNJ0bd0bJ6k3bV+OkbPkxBsbbhDQVcSnJF4vd0r3WJtEmKGOGG70JQPKgpsbmCrRtbodLe8ow1s1T5Phz9Qtj7eS2ziN3LlvNcWzfEeU+P3cGtV3KVFNs5TgnF8pz3e4m2KcY4Z4ojtQiN+xZY4J8vj+UbbbLLDyNyNrw1tW5qhXmOzXFzH07hiW6fLB3XrbGCr1hG53AeMubSBrTpJucU24hjaxztR0+kjKtrj18PFG1vJz7pBh0IDWzVSNODDNpmJm77FPXvfgXc74OXYVLFJgLbBUdd7g7aGkVbrwY37QxfriNOChyRMebRa4X02xMlMEzJT5Go7FOKTSkoKtox3e4Oc9Q1s1bkil7jFFUbjsbY8Kdjgra5VMBlZzaSEYlvpKttl47DtKEnYuNR1zjOsvRElVCN5b/Em/Q1tq1ZafNzlJqJOXyYNW7NuvyWQj9aHSxo2jtnuFw0dr/HbwLZEWaXHX9gqF2XWN3nYWIvf9KoQyyf+WGCDn3OTVURVMymp2MreZbO2qPJwScXWquiPZM76/KnkYpsx4X8MwWzBuBCD+5/wfofrXkyvDlHClLJ9nhDIulo21LJQRbzHw4ajVPqiXlMhlsYOBF5xv2utUrROq04fC/n6gZIv2MgZeriVrnAsxFaNGDyRtqqlkT7jEU8a1W6FJit80pXYF+Idsm50s0L9I+taYSv7ls/4e1NyJjxn2IiMZ90Val+UMu4OWw3Ue0StFbZAyWHDpowcP27iqJWy7rI61CIWbdb7Zd2alwO2aYEH7dc2b5/oQcPW2BLyqR0H3OqNp13ukEpabcq0Ga3yi47RGdcjbWeIJYTZoM8D1iouWPCw2qjtmmpThrmWQ0Jw2j7vf33dI6Ea6hpN3uM8BS1zJmhGbXaZYm2qjNQ7Spg0aZ/dDoa8LvdGW3UrHD8GosNWm1znjcsnuFqFf7Qr5J2j6+x0naIZK2zUasBtrq/dNvL6zyUc02HQF7wpZF1o935v84w9er3O212iK6nB1ellAId8zOOOhjjnOTtjv8HNmmufMo8mA9JpylPuC33ibr0ubfIhVq2PFbZeQ9a63ahjoV87J1v7RavR5dsG5X3U1PGkUsIkOmzT+jzqc0ksQxYltgkc8YB9NTtOZVlig4IX/LmCAw1s1ciMtIc9lLwavNFiG1KU9dskzVCjnrmqyDjs855PFraoF2r14VV+X86WJB13Eod50he0+rRHG0ZarZSNe9CLyakZGA9s4yY85qtRLoZJIjZGVTzo6Qa26sfU77vf/hqckrqssfVr8U0PJuMMhTitOJo24osei3Z5afKwDVrjh/7agN4GtmqkV9m33FfvOfakYxvDqKd8u/Zp7WQHV4tlxOO6bLIuzgnMOC5CHbLHP4d4iNyPCTb2eyjeMWo8t6qVPGnGNQ1tq07alPynuxvYqh0WaPenXojrdGBc9yVMedGQf4lXrZn4Y4Nmf+mpeIZaccaW9qy/cyCONZ/jjG1Qp2/YHYdKDEnCNqHJoL/1ZPx6uHhvVXtJi/0+ZTBuMWrcd/i1SHvU7pAX5S97bEeVld3te42yd9VJWZPAncYcbGCrRkb1e8m90ewcTS42+h2229749HBJ2fRdctTvxmcyMCnYssoe97W4LOhKCrZJvbrd4+sNbNVKzvO+6PmQSxUse2zf0+k7dkV8Mng2adjoc9Tn7Iro7oGTtUWShW0CxzxmbyQr4Wb3wKZIWrVA0kb9k43Oj3YWNWnFesa06PFv/rtRv61axzfwfV92ZNFO/Aa2s0qTHt/wcJSlPZsSiG0cR33VGl1RLcpPaiGyon2e9mLDSKv14CbcbZ/pBrZqTTXls55tYKs2uE97xpcMReH6JhcbQ1ba5a+icHyTjI0mh91rT/1r2icb20F5R/yZQw1s1UlWqyfsrveCrvSc+D68KldBqBWzzia9pky5xw/qO2+fntPQ8JpaMbsPvh7SY1TJB+o2PRPUUtsgVbfSASP6PFAHcMFiI03VsipyjaWs307P1mXTUWr5YGPMAXda7UhNgaUWaluKRGNjxrftqlfyMj1f+RKtb11u1+yl2ptoLevu1l+OmPI7Zmo8j5qqHbYgEn07ZpWHPFmPw07SJz2t1XpCHNkCpOs+TXJIq0+HWrV8ruSMyykpzNW2w84LMcRuMRPJHr0+fe71wxrZUEpawdhcbOOh3qCsHFkBx694pEZjNTOzXcCp4KrN4RCDq3EDoZbAXrqMG/Zl/1qTwaCiPJuGP6URPwjx7Iy8ip7IFsWnfddO7A35ui3GBErzsf2JfGg+T9orEWKbkLXHR1wecpQ65rsLvYQW7YZDO/7jOR/SHuGpZxcoag39AJUn3CQ3W5y26WTftsFP2StrRIdRGdmTZIMlRREzxnVgRJO9/kY5wrjjZQUXudQ/2OSgbqNLqGUTSJ3lUzHsaV9TnlWGU03rkHWZG1xtrUmlk/PdwZIuS86YvKzv+Lxv6o9yhQYoarLNba6SNS4jc9bnX/zJCkzLaMZRr/hVh04lChZqRLcN2hW0GZ2D5AS2s42dbfpNCPT5P2Oz3k0M5CJdsvI6TFTpEJWOtz+HQb16504tps7gD3cYm4MtWILB5ZRMC5SRi8lWn5yUEgqKVfulZc1SAmkZkwv/90IcHSqGkJ8zYgQnv3tmpU6ryMuomI7cPOfKKtMCjv8dVGWoLVKmVTRjKjmVDGMs/w+m/DU4tb5l1QAAAABJRU5ErkJggg=="); }
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.mm-i-l2_0 { --img: 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4AxiLQDBufHPLmgjBKaAUZ3Gxrqsss2BstS9nlMI7BLuqZs85a5ZWc2pWUclA10E1nQOz9CSZTlFPUGGG/OSraoQYt4zEsBzc49qu43orLsQawqahJg1K9s1OwRdVTUb04mUAh19Rb9PyP2+jGBVF4peMtTBltSsHN6CdDJPqff/vkjk8mFydb0RqBr/6TJFs9k5jQ8ZVcg796In5iys8WFfdRkSyCPVdk7NefHPLnAOetBtQA39DvtbvEd3i/pNY8EAGHK2x6SatF32lD3cIDGS7fvSs6PUXJhunZ7QjmwZbBir30ten9m5R3yuFLLudoHbPFrCUMt6vApPzEVUGGqA/LuMzTvTJxPwa2ZU7XPJceUw1+uKrrfP9vRsreyqGSHC6w0orLMZOEpOd/3LTtUWt78zehRtH6JC8ZOTnb7hue9Pv/Lka712mdKTo/agq6arwM6q3LCn6KGhrKKqqIpOz3uXk8FFKyve13diKxZZUkNhSWeZ8qsOQ1NDQVl3/KwVwIyLeumjaJHQ1FdVUFVVVlVeYnnmv8p6TLuad9zv18fVm7vXozH3OgiKwzLKqlJ61ryDSzrll6ojl0wa4s3vGo2MFd01rkudaGzDWooLrk0rjK7MAdn7bLHww4EeCVwjxWu9ttG5fTIYW5hDJsSJ7GVa5rwtlds99aREXo3hF5ZVUMGJBWUpeWWXBgrumTU1DWVzKkpyQYYDVhlAnlr9agqKp+wqwkJFTU5XSrGVWQCDWZmMWBUQnVhJ1Q6RS9ZWUVZ4+i5mXgP8/DIWcqlSsjWZFHXkNZU0asYeHByQEbJLPqX6G7CtKy0LjkZdTXlgA9hzV+wegRs3ymrtOqxi3vihJZ6UiKqComLmHSF3/x5IslLaaqGnuTYI6epfMrj0xeDMltn5Hj5f68QR4eC+I+5AAAAAElFTkSuQmCC"); }
.mm-i-l2_1 { --img: url("data:image/png;base64,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"); }
.mm-i-l2_2 { --img: url("data:image/png;base64,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"); }
.mm-i-l2_3 { --img: url("data:image/png;base64,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"); }
.mm-i-tag1 { --img: 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"); }
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"); }
.mm-progress {
  position: absolute; left: 50%; bottom: 0; margin-left: calc(-210 * var(--u));
  overflow: hidden;
  width: calc(420 * var(--u)); height: max(2px, calc(6 * var(--u)));
  border-radius: 999px; background: var(--mm-track);
  transition: background-color .45s ease;
  animation: mm-fade-in .5s ease 1.2s both;
}
.mm-progress::before {
  content: ""; position: absolute; top: 0; bottom: 0; left: 0; width: 36%;
  border-radius: inherit; background: currentColor;
  animation: mm-sweep 1.4s cubic-bezier(.65, 0, .35, 1) 1.2s infinite both;
}
@keyframes mm-fade-in    { from { opacity: 0; } to { opacity: 1; } }
@keyframes mm-fade-out   { from { opacity: 1; } to { opacity: 0; } }
@keyframes mm-screen-out { from { opacity: 1; } to { opacity: 0; visibility: hidden; } }
@keyframes mm-sweep      { from { transform: translateX(-102%); } to { transform: translateX(280%); } }
@keyframes mm-breathe    { from { opacity: .3; } to { opacity: .8; } }
@keyframes mm-pop-out    { 0% { opacity: 1; transform: scale(1); } 70% { opacity: 1; } 100% { opacity: 0; transform: scale(0); } }

/* =====================================================================
   VERSION 1 — SEE-SAW: the square and circle pass a bounce through the wave
   ===================================================================== */
.mm-v-seesaw { --ss-loop: 2.8s; --ss-delay: 2s; }
.mm-v-seesaw .mm-ss-line     { overflow: hidden; }
.mm-v-seesaw .mm-ss-wave-in  { transform-origin: 50% 98.25%; animation: mm-ss-wave-in .8s cubic-bezier(.3, 1.35, .5, 1) both; }
.mm-v-seesaw .mm-ss-sq-in    { transform-origin: 50% 50%; animation: mm-ss-drop-sq .95s linear .3s both; }
.mm-v-seesaw .mm-ss-ci-in    { transform-origin: 50% 50%; animation: mm-ss-drop-ci .95s linear .46s both; }
.mm-v-seesaw .mm-ss-line-1   { --d0: .18s; }
.mm-v-seesaw .mm-ss-line-2   { --d0: .36s; }
.mm-v-seesaw .mm-ss-letter   { animation: mm-ss-rise .9s cubic-bezier(.16, 1, .3, 1) both; animation-delay: calc(var(--d0) + var(--i) * 50ms); }
.mm-v-seesaw .mm-ss-tag      { animation: mm-ss-tag-in .7s cubic-bezier(.16, 1, .3, 1) both; }
.mm-v-seesaw .mm-ss-tag-1    { animation-delay: .95s; }
.mm-v-seesaw .mm-ss-tag-2    { animation-delay: 1.07s; }
.mm-v-seesaw .mm-ss-sq-hop    { animation: mm-ss-sq-hop var(--ss-loop) linear var(--ss-delay) infinite; }
.mm-v-seesaw .mm-ss-sq-squash { transform-origin: 50% 96.52%; animation: mm-ss-sq-squash var(--ss-loop) linear var(--ss-delay) infinite; }
.mm-v-seesaw .mm-ss-sq-spin   { animation: mm-ss-sq-spin var(--ss-loop) linear var(--ss-delay) infinite; }
.mm-v-seesaw .mm-ss-ci-hop    { animation: mm-ss-ci-hop var(--ss-loop) linear var(--ss-delay) infinite; }
.mm-v-seesaw .mm-ss-ci-squash { transform-origin: 50% 96.52%; animation: mm-ss-ci-squash var(--ss-loop) linear var(--ss-delay) infinite; }
.mm-v-seesaw .mm-ss-rock      { transform-origin: 50% 50%; animation: mm-ss-rock var(--ss-loop) linear var(--ss-delay) infinite; }
.mm-v-seesaw.is-done               { animation: mm-screen-out .4s ease .45s both; }
.mm-v-seesaw.is-done .mm-ss-sq-in   { animation: mm-pop-out .4s cubic-bezier(.5, -.4, .75, .2) .04s both; }
.mm-v-seesaw.is-done .mm-ss-ci-in   { animation: mm-pop-out .4s cubic-bezier(.5, -.4, .75, .2) .1s both; }
.mm-v-seesaw.is-done .mm-ss-wave-in { animation: mm-ss-wave-out .42s cubic-bezier(.6, 0, .8, .2) .18s both; }
.mm-v-seesaw.is-done .mm-ss-letter  { animation: mm-ss-sink .4s cubic-bezier(.55, 0, .8, .2) both; animation-delay: calc(var(--j) * 25ms); }
.mm-v-seesaw.is-done .mm-ss-tag,
.mm-v-seesaw.is-done .mm-progress   { animation: mm-fade-out .22s ease both; }

@keyframes mm-ss-wave-in {
  0%   { opacity: 0; transform: translateY(6%) scale(.92, .2); }
  30%  { opacity: 1; }
  100% { opacity: 1; transform: translateY(0) scale(1, 1); }
}
@keyframes mm-ss-drop-sq {
  0%   { opacity: 0; transform: translateY(-210%) rotate(-180deg) scale(1, 1); animation-timing-function: cubic-bezier(.45, 0, .8, .4); }
  12%  { opacity: 1; }
  46%  { transform: translateY(0) rotate(0deg) scale(1, 1); animation-timing-function: cubic-bezier(.2, .6, .35, 1); }
  55%  { transform: translateY(5%) rotate(0deg) scale(1.12, .89); animation-timing-function: cubic-bezier(.33, .67, .67, 1); }
  73%  { transform: translateY(-24%) rotate(0deg) scale(.98, 1.02); animation-timing-function: cubic-bezier(.33, 0, .67, .33); }
  87%  { transform: translateY(1.5%) rotate(0deg) scale(1.04, .97); animation-timing-function: ease-out; }
  100% { opacity: 1; transform: translateY(0) rotate(0deg) scale(1, 1); }
}
@keyframes mm-ss-drop-ci {
  0%   { opacity: 0; transform: translateY(-210%) scale(1, 1); animation-timing-function: cubic-bezier(.45, 0, .8, .4); }
  12%  { opacity: 1; }
  46%  { transform: translateY(0) scale(1, 1); animation-timing-function: cubic-bezier(.2, .6, .35, 1); }
  55%  { transform: translateY(5.5%) scale(1.14, .88); animation-timing-function: cubic-bezier(.33, .67, .67, 1); }
  73%  { transform: translateY(-26%) scale(.96, 1.04); animation-timing-function: cubic-bezier(.33, 0, .67, .33); }
  87%  { transform: translateY(1.5%) scale(1.05, .97); animation-timing-function: ease-out; }
  100% { opacity: 1; transform: translateY(0) scale(1, 1); }
}
@keyframes mm-ss-rise   { from { transform: translateY(106%); } to { transform: translateY(0); } }
@keyframes mm-ss-sink   { from { transform: translateY(0); } to { transform: translateY(106%); } }
@keyframes mm-ss-tag-in { from { opacity: 0; transform: translateX(-6%); } to { opacity: 1; transform: translateX(0); } }
@keyframes mm-ss-wave-out { from { opacity: 1; transform: scaleY(1); } to { opacity: 0; transform: scaleY(0); } }
@keyframes mm-ss-rock {
  0%, 1.4%    { transform: rotate(0deg); animation-timing-function: cubic-bezier(.25, .8, .35, 1); }
  7.9%        { transform: rotate(3deg); }
  25%         { transform: rotate(3deg); animation-timing-function: cubic-bezier(.3, .7, .35, 1); }
  31.4%       { transform: rotate(-3deg); }
  47.9%       { transform: rotate(-3deg); animation-timing-function: cubic-bezier(.3, .7, .35, 1); }
  53.6%       { transform: rotate(1.2deg); animation-timing-function: ease-in-out; }
  59.3%       { transform: rotate(-.45deg); animation-timing-function: ease-in-out; }
  65%, 100%   { transform: rotate(0deg); }
}
@keyframes mm-ss-sq-hop {
  0%, 5%      { transform: translateY(0); animation-timing-function: cubic-bezier(.33, .67, .67, 1); }
  15%         { transform: translateY(-113%); animation-timing-function: cubic-bezier(.33, 0, .67, .33); }
  25%, 100%   { transform: translateY(0); }
}
@keyframes mm-ss-sq-spin {
  0%, 5%      { transform: rotate(0deg); animation-timing-function: cubic-bezier(.4, .1, .3, 1); }
  25%         { transform: rotate(90deg); animation-timing-function: steps(1, end); }
  25.1%, 100% { transform: rotate(0deg); }   /* same shape at 0° and 90°: snaps back on impact so the resting logo is the original pixels */
}
@keyframes mm-ss-sq-squash {
  0%, 25%     { transform: scale(1, 1); animation-timing-function: cubic-bezier(.2, .7, .3, 1); }
  26.8%       { transform: scale(1.12, .88); animation-timing-function: cubic-bezier(.4, 0, .2, 1); }
  30.7%       { transform: scale(.98, 1.02); animation-timing-function: ease-in-out; }
  33.6%, 100% { transform: scale(1, 1); }
}
@keyframes mm-ss-ci-hop {
  0%, 27.9%   { transform: translateY(0); animation-timing-function: cubic-bezier(.33, .67, .67, 1); }
  37.9%       { transform: translateY(-113%); animation-timing-function: cubic-bezier(.33, 0, .67, .33); }
  47.9%, 100% { transform: translateY(0); }
}
@keyframes mm-ss-ci-squash {
  0%          { transform: scale(1, 1); animation-timing-function: cubic-bezier(.3, 0, .3, 1); }
  2.9%        { transform: scale(1.1, .88); animation-timing-function: cubic-bezier(.4, 0, .2, 1); }
  6.4%        { transform: scale(.98, 1.02); animation-timing-function: ease-in-out; }
  9.3%, 27.9% { transform: scale(1, 1); animation-timing-function: cubic-bezier(.2, .6, .4, 1); }
  30.7%       { transform: scale(.94, 1.07); animation-timing-function: ease-in-out; }
  37.9%       { transform: scale(1, 1); animation-timing-function: ease-in; }
  46.4%       { transform: scale(.95, 1.06); }
  47.9%       { transform: scale(.95, 1.06); animation-timing-function: cubic-bezier(.2, .7, .3, 1); }
  49.6%       { transform: scale(1.14, .87); animation-timing-function: cubic-bezier(.4, 0, .2, 1); }
  53.6%       { transform: scale(.98, 1.02); animation-timing-function: ease-in-out; }
  56.4%, 100% { transform: scale(1, 1); }
}

/* ---------- Reduced motion: every version becomes a calm fade ---------- */
@media (prefers-reduced-motion: reduce) {
  .mm-loader *, .mm-loader *::before { animation: none !important; }
  .mm-loader .mm-lockup { animation: mm-fade-in .6s ease both !important; }
  .mm-loader .mm-progress::before { width: 100%; animation: mm-breathe 1.4s ease-in-out infinite alternate !important; }
  .mm-loader.is-done { animation: mm-screen-out .35s ease both; }
}

/* =====================================================================
   HOW THIS SITE USES THE LOADER
   ===================================================================== */
/* The intro plays on the hero's own blue, so its exit lands straight on the page. If the script
   never runs, the failsafe clears it. */
.mm-intro {
  --mm-bg: var(--brand); --mm-ink: #ffffff; --mm-track: rgba(255, 255, 255, 0.26);
  z-index: 50; cursor: pointer;
  animation: mm-intro-failsafe .3s ease 7s both;
}
html.no-intro .mm-intro { display: none; }
@keyframes mm-intro-failsafe { to { opacity: 0; visibility: hidden; } }

/* The same lockup, set into the page instead of covering it. */
.mm-inline {
  --mm-bg: transparent; --mm-ink: var(--primary);
  position: relative; inset: auto; z-index: auto; display: block;
  width: var(--lockup-w);
}
.mm-inline .mm-stage { padding-bottom: 0; }
