/* Seeded by `canon teach stylesheet` from the design source in
   src/design/tokens.ts. The tokens and the two components below are the
   system this workspace renders in. Add lesson rules under them and read a
   value through its custom property rather than restating the hex, which is
   what let one workspace fork the palette from every other. */

@font-face {
  font-family: 'Nunito';
  font-weight: 200 1000;
  font-style: normal;
  font-display: swap;
  src: url(data:font/woff2;base64,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)
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}

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  font-style: normal;
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)
    format('woff2');
}

@font-face {
  font-family: 'Cascadia Code';
  font-weight: 400;
  font-style: normal;
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GbICK3imq3lhuUe7EfZOUWZnIj2xCAjHglRBLJimQZ1xJzafkeRH0jpJJkzlUj2lpZYctG6N8lUoD2zBRluK8fl5Wz/1gKGZJ96FPfQ8vOKIvF5bhu6aEEr51b8DQqxL98ReFi8HnYBa6Uo1ee51sDTx9DG6fop4sw/IgI+Hg/OO97HsUWB/klRTFqbZ39X5UQM+fU+RmTFegbMvmPmXHke1B9Jn+15xyz1ZMeCmLEaskeMuw+/n2iW+Kfh/dBlRNXumSK+7QbcTCY2HF6l4AtDr2cdocIguTMgWz/QdEg0FhARBs+yOIuz6uxUFMKMkNKBUgC1QDp3DXVDnc+15ObN4h9jXdnGiQHXyWshmyFOFI9QcYNMXZ9KhW2lT8/Ed1LMDpRepgJSZebTjlWcmwk7pME1odmnwz6B9NkORIn5UVGEJNWFtxP1NlyiHQQIHqGcijOna54n8NCmEKTSKZfBY+QQEBsbaiVyo0JKLaP1m1ho2VRWinP+gHxbHAbyvZAfBl8Q6BdkmQK/PEh4sKNfsUAhyyZc97V6yNY5a5TwEaIpHwE7o6koxJz7ojZmZ0ilGlU65LM4SE2dknsCoj7mqePuMwEOeTBUnqHrsg0kVnMmJVIwo2bZLM2lmaWGLBaEZswlJgoTdMA+KS7wJARp/agYblDHz8KxHBRgkGdpvLKcGUkIcB3Q8Swhi2SMEq1dHmrNfwqQDCiwCRjg3cvPvQnu5d5sfe+e/n9tHrC+sgQgAIBUVdoylJF09tRtxk3To8c6wIP7oEd6GMb58OG6GlgIAZEfCoUQqbNyIPxVGcBc/vz4JBsXrIGQmIyCmkbn1R916/oHTRbrGJ9TipKM0py6pW2EFKcpHo2kX37WdtTcVBl1Lj8yAqAzRKFUd3K5LP8hc+FbKkoEbNCM3HfA78vxqXFbvYr6ysCw+g3uVJZAP5D2TwWIkEBAgYcALLBFsGd/6Pg76eBCgf4jjavscfgw3N9xf6e9827pg+FduP+pxK+OrpPuq/omBh/zMjTik1hW6Y41kgfOGhPwwIvA20Mx5kskuXe/wtxKZ5Fcfa3SND7bntTl/2nNkE1uyH3a92wBQOQG9dD830ZAn9TBhCFMmLNix8FYrtx5GWeiKaYJMFOQueb7W4jFlgm12jobbbFdmF322u+gI46JEOWkClVqNWjSokOXHv2GXDRuCtOcBctY1rBtKlKiTKVqteo14OFr1kpEQqZdpx59+g364Zchw1Q0tBERiIboSA/pI0NkjEbZsG1Xwp6UtEhOUVlVXUtHz9DY1NxSB3E6i9ddT731M1CiwYYBIIoEwMQxGgDRQQCCDpltDgCitj8FkYg4JCAeqcxQuDafi0IyoAglSEO6TesXc5XycPPq848JWGrNLwMC7gLPmtOfCt4wLBCcESKa/SWUIyxo9w7qCksKV6lDhbtB+pq+Ux2QLWhGax60KYJjh0igyJHeGXIifaJkrCp6WvSTSypYBDxhWABeEwuuiHJi8RB+fCRECrK42q54rMlV8TwbqY7PrqhT6l+YXD3W0KBOQ9cke0GzbDr7XNPbqkJ7C2qtYGnbaKvSbW37ku8gOq20YU8nG2a6qK4G04e6p5vN2nAUrpGw+D34GoEn9hKdJKCGxJK3kRYy3UP19E5Hb7hP6o/2A8Nx/TmqnpJTsbft1BI050EJcW5bpsXttJopQ7wkU84MmQEEoI0e8r8KMrOFbDn73Oiq6OJIhMjxquJeG6cvdUnv8qBzHV/FvzatmhrucArg9G8fpvC6MDn915GgSBA1sRSHxHEJKWElWrpGMkgpaUMWyArZI4cUSGlQJMq4ElQ5aqNqVV2qVyNrpTaqTekYXdFv0I16zig0NMaAkTWLzBZTay6aWQthya1uK2cX2q12jx21Vxyl0+HoXKSLdx9zxzyKF3jjntFz+jjf8D/2fX44IAVBcE8wEqJCMByG+nA+zIS5CI7EkTOaicviIH4otsW5BJccTbTJYgqklSrTqTSWtWRtWXcWyZYH7EHzYHwQzEl5nj+S2/P1Al+cLXTFXJEu7pXTbCnbpYY08p5yj0GzaC4dNQpyruEY9JS+amBh1cnqJoxZkwhZ0DjkMAMW7anJp4atSRs9WczVuDdx9bbFwe+19t7jjDhZd+m0hKfidfJCbtxd8aaflj497c35VfVlfeM+2r6V+8QwGV6o9g37VTgPeDpMRuAza5/pjayRP6bxywlthrr4Ir6ipvXxDA0lk/L9q2N7IplBV3JCn2z+93iMy5wr4aOlSlm2okoDViVmm2mOpeaaJ043C8x3y0KLYp5ZmMQ0TGE6ZmA9zMT62AAbYiNsjE1SSz2NNDNMZrKSnZzkJi/5KQhlWueBCZOVabty/zu589DF1b1la1BEUZQeIMyDYGcVjg1Oo6o3a9UDoiylBEsdxBsj2RrbvOA1Sy2z0lrrrPd/G2z0iy0KbbPdDrvs9mcepCjFKUlpylKeilBTmYmMhTfnZ6rywEOPPPbEkaeeee7YC6+eD3WKAQQABAYQO+MsxFIcYQ6JFqNVnxFMLNfxCXUYoGkcWUkpqOkYudFQI02232euh5UFbtgAs3LREwZvm3gZClWNHTIVqR5hshSrGTtlK1E7dslRGjF2y1UWOfbIUx419spXET32KUCNGftRVMbuNIpYkBoaVIs5N/3cSc0fgyMZGojUypjAmiy6MyaIHj/5d2/+mHLvu4grdMeqwsSU/vuFqrJV2iN1rFfvovylJ7+Bb6ClxLVmJfzCvceXKpRa+y6bjfympuGKj+2n6QrF7N88e4Fr4pJu+NFdQxSlEGh0BpMnkllYOnSl0NBw443LZly3ZK1kPJFEZbE5ArFErtIbm5pbWdv6UqDgEBQTTJWgqPlOqG3sujg0eDX58ve/DmVdrcadLigXMlu/gaER26n/f4MTNdwREJzbn7CQci7hiUhkohKdmMSmOz3pzYUMhJGLGc1YxjOZ6czkchYrQLhVrV6jbkdO0Im+v0EBoGHKlb+FtopEAI3/d/cAJoLzalgOy7kZ/wfgDUfepm/4AdsJv3xZKPz9l1Eb4PCL1HH3q3/wS8O/9OFm/M/AV8NDGmTf6UcQ4Wq4LmypQ+Mf8N8By+QJV9R+Y70Um63LdyvmF+RTeCLjeRDmZ4QVkHOXVwDSGQdZQZzl0FHG08gJ4ewY9TSpRyto95XfaKTrvwRAiiSz0RanPNazb/XL4tBVJKaSOIvloHjMaMNbvMuNtH1XH+am2Rttqj6eYjB/ZluQnLwYDuXVudyCcBrDAcdXR5s4EZxWZb8xOnKZJdClZyPW7JnPdKYnF2/WW2NnV8LJ8rI3xGYSC1a5HSf9xnfFOol1Kcyn1gKckWrXixyCFcNxGZ4liTsNJZiqN54cW1LcqgKO+ec/QUDkx515lYuiYcjU0KyE0MOJihqPCupuUMuKy7ExteubHYKF4liLADFuIwdDqOQENZpJvEMBc/nHev/GB9ohnmmre/VNJj5gi6ptjhAgCLu+cb5ymFXbgVFrLfl384OnI9BAauKfTmiMr5YYbSGmNcLIf4SPPtT/JoistNoet/frC0xcSyqB/T1OaBod0sXmphTGw9N2mHAO2x8zFs1ktR2mVUh3WNOPOcjJYD/EuI1msvw9sRObNyeVTFP1IPOApDDJUKNkb8P8hrHy2A9CIqp13cljXOaraZolBWDlj8uBA+dtTmCagI4TpjzIL4bNOIqV5MNVjDzSbkYDluzn+lIjNp/A0IFVxG4Do7Lat5SKRnhGmDcsowzndh8+stJa+zSyA3EtSYiVnNDECheTKZvYxDKsGk66aHOH2g0FtQo0tWjIOuCUERKM22hbZaV/hw8LKmkYM+Ug6QXBxCRpa9IClRERdJy9RIpsi8P8wrdq8y1MkmphlmoGPgMn5Jn6EVPEDfkXEddWSAPeU/W42LYUIcdjhFQgyzB/9BaaJNCjwwGnBT8jR9OkrlY7ILFGRX/k3OTUFffY1WoOaWiS+pC9TpKQBOI1agl6i0My2bBdbdTJauC42AjhD8kSm3L+15XLOvbUGHC1rQ7WoV1PRvuDIMSMeOzbsKS7gwO/CjlUV+O4KTztmpGFE5qoS6EqWWv6c79Y9+VVFRIeu03swPjyxCDLutoNMll9LGmNAgdKA2IxbqOZ4d+jCFbOVzUogzqPSlEIWZ4u4aiXfG88YvvklJ9K6tjiDVrjfjIhzhDSQpAI/DJZGBMLYbRaRp0xwgBfTQbYMplt1RTflVlDkyZWrJMU7i7PClV+r9FLLhqtoquKuuIa6z6M9T+J5okgCildWKcssWUokDVD0kPOVT7rzOATIv1pWDKvyOJdfaLe6inJ2pXgB8c0SGJBjkbhuyV1ixxLUh8bGdaosipRElcwn4TWEjGuCXKgtCJ6exxYslQ6yV0Nq7sXJnGpK8GlxhgjctFqQgNcWKJf5Fgc96Rhl92aWvt0o32eojkUNh2Nep2DnC2cVmLbpq5WVT93dyd6rifeWKcVVctWjk/UJeMPkkSUrTiJhxHueBCiItmQAmEhTbhv17AYhE6sc5VNOQzsrKz+aViyr2zwriwqOj2xNXYlCMVoe0gs8IEDIRTbKnIsNLiIgGANlMWJEp9Qo+RZLHxwbquLaoeDQIkFpa5WOxX5CSFuKA+a+MBeB9zNxF5q1MW5xe8Gt3H27BjH/IjT4KusGXx+0PaxoAeW147CicrAFZU2OSfwJh61e/mq8x3jUc4XNJ045Pj2Ul8VpqqpOu0VR+ChAYMlka1qDEVFrCucAXOucjnnCrco8+LbsI2fnFX9IvLzAuqcphw4TuCGWeekpEzC/Kwv3DuMUjvNgdKdZEwdGUseQJkrpW3o44KgL0nypl/7TLX/7d/1FFOV29Yw+DWehkOyNa5DDjJyYgTpgF3ly4matyaTyAnpAMgtajeEyluvXdughTvgvGGtjNto5sPfE/sqnbNT22biA00GrJSJ1tAoMWnMC7b1g4nAsipBc36wFL6qdVnyn+Oi8tQnFVCzqkM8KUkwCeGz+CQtWtwWb0JFIDXscjvi+C7QmLPc6G4T1qfQ33FEucQTG3VXAuePRkxE5hTmDWyDMM+qYTjggsFxYkiTuj5SwKLviZhRNm/iA2cZsCATJ96kLMX8PFOEEh/MWs0TLhTMwFedEZbCKqS786VeBDG3lalf1xMRnVDbgSF7bq6DPcmBMtxgOkwJzCL+koYs9qfrMO+JdbIrYQiOepZElmJeTxVRHV8Le8BFYzCINk7qasevSOSOQdUST6xbJin0PxK6UVGnpoTlNcfGmkl1pQMuDhonunRS10ceAgvdE+nXad7v85SylsAU3ExhK7apQBZjfvIXCV29mrFh/AfxTztD/PyQNayPvz1xtfxGU3zdraHj6Y5cXsoltWaulRKbBJWaq64CLpOI9ppSWIwffOLrIOWZ9cmcz3ByVZX2xDDXlaCiI0zTRsaXowZzFUQ1YR76bAoUR6HTAZcK1SfQPKmr1Q4cuifyS1WN/oBhiykpYDhTo8nfiMiI2g4sWfJcTlNlpSgl2RQ8X2o2d5/wUNzy1eMiD1+UKkPlZdRmQDaj6qyk12VAjlyp5Ibj9hnurC82f9rJWKXYE3NFV4KERy4k8uqwpKPe7hDOTZSMM5jnVU9nvSahnOAgl41xQzh6U1crQNmvKs+9jaCj3+8zC+thMLoO2bSeU61Fg6bCOHKNOXRHrlK7waQilwhgvXtjLwlqeY216q184uzK8yX1UysaoiHmyrfFYHIZPlEXe4c6MxcbGZ3IRdGv9XuxZPMhOjAkKxF1+RBeGUIalgou/VCw6jdOrbEKvd9PrdOGgOjY1Bqtd1OBXKhG2WYLwdfmtaCQlIXEfq1maat/8IlTcmM+P/MpW7bf8ITm2ooyI00TEd6FeRq1xeAKpV4HyhIaF+qY1NUK3ytSfnE+vYDpNJ25/W0xigctKz8xW38EOynYsjlLE7viUFlm6GdoqrVcHo+qdzytLGeyJ6Fo+mcREbNNBXIH5rtkQe1atPPaIdTEP1071l1Ft7YqC+ALd//Sq8m0m/YL7ajNtEwtSPpEZFjDPBHY6vmQInZFWGW1oZ2hIWm5xii+9YVnyjqsmPC0G5/mOUEfewbAqekBOjLu7PYM242xZZt9UlU+M9V2MKqgdWQtugOuDoOKcRvN6vn7mw2VJ2/E0qem7gZYthH97C7J2oHRxL5UfIUkZNLXN4by629+7CoJ6qN+n0VMSgq9byP80uxGpG9S22FKthk9Z1dYMNibRuj7XhN6ycgnlnGBJ5SfUrhqUksSYIITmijpApiHIduKzqXQ7YBrA7QybqNZO39P7rscTTdt1HajrRWeIummpQl3TCLXY75tLTqpBi2qasVlJ1Fea1aF+h980iz8pjef9HP/MKFEbOIDkQUIzEQsb5S0Hsx3xbYbrQ2EXHVI1w2C5avC33zt+bdpK0T0Www9LIojgbiWJGAvJzSpSK7CPHYWvURQbHbA9QHrGLfR7AJ/T1RiM9IVrZvUkgS0xAlNlDQuzKOYHUBjUeRzwNGBnIzbaGnwvmiwcliHSU0h3rQHAFlH4iSl5xrMk+GCQUQlfQ64YQxKIZpJXe3DUJHWb75foK8xVbmtiMQJipLapbYDVnZkXV+c/YaD3Cj6JcZttDU2/n37EFZSWh4Oq08BSQItlqcJfFZqjXWoruEURVUmRF17GpCrOMFkPn3qTIdFk6/90H/edCLZBJywYHs3FeAcYFtMSsc2sg9UppkOMZiDAGcEOMcx1UvrBFKo9pAu7ZcokxS6wAta+0uGcre73nZ3Po+dSwPkCnDndQx3eTcYbb1rnm2yN7IzW5fP2TGKqhrINSoSzTEZUxWO5qEzqBBi/muoeGLu9TL0MwU1z9/lxGODzugmUU0ApiJmuTi19nNLY/2QqCvPtauk1R/TEr4LMAeobYAcj3FQgSytQJkHnZEeb4tSqD8L1eFNdiK3exy3h0k6GecZhh+TCM0Ket3qbwztp75Fq7OsXnkWN8NqDzVZIElxy8ZwtaxwE61DbYChsHUKPntFggz5ew6usun70higW73P4caoCjsXaKxq19H5y6elZyKOUUUbchSx2enDtsuJGudw3T5GLtlfitGjo5y8hnJusIbbOht0B63q9johOTa3XdE869jQHnFDUeHSoOZshaSRQk9ZuipwLhmV3hUrS/o1hRsY3sOoc2qCoT+lfRvDtGMCJ76bwzMSpopYDNcVbXbXf6PX4xyvsXWCr/klt0Yubsk28C0+EtVkwJC6ReHu5CYrTfXGOt3MYXh7LUi/OYSfTrOUir4cSZwIQxxJxAYqnIKzexSNa9ecD8UK62nSa4NjRCVL7fRbgMZK0xOGC8IAlLMEEAiHKMaV2mmiBM5q4Z4Mhc3ofXJMT9oHj/J9Ag5j6W5dkwWVajfSAvqCvSdsgYbtiZoIQnHWA+z0ZE4MX3rVWU4rIARncdiKjt1FxVS9Tzq3IOzDqXnW7oW3N1bjdICUmXEz8hbn+hqr2oQX702lHuYSehlw7pWwaFMvWrsX6kswYPpddDj2Z3wEMl+TjTsWnvekqPwKlqG7+GJwL10uOJ0JqpRja/dCHOXSS0A61CuepAOwAraGH+QsnZ69zdsKMs3ZJ4b3eZVTm05BDldOe6HjGEXf9T7vpsY9zNFYtGIbuBVEonb0YZw1JYNssjWZEiBUtoiXiUXQDK/5687csrtdOZZUn3kzOl/UsPWmi2RjTrXspqCpLwLeomqppXuvwTlaUzpzGf+qyag37Q8gjVoKJDgX2zKATLf5NRxsLfaPajbYF6rV5BVP3lMIILWNuSe9aedMjQ0BWZden4Svehdbc4ro7NZvHE7aUhHFVVnfmLwG1UbBt1HlOYdvrILRsGR+6Tzbna8rMJvSNbEmA+RqncWPEbc7N9WUHq8qg/qt3rJpHxZS5E1ru3BC3VOXeMgLyIdBN5BY63paObG6JBrw1SnFS1g1Jn5NGgVN9XvdtaJNh9tvACD+nXlLB1gMbLF0iW3MyarM69gC9SVw3WKP5rzGiQk3ATDVMoK/IxuAG2jstAIsvYvjZXxge2irwIF+zOqzJ8t8LscBBIv1XplPc2knihIKPI8pwyGWf/avxnSIqPRCkUk6Xl6quLLbwFemSFSjg7yWbHzVp5gnvfbWa1obx1ftGACvrmT0ftCApvphna4YwFi7ojzvzPr6V3rI75vgVzC9524Mv9jUfQ2e8suGvydFZZsRT05yk8rxL17Do4FfxtPH8bV7MXJlpGVMh3L1aKBPoA0etWGfcJQLqv2cxiWOd1D1NhTdc5dtmwj0SFSt+EY4fgFDvK/dBgUGMbWpqzMFIPRTS+2+F8Tfk5Q4aKrydZQqRsfbFR8R1x8On3oQcucinLqYOqfXpIGNcg6QAvZlDieyoUah4v6MZ0KJj4uUH8DKU+ylr3V9JCtSCo2kwpWyZvXbuJMkPxTMB96kXLpxmuBx8t53Jh38FD8hNUQHfDlcjeUzjwQiKZL7u5aKZKPUUaGAuARVrcY/4X0lRuVZeHkbqyg4ZgNzIBLVaF5y1MH//Ww9oLDuWC9cu6qLnktLFC6KCmhOi3hjOK/WC18pAiMorHncqLJzyZWMrKC9i6GWc8cALAD9Kq/gxSjH4Oaj0s0mfUsrT9c+D4dC41nQn2pwDUBU6qEelIHaQ3r9vz/mheaySg2qbF8X0f2naNGJuo77MxDoGC6T40sr19DrtHNehdWZcnJNIkCKw8is/QFPL+LhyPGsJq+NLrA0C6AGohFolphyOQpADFw6LOAE0+aZz7i8LGoYBmOJHgxJ1dFJr6kGFn89hFmE9TBd19SXG55zRCX55F5KHTUTuYdt6SBMRbZx4JRR0ojKUhMIJ0zpX0srsnxat+/X6PQ/z336MQKt6mNYOM0EvT+soF3hmalNdUmhs+dun20idESi2r1QnFAUm2g+0RyIon63/rS3QZs5xrJUXZNsQLSm2tZcKthkaH8m5sxT8XEx5IMDjtF0GN4Yjgo19OPC0RUMnWELTjI9Nitr0OFrm3InoGhkJZUcNlQW0Qa8INeHbXhpWzw1pkmmDog2srUGAx4HqLdybIlfZIjbJ8llXyQKbjO3uWYzSGcVJ8/w07T8LKc9RkLei2D0NXpYYPYO1WeWBOBg5gdee0RlL5RpsHvjzMpKtruwKoHQ1MpcAwQp6xn1wBRvpUblY+Gvbao1Jo2nJtlG/a0JPmYOUKXMLLo9HH1/1ts5xckmQngkqhFsVhRG3iBUmjn/IvshzeDfdpVvj6Qldi7sGYBBavtsDNtDymbhUEaftw2i8lli/zYZ93jjXH2EcS9VT9ZkQZxSV2k4RHt1NiqbIv2gu7PfvmmzjN4y2lEAljIDcyPxRhh1WPx4OPp9nxc/cmqxXmxJo9toTFsPbXDFNiLQC75zlQ+L0lS9WZMJfkrdw3EsHnmVFJWPJ5uXpl4IYxHmKdrEqlZTjRMOCD85YfHbRGyI/syg4GEbmHsiUY1gleJmnDjhUmmGk7L065PzVu2qO81IS+JcCCsgvCEYBKOm+2mYpohQ1xXZwTZ4+cyP0DyqnRsTGNkNA3SMdAx2jsE4jXEDdfg0d23D3Wd9HVu1XfiM5pnNZ2X7UrcXaJ4anGMpTIUNzDGHZS3TO7M0+mr/HDj7AKXI2SE3Cu7cDssHKiQhLvgZgxm/7XoQf4GP4jgwVRxON4KB5+1R+crK7qV3L5IMDba0obBVPsHwAO7JcFHquNRBqbfucW6Vk8LnNs1rM29D7Lzlma0iP3xB88LmOXLvXdz8SM+bUucCw+Zjyj/X7sWTrO3VRtE3l7G5+p2pBWzFhbiYzSHPb6KyuZP8TR5mdGz8PfVQtxmPVs7GpQcMo7J0b+G5WnLoWdMmulx6GCPWn6Mffa+TCH8pfofL+3p4dy8qzaLhZ9PZXWPLHf88m2slMRYOaI9q8UdIm9B+x5jYtE6ttC+83FxpDpZL7/LjEaENHxt4YoShUbi6aUWAs3JF2NOh+8Lc7Xhi81/H/PmLOPLYHEkrGQ0efrPoWe4xJuXZPCGDd7faIpZH3HKEKQX3V5Fbf2/NjLhpdfu5Q26sch+Z5KSr6RYzsaGjhqxtkfCpMfFQ7ykrwWMQwdp1Jq0+w9tf/Q9qWYkgQ8hNDJmR32mvUHpZJHQ+Zbn+mfFVSJGAUIzN1Gjh4J22xnAxVRa+6xcCEj8vKHFHJsA3lwFa9+3Ae9FBC86tb4CoLTXCDOaFff83pDa7RE8pfvjnoOpjew7/ptapzdDaYZehXv4laJoABFK1347bdbvBwD9Q6H6UkIanGusrD6PqTPsit66/iWSYLjSVmaOxZS8Fds8qaVSemA4YI29vk9tso0xXk5cWzS5vxCi37CKh2bRsVAqW1mv3wtPvHNvoPIiVTeyXdd4UtKYoMNR6rjd2DjYCifMawp3eD0/irPocxJOMHf3LnUghWD+oRi50svI3SupfsgTFyKwHWV6stId8f4MMRbKcSjNt/UMTIUWIDpG57MGYTTuRygKUMxKUMyYwtzPyLw35F8gdK3NX9+GNXhrrK6Mnsd+Kxa1YXu6xz5f5D1NNtdgGgvmPRk21cGd8qeTC+RLmy/X0d68t5P6VdPDhjeZPrZx27SJkeMOxxxEFVQ4XnMKSx6Ej4D8eCAXQH/wOByNTaVWls/AiU3Gsh2mYVZKdPHZkbWK50u8Eg5NC1gp0wtIKgDxe6VmBhzwaWVNKyh0QxMozMBcrNe6BM+MDxH6AVJVp3yztGGhaOxhqxmFg5LX9/++ADpNVTAhMcP8UIOUbm+EDqAnnewDPNJ+G32fCdcNwktLDYNT+MtzN5J//Hr5BAZTe/wqEfHoj/jK7XgjAOu/xt4Be/L8Dmb0PAMBFA+AMJlMRQvPfA8iWVoCyYmDgTA+GGGea6IXRW3pxBDZfrjP1V7evVNRxOhA3YSbin6CEJDEZqUh9WjOateykIqKShAFhWrJspY42u8Wltb7NHex4mb3RujZVa0p5FCZ1vMgxPuZTTvIlZznHNN/yAzf4iZ/vdv94hzBM+AW8AB/BrSABJIIkkAxSQDq4E2SCLLAWhEA1eAR8C3wX/AwcBR3gOPgV6AanuiWTz2xhOgxiBMZg9jIfMTZmgbmBEAiFHkRY1EIEAiQjFU2jl1kMy7Dv8IP8Cf63FhcyoRQ4gkR4SWgRXhW3iMfEw9JvzFRN9Sv1ysxFFLBhCEe+/N2ryqaQVLp66bvPLbvsU5VzoeJcrVvN9U9uLhC6Q2jZLJXaqLEtZXSil7s3rRWqQhoSfwJiACMmRnAwgfvq08ZIkmZZ1aqWz/kAbgEfBsE3VoFPqm1xLRgtdxK0gmdAFzgJeiCI/8rPbx9QH28sIRJUiQp2YAaX781Lzcwbpr/XxVCtx1K/GRGe95jCADwKAOQTAHT05W9A7lGl7ipe0P+/bW79S3e81vSXIva3p80tBsSQLian4I9SnoLk5TS33t8/0X84/aku3yPiwjWilv+OKTcqFNv/1VwyaaezIrz4PfRGJfSSjrkxz78OJf/vnrKS9yQBtYVJ5B0Xqv/8UW7kX4XcKOv52SQbN7KFGMBeDKa4VLggLXgLU8Lrki4EwNdxkcxQ2gcgxQNI2gAQXQIQ10haxCZiY9FP0XfRIICo7ugUAEBwA4iU3N8F+Co+5EuLtoXJaYXouxoAwpAouYXWgHi0GEHo6QOqmOgmYZAy1K38C9JiQwWb7y9LLU//AkAz5hBPMABKrVV13r1Lc3OcStAMaEY01uCjLroC1BQqyBCgijAJ1Y1ANqQXuYqk/rv8y/nPlsD6+3L1TQJwk5/PlTyuABF4gnI1TzMRRtXybC6nO6PpSW91q1bPy4f4jPEvBz8zBAqx0GKhVuIIFynKKbUaDRoyaszlazpjmalJPr5/PMss+EV5Lvrv6sgAGSNz21JGJqYWTunuOcONMda0TJ7oTNWoGH6hvIRt5xIO58gJue/OGkuyUeO8f8LuJ/ZqkHtSe//sjLMzg/dzHluazVxMS9pCRxyGHiwZw5wVlglcuRvnT7PNFWys9XbaYJNjdhwNjrisSYtW4yg5UiXbFf+rUKdBs35S7XojQBsQgTB7ZUHGQLGKnhv10Etv47TwBKPVIJBDQi07fA5aOGplr4kTEWdikwxwI+Orz2SD2Nr8Ycg0v003LIDCLGozqfybIPwdP8yhg3cJwDwjguKDBYFgUaLICJYEYVlQlibO8mCsSIJVIViTDKuTtsvaZDmUIRtT5GAGHM+M6Kw5mS0nsuF0GM6F5WwOnMmehPDE50pcLtyLxO1CSMmTu4Vxq2DuFMqjInlWPM/NRia9DN6XrhMxk2J3WlzNf4gB/uQOZ4SFetYaHc2E8+FIzG2yY3kdrDN57vnb706d+eiv87N8cm5GSD/0IA0989hR+T1Z7W9y6RLFYnN5NlkosEOJqL24fRiB0i02mCjeO+c989QLL72Shuu1i1Lc8tBpZ5x1ToxYCRIlSfaf2+645677HnjsiUeee+Ot4ktGY1UbhLSENEkZIPzEZT26fPPTL9Vq/Fau31cDBn3Xq88PPA3EOl1Q4T25dEM+UPho2CdKn6lkUMukkWVEDp3NwHaIXh/GtTmUYBE8LgoTlUxVY6KYAUoZoowRyumjBIlc/MhHRwEGCtGQx8BXE30zxXceOnjp4q2bjx6eOv0VL8yPG8JSZ1eabE6JrSmzLRW2p8qW0OxJm33psj89DqTP3nS4lA9X8uNaAVyPwI2I3CyI1AJ5WRIvSuRVybwpdWCKvVLdadW6WZsWLZt7Xbyhy7lgk81BApwUBTIELc7uJInacSMNCgYBUkIkTrBwHDlzYU2dIhumMLQpzZBZnD49KpST8ikXv6DvOfiRrS/Z+ZqlNxLuZOHEvJWcs8vC/zllk5l/Y+eWuRfxvK027h7hM/W8vV7HiqtLvL28cr2KBPwixtc7q0zSTdA/1/j75Jqxl3ET7htPT+9ippdQg/urLd4Li7ol7jtLrpmNk5H77ckQJ36OfuuZcB75yZxvY2fgXnBYDyts7dTeESSxrikmn4TPVBQGKg3lzIjF8Ny48+DJizcfwYIQEQQK4C9EnHgJ/HT6tYWl0ZksNofL4wuIJAIZh9cZ2frkrbGdYlnWBib2Srw3dVAq2wYGx7jS5IMC+QolSpEqDVmmLOkyFCtR6gEEhkABQN9VqFQmCkMklkjNzC18NCZXKJ3IkSvPgSo1Xqg1Wr+/fha5ct2eGv1l5HWXr0atGhQ8s1yz39o0qb7Yhn3GbBJOqtMcz0KuXYuGb4/beItZNI1vVmUeI/r0ecSuwD1rDhkv02WebzWkQ5uuyQGvyZb7ZRn8sKF8UgWPEWmzw2WMBXSyUp9lsZPKeQSbwE3uEyxh07UGrBl4oXUBxSdxleNz5lIIct0WBDYKnToMzQ75/E/dP8fkly0OT5tFxEp0uAE/ziImVa0fS+qm0avHJXKL5yTLuEy979gKb4FDC8lc5/yC+TQSoNeSyEGpG87S6jbvKWr+2EY/bbJ/SpUAibXb5TrWQgZF5asViYtaD5JDaJ/HREs5DJ1B63KvdBwgIHWN0/PmUYkKPRaFdsO6dJlaKnRClJO7b/fvgT245zrrTNeK7Urnu7VTIuy219mGznWVoy502umuEdMV9tnvoGjhhWd/qpCE4T4ONPsLMr6Tpe0ofKBc7tLG8Ro3hZl/5ZJSus49m373Wu+HsuXLuEyM88BnPW7Jpy32wZij0cPWK+Q9hrZU6VpdWrlGbyxhK5DkostWXVeH7575fZ331L5vmvGg44rDng+t2FZNaam4kt5TOz6T2BvLNnTot6lCY4hrwVbTG7DuoYmJa64WyV2jIpds/Lb2RdcZe3r75KRWcysXOf+v/7quqQqKwBAIPNzfRUdFRsg5T/fjKQbv/h+s6fXxQKrbo2wbOPjrMk/j0HdtU1dlkaVJHIWB77mO/YPlC4VjXZ9LJkJuLI9G1dQ5SrastXbMx+izOoRBPx8sd4Rg5O1g7FtNY20wbBFAeq3O9rSQOkkLdl1dWdAqlhtMeDAqPbVkPcCGZ3rBmbFHDDawwaFKY55T5WX/fA6rC1xAWUhBQyYgL40NGcKbDwQm09mpVfhLhOUuMGqOLfuld0K24PRMYyNuchpptwMOqWpXNdpV/4QrAhNKDzeuQtc+APbQ3mtSYSJ/iVxUhDsngvZ4NvTSA1rP5mrd2HO8akykiymEqlnQzY3aD8tlLTN6c0bfXciBvrtU+k27gvtT2f/KxGGsh5zdIVNx/YGPAYaCz+1Qi/XisbSEbbMJnP5YShSBB7oVgdBkhQgBNton8vtopXJARgNuVQasQBwcqlq+9jFvwQRUacvKCE3JqyMVHASHweeAmXQmnP4rr3udAJtwQVILTZXYP85dpficN2k2isxxQ42BoMbsdSujXJYWvajjnso1HByV/jcHLZTuYYuotx7mstbKvMxxXCOywd5YoUIMhi8VoRNDW2viBfPR2JDHQ/MWNleOPC99pw05dUv2tHJ70RhIOCq3GomwvXN1z49OYg4izebiCZsA4fXm3I6OPEN6ud6b2PMr4lrNjuthKtoyb1OIBMXR94lmzzCT9PQsNSsTa+dsIrOsI5mpU94wW832acX0gvr6/Zu5xS2690bqPCNCMPRrswoJ7hwBJ8hM3WSJXmvDPT2qRq2MZa55WRuMcvCxG157Q6H1JI05NLzjp3kq7dO0hq3Qjs00m2GM1mLxs4FPj5ZQKxB1Oo8H53KixWriCNIjoMS1VZYSzmnpxdnAWXzie+crqdI8GRoJRqK5z3PNy5qOFOXZTU8MFnzk09589d67clUt8gwF+7MioeYa0lc2F2RxfzbS99OQLOLWwgIdLYlDRDj2lhYhZpLI543JsYXTAEF48rdI+9OLIGGOw0Xk7Ga4eYtodzoipPeQwJZPsm9lsc1gR3A8SyXENRK34CfcJaPVjtLR1ScT11NyEnrr4ZHaH09+ZmyA9M+jsuEQxwOfaiF2OZUkoxZT2VuwNx8H4jzFkOvRVApxa7SqMrRK0QVZ1xi6kxmW/rrTSUq3FqIjlIcp+0N7ybYDggxBhdDAzHYfcDYA0tLIyFmKDL2dTiAoH9rvlVAt2eM4LeFGfZoLIIldhvgHlA2aFtuwwBICCZ4rVIxaN1eXTPJd+prooLwL6RT3sdz8FmsKBenPr6JjSwW1aaXjyXTgBdED8fAUKGvI9og0DsGcvXa6vGbfw/B2ardjb7X8/QkoeuR5pIEUpe010tzv0RKct6lYBlIulQVBj/finRJY1oxHdZLLBVNKi56oaTCKDGiSdYVtRewNJOmkUrf9jmIrVnyXA/SN0YWZT0QjIGA0lVCEsdcBKMBMJlF8yoznGektm/RuCA5A6DNB4o7DVM38vK+syAAxmF1aE8EYolpKCRyG+gzWQjAKb/uSsjcHF14mIGlsBgad0zTlee6/gU0zH76DEqsCpU94P+5LduyUjcoWYzHO3EvhaaJ5iN5y9LgRv/bXebb76bHKWrrcWnJSd8340a9GPz3AphzU81jNW0XObPRVlMl0dTGnXJBIgHs+KOFfGWRlHlUUuzgzmbPUNxk5ilOnUec8FRc36tFDD0wxzzbgDWEXYG3Focw0pux30ztRzCAjddhtYtIDFg6Lw0cyanwpLEZMiuBJMlpqJdADaOaDcb8MGtZkiiWTbWEDko7eCv+gYWwvkdFfrVR/S7HeJ1Idlv5cGpktk9ec7dG041/MnTeQ8B7DEDUTAqOd2FnIzywtDKlYU++ImVy1hHe80Auv/Du2ca8aRUvDBdXcpqn7rRk39QJAcAJtRmfjYXMCpAch2h09PkUbsL1kHu/T6U7a5+rpmtawyTGWBzd6kxXSi3gmdqap30nvRkj4VEB4T4Kp+ZFuhrhMO7jG+D6l8BZpJPM/wCMbIFAPl4siEpSNk851P6RhtVBqHmDlaZGF2WzpUzQ7DMOJEMnw+QXuTcKOgH0eQnnf/Z9zDpee6xQ3D0RV3At81GSE7t1OMugrm4JbKhfWTf134Kv0/0irlDnfdnTzV0engy3etds96IrvwitvVYeKDYneJMhQZ6z1EUm7iew4JEkuLY3qWKQhfRej3RPWYPx4fLJJ6bkgPUPNMO9m2PsMhydIz49LHwfQ+qrZ252vyM1PdDqjpuJScbFBWrshs1XcsbiMIZmAWB+0z4Ur/EhJQwjMLznhxuIJpP+WTDsS+pHgL1hH/NQIuiDpElAG6/hLuxBDuIm/smNk5Fz61Hswjpr/TpCGm4nMW6nUle8BLUQj4WmkO64JKmkvXyrOFcpZqlbN95rtdE3H1X1wFpX6naMOwSazaFWPVIj1A3mSyujHIzapQ1bLSraZhTjrJqZ2wKUiYCQQ2Ypv6K9fAQQCemBiAuNm01sAoCeAAM4mwH4POBAAr30A9P0CQPsTgJV/GLh5Z44091Kg3lXAt0cFYVWH8eBKL7N8Jj4CCkLBvg0TfANEfdcgtEQGgKktAJv8EMPbGfmqO3MTRL2Xgg26iGOLpxmOGLHTBrsrK6ueifzu/xmGrypI9vHAiMWnXQeLiJK2TtF8TXEXiZAVZ8EbDQTJevOOCQdQQOcKkAqCSFIgDA4Lmm2JBmkgbSXspMIrgsNBH8WUTLHUIvScXc2djxRFr+VuRfM4RqcIrVSWIM44766ByTHRgKstoeS7B8S6N21nBc8NOTfbmG93Tu2WtgHanUGlJEMH0Wy015EOK3yQzCFiK9DhIsVw+xw00Omq7pa4+bEeTDmXGLAaDo9IGNTIZkQw6D6gAJ3zvCITcxkWDAf8LgYBpIki7Of43Fjqe8eR8yWOSyTf/+4Va+1tN79BDLk24QRXZEcCKi/32UInCz15wMeZL4jDawytbP0wW4vQ7Y9YrrGS/NAjaNp0eLw4YkSC/2/3AzoYaUMNNBUskhkUvnuiZoGIz9W296+RoTbF//L4Fbf3r5GhvIGjEtYayrDvdoMyf+rhCQDNiktypLhVCZw92vOG7RIEFyjVbwMPeW1XyCgm5n2vGiO3wsoibLidixPXGPsOmJFVhxh97Tcwf3iwqWDW7cEYwsIrnisT5xy2o5ifQ68n2ms3h3ZR0oNOpJDrhae2zZLn3VbaZSW3WYBVkcObCx9P3jfjrozDzhmMOYh5EeGnwFf/LLVb+BacPdkm77DxvwWvN0hNVRlprH3yUXzvWz8tpeWuL81fadmKoaooLuSnaP7WkfQ340VSTGA3xqYJrjFw/dayXI6D5g83v7FM1bZc/r+6wLR3ZDHHlgcUQVWZ2FZmSL5RcKogs6wl9GXY487SfnVs0s6YzuPnEvYy276pqt2yPwCM/VnaKhEzGT5/VTKWozR3wAh0kCglSjqSFGUEjmDf7AP4FJEqylgYLa3+Gcr5+RkPn/jhl0SBsAOCzXr+YaW+e0mqClAJ5Yg6gfbEso5OeCZ6jKX2AKC+e1ta38KEDFKJTm7WY7iVe+rmIOe723lw7mG5vtgrRSQ7t1VpNfjk1wXYEYyjiHSyde1mxUoUMxtAbHXoyYYlg4sYVgfIKmVUtZrqpOu/GRvtZjRDiw7vLVpFEfjEVbSgyoJugBlxYKKx1lrNPFPF/F6saFSLmUtOZcBG0ypp4wYnbjKo5W1GdDe+dPzeKo4Gjp0BRC4dDAEuxAZ7ccFA4wn4APAWxSJWLASaEI55oknsbptzY74wHHRtBBfQ+iAkhIICPDhcpZDbBwMXDmedoF76iAfBXmpyIus9c5zCBvEn8lmxnKcHdX/b1I9K9ZEm3rV+933OGTccX0D23t9ThTwba7KLZtLtKiw0ZOOcK2GG9KAE3NrlcAaPrGHpvroDdZB80LBNLzenf/xF23plPcrjcxAmttHkX+dmw5R0VVDNvKUnBCzWln1NtsOv28XOpgEObx+4hc77OeX21TJymS/XNKestyb/umYTlDva89moktoyNR21jIyfSOBxWhw+IPd4MPiCsVODFKozGmVoCq75Sy5d4CWF2UkO/ZK4HPJh8Ept5GwofkdYe6LxLJx7KAbKukmLaHp35jtD614d1fm6usEVITsY7RYA5DQSyjMSgC90x4VUsq5nO5Jr2ZOp4PL4i1WJyn5A4hnb2uGSHN/mGiEjg0YGBnIJ7TWNfk55EpMJsq5AX6kc6KpzWLnnSTTyATSQzcBVW5pTvD3JQB67i6A12FC74yyesbvw/Z/TiQEd0PANSQU7qK7BZJwWg+WUE2LisN2F1fmuopZ4RZXkUYeWqT6s55I99lTIEmNJwzhZ+BCxehp5IFfaZbGvs31HeNP7L7Ruuq5DWhYtFvYK/Be22HhFSuCfGd/1QjnHIIuTubr+UyKxJApnyrpX5MtjZuYoJ66HAy9m8UlG1Z84ubi/FYonkl9O9h4L71kljWfqeg74okbCkF1Hsz4GLjdDf+JKtWQfOMccDo2IRBUEas8E9WyzlZwTnsxcXOoMj+f+NvFKwzKgSot2DiC4ufDtGca9iExk0YXyIGmiVMutyr9e43LhxPCgVUYaL3BwMlH/j2vqa444EpWFNBIKpL19pTbsPmTpT5NXo760gHxOxxHfunh3nxsPyK8ePpj8csmGC+5TxJYVDauMhjwYcX9Aw76yKkDx2bgQjMbHAAoNaxM3JXPgdEn0TxeYCFZjmkp+ufwPwUseyiDmm+cGGZ13azOGI5u26qw9RRp4OUSbuThtjh6QTxg3mJpIqo4S7ZdovOZzOFCChXOKFDVbd4VY6ANQjl91qweRcaN4u4imMoYSjGNiz2D9OS5wZmmRwcI6nv/EV+PunCdi5W4UztIAzov8uho0kZ1z76vwhqgJkLIp4ODTA16zPhXYJ3/OdcsYf2abllzcJ9VnHtnzwm4x0HKbv+ImRifH63k2ovHCx6VLkYCfZf2xu5kE2ilCj1sKxFS2FXePbf9UIksPTNg9LxqVgTSwsBMyjpx5b1Uce2kLDl0lmmlWEQ6N5eCke7SrgAcu5jQimPQ4cyABEXungaGlapJzC1FpOEHtIpK2ypD8kA/FCcFyvWxPES3mscBltyeeiFUfLzasBAlxZWwmil2bSJbkaDBqL2SPI44d8cvTzwlqqp2hSJlur70LL+O0xJdzRs9zLKOxhaooIoyjkU1npJc/CmOVZYbeeQZSj/UBfSDxlnMKM/kCG63bEiChtBOjx7aiTGiA9181o77qLvXwSlxVaSsSkcFIBkfYaZsrxYzJFqV4d5Nsj7kl4XbpPjQS3wULqsV/dt8g022j4AEHle7/5OdNyVkrRJVqe7ysQI6bjJxxkdK68hGsodwkA/HrvV1PZf3ZV9I2hv6WnGNENdpKXZ5Y0KbqdSwUzy561MXxAjqMxrYJ21bVJSEZZiu2r/DHdBNtJfyvipsXC8hjSW367Ny8O+l7QGsr695MBZCdxV5BMJ7eC5SjSSS9FpwsFMm6oop7+h05kymBGwiZClcENzAQAHU5rlUcLfqYcW1T0npba9eVxWzpmb9Y0cglMwYnh+k0PYRDmhQV6cIcVbbda5k6ssM9XRmIgukxt02AlZkChTCme+6QcYhwGIgTnWtfb0k5nGiuN2QZ/BSqKYNs7m5089hCiFq96KwtFn69Zd3tp5R0UOfLtC/M8XnJOb09+THkywvQnvniE/jx+bwaOI8Ip3COL2F22G7EFSaCYaDJWfCIV7gBbnQheY4AEspl2yYHfRf70cPVodzlIYoXDhTkAv7bGxV7cqcmwxMpJnjo1Ast7F2hJTY6m/1wTGjJIIIE2xv9/BEkvKcwHFs34yNFogm+WtKej4VnSNqv88Kze0OL+PPecAwZ/lldauWi0v1367lZ+8cB0wUfQ9l/QAdTsspjXy+JIOPjN3pclucpOlVK4GJ80D6gI1SCs8tVUkjA0rOnb7g8iehYdjc6L9/zyL3zHoD7bXbedvQcskdVDB1QDbLg//FtzJSNWeGjloA4hUURv+0BSDGPgJyki+4//5TNoUyJ1n1kVc3o1yjRcKV9+VcBuBdf8tTgsf2SHDn9OkUDd8qSHBolLb/JdUU0vA4DNbTIPF0A0ma5r+pmvCl46KYdgTGgyeBh/8GpzR0oywEzy2S9sbzj23nK1GBIYpOryARl7rDPLrwWNBJTDOzu2YZPUfJK139y1HsrYh1smcilC1V1cEwqFGs43+6GBTLMSP51QMFcZHh98bNpnGbeNIhPulW86Il1o9WplAB4sRyEBW9HcKeN4BskqCZdI5Y0+G4Ba4DqYvlGq90hqhx5o2x7AHH95pvxppduxLP7PsCXAILYdhdA3SBe5Zv3gIrAMAA+oJn7Fn/kiyRVVJMpF8HFcBZ37N5upRoV+lnPl9kTmL87IrzHhx/Gj9sCELrrc1Kw6CcqfZeQApK4M1xxT4Bwm1pKWVwnSwr2ArSsq2rG83Z3beIZAlwZCUiidoiUYkVx77PH7i53qGy7UpHhHDcKeCdUjRkiozCkvHXA8xSVqksghYHpktFg5vM/30CCPd0q0eZxPVyEVTfUyHZVm26B6GFexWPRcVSBnMUHvH3Jmz+yEtVKEUwq6P7hmGrT0xbMmyu6WxUsGe1PZid3aziiCVHnEFs+LI5dSLUOuIuBdZRQliNlaflxlbixGZtRAfGKAvHLN9CMzQgCKWcdfj1nb5i8PDgF9gOIA8pedIyBxU6+YVVcGi5EhArThJhuslQs2ULt2UzZiFd2qe8iOS3puVcqH1nO3PiVp9oLJ5fJF5OKBqRM8jzOWPTatli8/EXCQsnLvoLgmAXGC18V0WqS7iLd8VxxwbHqwk5fs1uWnPNyBVy7vXcD7P0ouCNcMefLpVvVpbSrHWrA8BVxzEU970hQLMDr4IVgtTIdXq6kb0GOsCS0alJNpEnQn4ZLgUtTQ7ciz6MaSjpBcrMs1z6ygW/uQpcc04roQOx9VIWu9hCRcsiwVJ5xNAzX4A/6GpT1L7Vi+5zV2F3EHYZgZDShDqdQYJD4zKmWFU8UnK2PUWWcdjtqWZnFZGnIQkOKbS0oKW2QRfZsj0odgNg2ATIltM6EyssQijfvXVW8xCtcVBBR162kBJJWFCHptkemNu7dNE90fVZ7Kqk4+Jlo/riS80SMFDDDEbi/BhYJYXFeMuNtPhPcNPv3v/z1xjS+PZnQqWB6dzSUUYwn3dO2zJUaYvgvqKSUKgaxGdIV2BLi26PnVS3xsrkbahv6GMA/OgQMHIDcgO9tyTPcq0l30KFHwT5tj+0JSdzxUUORR70BtXts4rnILIhf1l9EKV2ZxdELQ3csf3QWdlroPi4ydh5YUu358JEULeUXiKGjhs+w/y1H/wDS+yj8B/AEa9MQ17H9GmETqN7CmcnRAx05YEVuy7vsxyV0WM9OJECS2lJWcltSJYubZKoCUMJ9DUECndnoQVVkSbBx9l2cfV+RjHNJ/UNrn1vZv1SNtTn9pyJGy1xwe9F6zpxpZNQmEeoWcr9Fpni7c8fE48aKi+mt9aDfspALjK3ck9DVepJHt0yLe+xvVjqKvTWHM3DK51exyzzH+O+eOXfH7aX4ogHaSlHzVXOIFSpn7aJs9IOGC62CqqD4LmLTP5lqkdKKBj99vUo0qyDeVfSfkGwqFTLzBVnNooUyzneJkTc5Ht6yzACL/x+2EdIKdpcCiSzHgeRGKLG9c8xG7vkj688Oq6dAtkJMWDAY/DcUvTR+utQyFBSYqbdI/Nr+wpgCBWq8jKmV+uDqIawWRggIDVVIlUPjEsoUyPDhG7iHTLLV9QP+aW8QJwb1PhkBWfroPU0wg8BmSalopDTgk6IfMYEkywsdG41NNDS9189UDK8cxdevQMjUiZ+hqlbFB98WBE29sztKr3OSY3Fb4cVn5Tar4Y1z272tFe7Yhcsz7mzse4e84iLNJwk/GnQMl7n2iIXpL9wvOgVQA1yBkEgil4pAqWzbfgMRQH5oZE2crSdrbU670WorbLNziTum4itKwH5fGhkuyorLUm93W5ziUZJoPTPRfagiGrrU8KC6Vytest72LaQPSSEfY4ZlZjF7QDOKLQpQcRnBhp9ewB/+BawMEhoYrBlhemOVsj1CZS5Ql/oET/kIjvkUT/gYjlawCamLizCA0Yg7oxXVN5uYwyqsbX35qXexi+u4AUXBHOBhtr/baB/MMndWMIAKI5Cq7AQXD/vDZMgyBn+zyw1hCfu17i5rXOahWfoQD/RMBVTHVA0MDOzBfioRShSVIBBCERAvdppEMLNkuq1db+kCDxk2DJcVs2/KS2M3Ry9IfOn/dUcgps805A59RJrPuvwfzwjpzaAJwC/TT+JM2v6MttWz40Rlct97ws6FGDZh+C6hCe+tx3fSFDBh0PRteF+YHFdtYU7YZFubbdHd9GQretMbbFbJ1+rw/mGFJTAT/XaB82zMfAyyBjYzTjU09ACu6UV2aCYpPN/ZhCo04EjSgyVhIL/bH62Pu9ufUXNGL/xzDxZeJ026S2Q6TH8lZXkmZKrmNW6/FmAmg1Jw0Byaxf3R9bvWv/A81A/DWbQp3+n8PjeUJW+oLkEH6aHBZwFIViIdVR1ydXt5WkOB+rGe5apdHUgObve44Xz/JIAiaUImxAi/4AsIs10VtLLScg4h1loaONQca7GYUYgcTZfxSHD3jIuF8VX3RInfYv0vrD0xdFBXs7x+qXfWp6I6N71p0GLNM/AZE/mWvVjNAWjjQXM+GSvObEdxkS3xpbax1FPXwF3Lim83k0cRnR3U22YmE4o3mXmodvxGNxkRJ3uEFjNjEVwDxqJCj91o5vLXSctoSTHrjEEZFpb4yhvNiKyPWaXS1sfF2ZR9zcCduQz5J+KBRxPyoge7fvLfA/HIktqK96Bcoh1Fp8w8Eqi7S5Wi/tVqXmUpvK02EiILhyEVKKPLGdmv7AcSliUuxygZWKZrPa8Mk0Mr2LHLA/cmUmOpG7nsGAkDiZxtyaL6SKAT2+Lw8J2caFsFNu50wW1yfjOywCZr6r8FRb1k4QtCPoM9rxDSQb138ElM7elFGSYY4kAKXViFFPoVrn7hQHyNp1b+Z8iRc8Fdqk0Vh6k+oM42A9k0LDEkeIMtcvmF2Erk2Gr9NItIpEC7fZI+VPRikWO/D+IhBc+g5pGzYT7oH1ZdCgkIpKK18BfSe1cIDBh5D0OXaHmCyE5CSAtobpBIKTGJCbwLSAWqEwOJjmcWzPAgIUR5VWObblm/5mmXHOnScbpFwqihnTCLV9YutDjcDLu4StL6EaElOMjsZUI2yEuc8XPnCncYAmgTTchxhzPaRyMJrDL3PACIzCW0jDAWzcy45Mc5A8OmD/uTOQE0lK7nFZSKV5TE+WaykUe9jXBTT9Ttnbf3K9IFrFyfqDKJej+ZKvBTBSOiQQxmuIs7A5SmWZkt2M4gn1e1H1cA8kzB2PhV/2tPtoKBTZYZqQG1Kc2FkokHyA0wsa4Rc5MsI6ApF+HqghRlHoLrgVLE01CCXItIRuaYf8KSjCwja1Lp2jK32CiQTvi75QZg0pmlenrVvEnX2LijvFCeK0+P5FlVdjHpKKURU+Ggeo5d9FErhwPbQ24F4bZm3D9UHEHmWGu5cjkUgsY4GN3DBH2IAg9HIq5RqDMYk8vJm7uKUHVfIwW21RS207TtWtO1vWbdNs2y0p2smwGCyqYiQS0D1I+bKPfznq4fs+pgGPVrWd+lm3V/Ffe9WD8tUKmFYiNMKA3mXOApfKYZ8KaxyqGnErjFYMKpmOXvc9NtV2wKTp/xFI44h962BG5xWhysTz/CJ+9hzr2HbhUTDvH2/imMuimPHLgHdxGhT63dj6lSdseEqlA+E/pZCOXSLUEWzjwCCCCzcWtWvms6jVUAyU7dTdV6vIPiR/rk9fQIelbTR6CsKCgomuxDUasmze8pFxYjfc1Tm9WrjWdJSw1eN521RW28k9yrIC36VIEzi52HdsfsgzVnSo/RpO3Yqcljl/aEH/8IxA9ZCqXhWjgN7x3u1OjLVheHN4aTcGPSmfCKY2Qq+XAJ3RrhbW7tY71mfacNwMlp7g5XTZv2DN72osPnhg4fsr2jDUfRCi8GKRN/7N0+jUH3dfjUZxD4l11P+CdeFp5OTo+rbXv5Zq8hN8zaztfY0gi2Ci5gLU4iNRzxoB+Phn1rpdmplqx05nc9Xbecpl0VqsBqtIV1VZPTA6KB4sDbp1vPfDz8hC6OHg/6j8+h72gw+XoX/Sa615KlRH7C+8yG0HD7juybpdtLgDrrQ19UpN3GDg2AQh/SGsxmj4LoDG3cpG2kDp+A4Hiwzin1MKElztFK7Ni309pPozSJw9Xbb9vGW/aO+pqWkdwWx2tcyB1tY3ZdWVFnd5TTqBWLk/6NqN/1DHrbpJAoU9YHfKF6OxDBD1ujErQ6LGnJjU5ZLXB3NDRDmaPtHQfQEE2ZeOVu1TSVaeiBPvxOF4cHH+mjkf/RWzh7v3lFpJgzO2qIQ8rJnPIvXNNFd/0jl1qrGX+6pFYeVgFw9fZV2+qxSfcy+WF3rNXqaCamnnhhwmu2dMfxP8TOP5wvK32yGShO/eWHE3j5Kv23nPaUpoFNOtKERoL7RIR14qnhUkGFaq/v3dIxBkJB72o2gAOOXpLqu8SiUOV60KE86NISBSYXesm64SwZomaz8DYZ0xAZ1EJL8VEGpc6XiE5M0xHfMsJvZECE+tgOJKSrE5tq31SUxqP7lbA2amQZmKR90G7o0FKioapRC9QJNXLAMkI2RIib3jZIfQHIRoGxWFxDkEHu7UE2twJGvWayvtnHXblRZdsibahzi8oed8A4MUm9ZUvC6gIVigy8pNpWUK0+MEoCtBR6SOR4ZAYRiMmwyIsGdJG1D6kFnrxo1usr+yAaTuu2uo30c4zw6bmNZpOh9HYIeCDEmRm+FqTBrMP21GWFXIJAw1AcooKGQmxqIcv88LnQmYAHbJBmA8if0Y4OhEGGawgyyL0paPlAAVUpiumbHTTyjJKlMts5oo3MacQBC4rj9DI4kkWfoJaQJ87Ilg8j0LykQUHicfIUfRCj+MGnUK7I2nAKyBgAIgyAV6FJBcu8AjJv6FJQu2b7mi8K67DVgjyQxlyeXhYngaknM7tLBBF5pVV+cDljlqz0KQCdNoJm2fJMqoKhp0RqzE0rMN6SFYa6HNSYqEVI/tmwVp/SKGCVKCZz681PR3fvd0/JtiEL3x/SQh6WXQEU9nrayoVv9shDKcs/PSVCbbv6uj7dO2PG0WDD30t7xKxLOfEgYR+oVmNQ+bCdn+sk+Zm3v7oKbmmeZx6t4GfYxgTNw9FAmZtDXGTx4iVEZ9YKXsSIuNywwiQ7VD4CL5i7+EZH8HwL4tkvuyNVKPKA1w1eaDkkaZwETJm5W931LiFHSKqi34yK+qKUnWQbL9SMtGQ8rfZI77X5nUFTVWEAYRB7yKO6sTJ6tRC37ONF62gmu+hRfgY9/WjrGkhH92PAaPbpkJObrZWXP+EZyx6f1iDNue436uad3StlstxR7rKSiGKCjGBOTKVkj0TR13/KIVRANjvc4oxtsiilNgmDB7Fv3tFVh/5CakV1UqoPvoohU2O3gDXmyxJVm1MFshNM3vgU4aWYP6cQcgFYMvo+x8zoyQQ1mY7DK+iCrJbBWrEA49kct2/p6HsHeoRwGvFHh/jCafeDxtNsckKFsubNB87hvu2tq3x4AG2/0eFmvnE41ObgcLcalzv7+WiQLJ8/2s5pnESH7ax1NBmosZTI0qftPrHhSA/6ipjhf4mdqP+u7N7Y8bF6aLe61vqqODR5IFmogloDt12rSRzufiHQ8I7ONnuICO9NthHo56u/zkgynqKsamy+KK5e2/Ks5c5fFHiQ4mlyfLdVtKeJz8K+FJU3UPW0KF+wmM2LPq9ZbfA1CnuZTqLeOPWi0QMqOTQlrFeuaVy1dQGQJ4p2qgFzK4t4DyK2dEmOdhd8eAn29ZGY1RCUolY7MwDAfWalZNIvNBJPUOIBPfVYIEhi+UfwWrDJApEVS3LroV7pfBfcdS7XAlIk9YmcGqiMqoH+ABqBTqO4U+bXNA8CYrxX2R52Y73ruBHj/WBfAhUwscIfw9Bdx7XR6V0EbAWsyokJoPvawa/fuS6rsnjP6E8PoLh8r9XuMwos4KL4vTcAjYK1jM9Qj3sGirJW+D9ZhnEI/5XasOh6B5QelQos4q5ZPWm2eRfJXIBMIoQgHUJUJCGivQEEpkJIOKo108XYUT3v+sgkc81mNJtDr86ujYRFzPLLTOukjxZ5lftibiXKp5BaItw2aHG+n8Fr0HlxzUjvvie3IJ5dxeb3No2l58WWLfZo2tieUV9NsQwXuB7L/Hllf4iU9bxnp+7XN6Hh44tJAPu81DEwt/0do4rk+T7w1N5JGuz8WtMm9kftwOrEc4Ved/SwY+8BSNGcNaAuHD5o4k2SZDCcyLJ5HXHj+5Zt/fh0ykUc1cc43Lr10Z71zzPk4GSbOjRSrWbAoNIJ+25exGYRLx+Ft38m5jBlE/hqomLqmTeqfDEn/I5/u9G7U/E0nj6udENlyrrhOUkvXSNDL3udZLCbWUgP7zai82J6ZGYgvLbFOvg+vPBC7pdvYq+4655kgbIzkGYWu4d3Y+fhhX9lzwI15O8RJO9wAzpv+57U8fonD4iAN/PYPfxb/IsZHPkoxKGXZWew2Yvw2jowD7tKw8QJ+0Yvy85gN3uRnpY6mjpCeZZrAfdoTc7vwt+CHT8TvB+5v7XSoAL2oyWbvENktwV0nPwrLa1gehG7oy28w7V1jJCnfzUtbaMpEWwomsO1dYyEpyj6e/Ejvz9SQ1fSCcN38A/HPzFfeul2BrvZlPRQ/r0cyUaGWiaMXjbPJkSOnb9H/0ups+4MBMxG64dqB2MHSXWWM9uxQYH5UZ3plH7/oYanPmrfI/ATAHr72w3eYUS3BXS8yb+yZwEbov78XILCUvZN2kvZ/0D7h/H/9dp/F7T5P4uuN1xg+YaEkpakWfq785SG7WBHDp28L611WwCasDPl38uxs5GhlpbRy2ZLwivp9ovUhLkS3+/4f74d/5u6oMErG9qGf7Cn6DjJEbd/PXF2zXdhHxpwXIaNDUVzuCkdoOv5K+TPh/5dD//9kp8J/63ZlzLgN1LieE2PStmiZwD/exhBL9s+mzRH/9foG3RKtrSNkwgi//ntbCeeYe53zHf5sy2xbp6dGBfbzA+M9GhepClBrsy0uSWVBAHDj+RbFIfTeJRwKJpCll0kUV7XrYsVlXgUW6r9qExOIm8wgHX8xw/S7g+9O+K7q448fTgNoFsZr312mLH/MYTn1j62TLWr0bwF2zE5Xd/UJzZ6XUUmUavUEvoFk/MG+DZ9PYPNs2bzV9j66ruNea94/IrOVczB1P07MJ2IvEn0JYrVTMktiSqKJ3I7JXcaiKnb3aiGQtnEArNZJVl0zaZiCjR6BpWqcpwQ0jqJap1O/DflkIFCBXKdH2q2QhaHKelgmU35y9lXBXMiS1SxGW+9CouXJHw6tIwIp6Bxb4RTzAsbUfoCj3xW25q+5pl8g8oAujwmG8OtFzpk7dbHEm2JLdUY93p/sVA1N+ELAWWBikg1Vlr7ZkzuYwA9tUt+OhamlMvd5Hhp4LpftoL92q51GrjGPGaHN7tePUFBseiCpI3hQ2PU2psuIzwlmm2Pv9057kyOfvWS5kUo5jOqsjX3aiL9jVfklSl1sq1EUlsUJb++hQvR7N5avDkh/u2b7lB7r9fV7bSkYUi6VgBCSiNkSAOfbBgI8uvc4gno7RpFY6DaJ796ZvcC2OjJuiBEEK4jfbFeiXJ3Q4O+805w3uONndZ6SBAILgVHwEEIKbUfXBQMAoFYX2OexGyCNzEL/Yf4+CPtzMLokCBCnid8vK5x8nLRlOarb53HLPHO865g5s++auG+wM+OwXOO/zpqgegAn37k0Z/u6XJmzxBE5A7365VR1vObIfTVg7EyFrUlmhTaFaFmC7mj0Fy+vBRyVwH6C6zzKMSjUL/tt1CDgLZWbSzN1Wfr3Vag8mVLvZXOpWmsNKgFstdCpD2epR00Q5qXz+Tg9Ogcdk4irsCMsh8pjiw3T9mjORtNsU/G9Nn6Eyds5C1zNQQCV6JWuOZbpMbgLaMiJHTY1JMPt7bsE1jhUYhroWbH81Bj//Y2HSzN1XvvOf6XZBsGgpy9ldjH/X13ddEgEAgMqj8d3k0UTNztN44WjJat/8OT7XmymyognIo/0N8aSoK7glqgMbYbxI0dzvaAeLClyd15u1ev3pXg32TXXN1lG/KxmSAmW4TdD5pla4BAINvdIjPz1y5BBeQM++M/3q+7xu6L9TWtTVSZLLb1o982fZB16RJ3gUbhXnXFAzuB+oMnhgZaTcT5T1Jyn5q1vPh35MEcT3iQmhIH6Q0PG1A4QRT96GHCOFkwmFf/RvxK3omxa9V2d6XwWMtWjbic7mAEBHTdyrHZLDPotgx5mWZke3/gv7JUcwnzTejeCBAITFxLhjG53SdaBhIazRX3AHlEkYhW1Qwy+znuQfWKrwF8KSX5Ui6pi1fPEIQEEWAihyeFIieHDyxZSmlbWmpLwUMNMPFZQRTUMrqRi3vSVRA72nThi3EOTAU2qNjbmss8dVLZEx9XD3eT/i1GYbeyCk99UzAXeiIylu4WPlqFz75Vspx6KDKd6SFVtqqSL8eQd8amWsKGcZZStzRL5RhIFyd9EEgAdu9dOyHiXfk9Uy+YbvPRuJBmNBGms6R+X11Fh5yvJATcIYwCvPYhHpmfrz+U8vE8XhYdPngsfNw/3UVrnx6UXYInOppDyP5482EbH/fjo98zPtGX7pimIy1R+7PLggyHynmsVD9tI8j9VyxsrjfNeoGMvt/A3z1deX7wCeUwS1/Z4RSwFRRSlIPyHiieKeZSizKKqFUoEAisCvs05yF9I0V3Xz9C4npJmeWXtGb7nhUa6++b13pv+ZFIdQ1ezjSMW3ZpZISja6Az6nbEBVfGSmu56qL++lM/JHp2KqbdGudCtParTj1mPOP5/Feej6Q0aydaSLeEVl0YntmQgJoxQK4TDYIuAh1DY0NqBJjIGlJG1hZ1I49RryrL7NVhkldujQpSq2kSq6izg2E2hD18ADvzNp433jvX9wLhbW9jP9jukS/g6y9squZViPLLt25j/mUhzBVoE29Mym9tEt572VnMbevf1HsvyRaZDSW30KC8PxBUm4zioKG8KGhNmq/+gcTVl1jSo40NmxeOG98VoP4lIWhE3RWEUSVAvzsbMuFvI4mQkJtinMMse3b/DR2ZaG80apDUJFgdmbNv8nMdR0HXoEI/wtQ3hL2InaaTqcGr0MymsjVxCsvM3Cbg1W9d0G3Ypc3+trGzuRd5QVIWie2RrTz/8Y9evc/Nz/P/47vuOfiEn5DQ73Dh/Mn8hPGwAqxNgjmmOJXXAhg2G2R0P1xFTF3ZAyiG8EUH4hPIQ4OzDE2TdeOa5N+6xqIyIE1YZfNA68jWAtN52CSqN7OOJ4wbthDGzSuYyPS6frm1X+iTErezzk1YZWNLhsVf0hO5RCGNwsu5eunSEmk1+TKwVidcMw8dNYhrtnzrTchLwUd5+YcQvPF4HyxoDOCLc9olwPe+cN6WcIP0lCWDp4XzQ2euhHLp9k9eX5guZmWDkeMwPjk5EK8kkqf3KEM3fqhA26XOy69taH50YYE95t0nigchVgLFl0C3jVPywW4c4flAT5X3/pO5J5HHiX5jXhcSn5YSCu4KdZON/yqSDuiDs4uvoZ1hzz/xDdy9fNNdNpsqHy3Oz5PGuF2lNpOUkOB1wcIg6r1ze6ain9rMiol/hrf2lj4fj9zHJSmJxtrzpSU1VEpX2bCpk3LSfFR6J8tMOf3ZzxO2tYT6tAB4Ed7/dez6ribFzsQmc5ITZxK3zfv61l2HianKgXh/IE8eLuV9dyXty1Kv1NAdSsD2ItIrYeK9QkLoVkrLeZEGmabqbtQtL4iY/Og9WrGqjrhMaKodlWPgZAEemQ+jBnKFPfgT+U30qcDsxaUvkRR6INYQFTkQzw/F1yvcl7Gx+jyqtcpzxrNT9WtGAgy+9PYcn44ciT47M1uFXHgqtOonRhdoHmbEQl305nnhyhCQjc3r27hA0sIgxtHcpcYqsq3xR4n4Pf6xpZusWc5sTFRy8E99f9mx7cSZxGROcuxMLIleVwOkobxvExhoYxsYQOcUEGBrExCI5t2fab9OZGrnOM2g6PX1u8QZE5FQ5oVfHVGLdfXHEY2TfRJH+ebz363uiNNFm/sZbzj+bb9yaRh6utloPmzMq0cdl1VXnVL+ezO4+QLDvG+GfH097a/37atg5NxzYgYOonvojzF6S+p4cPgtyYkj/crtPjMAlR1ygvgmt6LAdGUOh/xBIf+ELTN2jobNZ0Qc/JEJoQYhfqUqiBVveDsM/hxwt0DDy2wTkWBw9vUV6VbZXS7EbGglr6XLIQJF/1SbKScrr4lWQEBdE1iiG9hN3IMY5J8alU215Wim+sY3C87bBvvHNgtqjSlvQjYQK9kWHhX33UPVXxZ07Eh5V0cBNh+zHI0GgSF08YTPfmXxUSCh1TJxCjjtAiMrKrKo1eeEdwJJ62W8UUU5nv/X9Yh3B68PwVAgAuzoM5Jf4LPC0dNVBQH+T8ij9ezi1alUpGVTfHqqYU8cfkQQ3Ny3e0ucI/tF+nFudQjXGTQFq9jaH7f5kny0LYHUrozHB/a2NqHGnWN2kDqxPwNDGmtrUuL/hHyaG6Kp+JM2y5vp/WF7Yn2WGP/7hnoNoqWeiD4IlAQjqqoS51xWfVYnM/GJ/oy97XwbGpWGnbr3muPjm4eoyGz0JqBW/PGcZe79d/OIBOI7kryR1xkqHCxBhrz2BusDrsKv8YvF11QO3yNj4+RJwPP9B9vdDxJQKxyyRGb7zzEV75m/dn0OMlpMShwNHW5bvXu3DRfjUU19c7+Ud0YFBALzwfImRJ3EEBvxYnQxl8FmW0d9XffPNn1qrdl5M8K9Gq2VMPiStwCFz2p2wNpR114dC7miN6LWU1k6+aNHCQQCgcDYCmbPz4d/Lf2ffXmw3UkhRNchEq3sYmGA8Z8Z9Q82S3VunR+46EURE0VsuIDTIFrFZFcXkmSGB94w0sXJIL7hpnGMq7mLLRbYl1+ea86hGo5QI5mRnaqP8lJg8CV7gWg+vf9JHFn9Y4mPD3bii+gZYQwH83Lm5VFXQXqDYZqwsyBixRFEBclb/T0j/IiuP6JagTzCTUGfRENz590DXuqyygtWAYF/wEYXry+scdZC4iJJWdmt05ac6JanhZuB78OkkloyUZmtitAPgCs/VNKvLO+oM2kz2+STxKAmCAwGKw7cmif78MDEn7uGKOhQilf5JRRNhopXkF8iopXhbAGq8i4fDxUqcI+6TQ4oH4N6V2gxxCtwBS8CAnlwxiUWgAoQp/9lJC/1aYlYCeyUe+/3NJmnMtHKR3AGVQxiRD2Coa9brbe/3ftbg9gcTGj9IqwYPEwxLx8PNSedGX8lgUnE5JWUxythf1tWNtu1ry4XfxWljxBtpaHQlpeHy949pkKMj8cpnHWKcU/T7iaV6KGVM5WP61YKU/JWXYg9PDHH++9MHONuI95kuXhRd2HH8LoPxpcVeziND5pKD0e6OlLdgjeDWLJcvCioMy9oexF/LueBaIGzvDUvLPva3YnYZGoj+LQwXMusgvL8Q1sIAXCBo0Mpps8uxT5y1IfNCb4HjhOjgPO3BUVbJg23eRXi+ADt+GuRtte8o4UyqrQFL2SV+E/i6GQSQgyRI2GsiITwq34IVIEIDyrWeAWFhBjYq+/eSCVtL7dgpB9fXHp0aHwtuSTGiZ87ZYZ7mUe4ZRCYA6b6a34kipC/85EZsnXB1kbVRIKdsuEYyR2volLB3bO61NW9utjTy1rs7mIt9XQ4B8T4+ZPurEP+fmuHQ2GSxUyhDFF3P3vn3PKCNDqruigzrzHnpW4VIrs5GV++mZS4VVGeuA2nKrdgQN5AirsqU1K7qMh5S1Ej+/rBQ6Dmb+SPTXfPHh9slUcdh7I1B+S2wFd81dQOio93iSdKIrwN3iLr0htqI6MQyAgSJDrMRsCeKqnb+zvjeFq0W3C8/s4YdaWnMAQ7OJAQGu9uZmTZGjcR12qFNnOPJ4YGBAurmE68BtoGOJ6gfXsAMSzuKrRVyNLo16M4QlggThQmOzvRVO+Lq7OM7mNSczIWCto74asfBeriEv3a06dVY0WjxM2klmJjoBSwOfzLRm8RvX9JQySBd9Ev7UJGEZV1FqP2tv/ATV0JBV5dDpRCgD4s+VDGHUS6ekKDVJYkoi0yYwwIOLa+rt1DYw6cEJqQbyhnWBqfACcYcx7u1tWXl0SIMbDIkohSWRInenglHMSpgTDs+OBY+Hq5quoHFUt8HtEseeJBHwxAyJfdhN8QCw7gN9mUi8qNcv4FR/DPjRBxWOMRnKNsVNve9xdGFsQFG97QEpbb0BmeGN7SUgBtaQ7/+C2PR8uYR6M3JoZL05hLWw2r+O528te63bru9NpiqelPd7Io6Xrt8Y0DKlId7xKlSy/zj849mgDgqICyY8IHqYESUQqwTsQrpT76+O/E8s30xFs0GiF8fZRb3FeQUijuas0v6GqR/Xnwk739/X/mjVeLryaRpdKO4hrGz9u3WaJmqtfZMJpxHyeFcw/xnCqkBW3CDndKbr0t+j03pyFEeOocrYMV4Wmraw3emfdtpGwsHeMBxxaV0o+vlEf576kFbTFiDQtMox9F37tfLWVs6+a5S7cWtU/rVpp9fYw/1GHrqtzb/sxuQ9QTWPUfAUT/pqfgQjONnON8FRMasnWkbv+5MDvI879YVzAu2REEi0q06OnB0ZQxuzn+7m/e5K9Vu1XdUbXku2NIb4CmZydeEPa8qDu5PEyqpAz7L09f1BJ0uxD9geGP/09GBc/v74/nV5HB/6fjzMtGqT2AOqHLkORke1cJ6YwK2Ry8W2POzX+OjuYBpd+FCnvwr/9peFMyNCO5jsPB/y+Z21hYlN9IQ4MPfrKN2RnB7KtL6w/Y4F/KdfYiet51mb1c2ci+vsNju7gid9pXI64tvu6VVvFXU6x974ZZzVkVvbP8mC0vUE7e0x6T0noF7kiXw/A4nk/Yyj5iHrlSlFcxnU8fRx3IjtlKqeoB0QCZ/Rn6WcQjQr+yv6rtqqE/t0hbA/0XAvPZRS3laGfyDNTWPRwlRfZIfw7nBK/+KydzLTXvLH4Vh5TaIDdAguRRx7nQswMlkkUpbLRkLDd4WOkNRFGfOg8dSUQfQ+E/6WDfOqpfy9wODIq8Hf5atppd/UbmMDwq6JDwRroaHOUrkAEpVAgulMsQrP7333QBikIQRSEdgk6A/Q3MQOVoc5nI6JFthdaxps2IkUCn1qxIhELqUl7l/LUvx7/fBQSfcssHWmup7fnUptpSJ9SYsiRjtqUquiujlhfWxz1VXVA52totwBMLOVXA+9haWBBt1ZvMpZzwPi5YLNEFba38ia0QKw6yVrbl3d2uioWrie7HGPnr/D1Q/l9s8f5u0SwYVLHUo/JZK3R7jIwEibqytRBWyCp7P+crvjK+V/2cMVWKlggttmt8cnDMhBmPadbq/GqWKY/ZRExKcJx9vSResQqjXlWudNhXId0kv8i4FPT9N6V4nBas4A8jP4+YNmejZQ18UaM7xo/ufUNTmGFOq0aytW2HbAodk0QCBKXmXIXKxRKe85U3+lTSyiESBtoP63nG1caUOdwS0p+5W/ppaxBo8vKeG8GoCuMmFNztvSPkPLXYWip+dxwZ2UQzV265fkAvzZFxx08FxdbyjJVz8lZwx00Iq2JG5jRAdmzvYFOVimzT/5U5senpW06/TQYhSpWVJyMgkxHKynvqMoNuw/kyMupyY8qc1eVVTlWTbfVw/8t+ORb+Ibad/S+7PRYGQsPKs37ZqWULVoyK35BI3UuVEL8xWpEtqCaX9eu0VzSBP0DCd89Xgj8giiB7pbtcH3BpHW3G2bvWc1kUts24Y+k8oF+OtZnT0aMwZ35yfgJCEgeVOYXS9dyOnYklR83+bpE0uf1JySvkefIqmaOMpT1BXgSbHLy9DqGm7ZyZnFXcHowh2TUnkTi1ypqcpMEpWVFrb5kmELyhgez32O/sfaLg4rUdAm0ROv7y/is4AkECSb5aF9Y/iSDef7N1KLNQ9nn2aEcEB+NjyduxvSwwQftGRE+eJcA5LES1RXedLWWKFmd3hHEV4qkj52POZk6yq3XiQqk2cAfM31ZxgjnuB97dS+3DsCuvHKqDll2emZGsmq9v/0jsf6uiRGFlt5wYcQMSvWahVYxGCPXyzJRMxU4tI69CQnyLDGmR1pcD8UgqokQPCw5nDuc586QZUqOE2L2z/umbLEuOZUxQsvcb/SOdVOVr7AbQ596nA8vDgmpyw79mg72PhU4blm8wPJ3GVq87Xfb0dLp8fdVpTKeIl43S2I4wcP0/UMdVHtUz2lXXfWdk8wGJE0+xx4rD/tT0RuNciHFaARWa3BhuAinAC0/yVjPgIpS+b51cLUoBCa3WiYcI+JWUO9jzTWtkPXp35u7tVbaCOO8M7yjyhG0He6pUaH/OCcfrK+OL4z3njClUegqzY7smZ4bG05VHG3Gr9FVc04gyPX6USnYV1jCuCFjnZJ/7fvr2d9Eh/BFh5+gqI8WO5fdKXGZYsst+WaF4Z/cBPwGSp1rEK1PnAIyKrdrfLWqtToV+f/OHkhPES+icLhSm+1Kg/p08mJ5BiKIfUVRqRkqBo4B+QSr+GrCzHyiKfUnyKm94Jv9OCtEfYIwXvdcYS2kWrTzOUTkn5jbyzzGQoAYY7+9vEb99vHoj7pksbjlfCQN384ysT+0+uXb7fHpheW5BETUrnh0ZlZwUEZgQFn5q+kAbVQf771Nfc4BjWjw2CR3/0ND9pjGu1WnWKRf4h1d0lZrB7SQP7u/1Mo8iWkQoFAhgU8TUXGmW7aEDUvEyiEVfhX1ZpUQ5UXmU5GAOPJvJpvfU3IE0qpwtEyojNzjG/tSISv03ELmbqKnZujYv5zZMAq27Pi+UlNdrFZKGYB8JbCYlE2iUAXO6mKXUWmCUSJ6AmfDHXUbLxU6q/HXxeN45Ysp4UWn+1beH1T6FfAu8miaHzklSlZWo40gcmwedCfbOet/Y1v3dgjqel+g/x+N2hyWlMxknnBSs66erq+sR+nj+hE4KpZ9wKFt8wuehiozqQk0GRMzznL+KruCDaaHu7xYU8Qh/WLWKYC8+PeG60cr5CysfN0suW9k78Fz97/7rs8W12ckxVSmUElpG4iNZOuzmE1eOs8beV59WOq6HTB5f+jR/Xo2cTc3pyExJSswYg9QnS9D7csBjXQNU/JqmQfis7yg7zLefZoXfgtQIsAc8nx8uLt1slUWkSqV4okN1YmOyuk36xdJdQUKrseL23Mmi/xjpxfjLrxIRU9YNsX5jle8EuB4sldZMltW1deUUNAxU1zYPPEaMRuOOxTlK7jQN/kiSk5W9khp1Fp/HKSKukBsi+XEH7Hds85exbONQj28+HMhO5rLUMi+bys4e592UojORn61H9F9b7lqqPzNo320/1tdoPnxvxvSt0PGsr+LiFp/HRETGfv7Qk3jGamU98fz71NLy9M1nAkvlCyymXolydzFB8by+HBUSROGkUD7frtpR/Dm7WjxA05+w5cbi2fETcmwch5pU839iMzFfGfdholGks6mQ2W8hb9nd7N8hv7Mx7eiTI1dhY4cntrGTQ66/MuZF3Ut+IKX94AFNSr6BC3av7mjlGvTKtTjOqB4wiR41UZ/1J9ApYPlp7FX/59968HvA9aaVAe8Pp+neK6+XglY0zlgX1RMV/ZL4D+uj96uqahRZpwhPS9buiHLRL1W7g2q3nr/ADvLjNxjm5mdOi4KmZT7h209t4Cag3sgr1/dUQlvYk0sFWqtjQGEShWL8M+lkhrM0838AVeVv8kbw/lF7X1LN4kZ0o4d1/gwJV9bjua8qx7tzMZaHc/h6WAXvc16SbDCs+UFq9m7VKHNrSFCSplNcFTv0knn76MvEmKFir8nseGucZYhzmkK7+mFaCpvelPvg4WuNS3nNEw0FHW2FmfX9FdTmAZV02L72oYGGBMxxj5stW2iBma81XfpWWE8XQ8wrVrcUfyscUjk1ZXvBD6XR/z8nze1YZBm6mGGFlET/vZNuJ2vJcmclvnGibIwezmw09PQ0iKM+lO4r5hR/DD1OngA7exJUWkrmWX+8GO7f/HyO4B/fIxSNF2jHFeQ9FHz/HRC8rLj/gV3u2zlK0ZgArQufXuKZrYJYcYc3wOBjypx8SXCK545zUMe/3Tm4rhj19/9VGFegsbL+ClIBMiRvvKWsGmJFy6y0N02jDYKmTt7gi7f5wMsHsrTOz+d1KZSrpT/PQffeBDSSQ8uMKyRlZdcOeXLyPhD8DU/jOXNI8zkM3aWxRq5UrfQ+yKgLQuXPnDcf4jfcOUcRgaLJL6V4laVjYHv+F1ZWnyCht8Dj3XVZJeUlCLg2q4b1bBL8HhQoun6RZ0P29wmrc74ptfTGz/nLkQItPXiZdbhjx9gQ9nVVL10nL/AVNGLFiaPXVt43rf8zFjl6U+PV2bfnHDrfG8l75LpQoQ+bx/B5F1T2t5R/+BTKLj8nzUXIJgWbxWVxBz3/9AXht10vuzm4jKuhp658dBnlC3t8iuT/71TicRi7SAojFJ1gORTRlna0e6R6PTVndYqRw0zNpDAZU5RVRPBzURp7Kpu+3/zQIUpg7TOAnYeCbQ67/0JxYS+Qfrq5uULj0GYQ75ckR2c0vn+f1oCPcmJ9ukY9mjhFefZ83un8z1KZ3v2TqgQwzt8ZHESHBrnbh+apUNuzTRvSVXjhp6PP+tqVw0LcsKTnUnW+wLwtDvSN3+XTEnisS/sMuge1uqsL/Du3SeijWw3a2RRtjkeSYLlF9wNHcMrZ/FlKieuEn7tZ52QZsyg+aQgyL5h/uvQhJEgUAqVKMXXe9q3fHaRlfK3XOV1GCiGrf1vWqhFgJ4cpOO3sjbNgKW0wWFsKXmYTGGj3BVbILhDR/50bKDvBiuT1yNzzyOXcZbGQU8cuC7i6u2effC6F2XrU1uAi/8ut25x6BKmXXFSIZslzwVIXpZ3gUuzNbpXsnnEKOe+3sl1FRNnvyDudKYTU8Dj3CTc3t9qakLiPpI7te6PnSxlrFUrwVunZtR62xB0lZxslkcx/DoQzPR/27/VXMats92zlfWBHHx/vRA+XFeTVtvbUKWpWZ9mTYa/+Z5nCQkczIVbPntxeTOX9UEuAnfLY8el39Y2OSMDW82XkofKps3llrBuvw6k7/zxdyi7uaaBQqUWldU1UCfSGTNaBuvHBJ6hCZT2cAHv774MrHwwvdSuIVco3DRZNvlu7x/nRM1nYOEhVEOtCMhabrvz7AJwZmZobGxKfm5aakpcWH5IXmzxeVk8h59VXlpXVV+aR6ynK3/h0Z1f/eW7Y6M6+MTyztDbWpFYH9DRQaqjoEHzT3LldDD733BmzRQdDTnBgqXTh4Ec4h34FZbRU4+Rse+vkTGPDxGRH+8Rs/ZCVc7Cri3OAlQ3FXVybU8PhUUoNO3brhv3rxn3PGQ2yw3+cXFCPKwyLxXvp2NcyK5W8suuTg/o+l4uC6xFKDGkMsFt0Sr3ltTfYqMrOuAQjlBnOH6AkZUCO8JCTaEeSRe0oVCessQ/eQVQKLxzsZhvWHaUiwVMPc388bOpbmdWX5VjvmNiXKKvCkC6hxYRuGLoHOGHDzZ+UCmbfqVfkjXuqn04JDYhvyECrwqRr2kty4Bsv534K0uuHeFpCIgV/D9FxOBcbERRTn1ZVFu2Jj473cEMq3VOqfrbU16eGupQAU8mULm8OJ2ITfMKFicLhbjau1V4FFIy72iBGTXgexxL3KFwFi7HDOthh7GX8/X38/fJXgpJGKwjUD/G2EM9N84e7vLatJAe+9vKyMSnewy0+2hOPXDEIqbZU6g4pA/Oh/dd14Qfp7iErdvxY02pUkGdRpSu+fnob2MF83gN6p3GTsbNyNPprXizzsee+5h2hUUa+Lb99mjjkB5/CFnpbyp/OsMAD2hZbb1EJXy1mQ4B9x/+qibTMeV1+l3tZWKUCQluM55UyZgY4WxaCuyr9qsO+7AD1g0Pg1VDYk3FdVPO6aVtJcy9M2NXNPzPDP++EX2fEDUbXukX5hpIWwuw8ahsdI7lzu648cA4+fdpf4pvtq/KrVFWJtrkW5i8+4Qz92dP35dXmLzCK5hbtG1JHjXDBt9LLq9LXl5D2+iKrCmdyXaz7l2dNlOtNtzbphEc5KlGNejRB0/t8YS7//3dJlaG0tjivPoUZv5Mi8x1TOG7d0FmQQ9tA5pvsk0cQsQrfdYx9tvCVUxsJOIWaLPzGDuoTbhETgYhfv/WdYh5dWoh55gQ3oj9gzG5f8udiEM29bZOkNPrVklE+drqhXAP+47OLDCsPYUHEuDKGV84ZH+RL4LtAiMpKjudSiufKIp8L4bvgF4KPdJbD8KER44Iewujc+5aeI9ahMXxtkSF+HxNyLotsJUdJp33xQdDCq4yc3/qWjNnFcX+ugVBdX7sklFq/RpKUt605kYvhf2l2G515HzCMDPYEwOeZYMNv3J/qB/g8/ewMgM6Af5JYg0qs/dk7TPLeudMxjqXMElEDJXzVqEvMd0zQxd9ELw91XBbp/Y3HZUS1A7uJf1vSmLS/0XoInSvw+rxXk+J6pr8ZL7DjKoUG1S3D8SsRytuP7i9ge8uEXM/0+Ngph4wSgZW8w+VFcuNYiqxMAK4XsiCIn63j5all+dJOR5zu+udrHStqj2OAbDpfLwMHUYrmYcCgy6nVkGSBCtakP2wTuE7n81IAMGtwvrQ3I653gwp0jiHapC+bER/El3ZaGwKtDbpYLWNb6nQEe9cvX+elonaGYnJ1q+KNGoeB9XUtSsnmn4D7tgsWhsBXJSgRgpqgZ0KqYEtRZzXCnJrd+ep7CmQ3MAFz8a9YdHn5yjNY2Zblex61NvOtkdZmAbmpe9HTBX21+FIbTjnZ2johSBb92QTYvGb8K7U5Dr/7diH4FFeVS2wt4cZV4XjtbTT8QtOrKz7J4DXMK8pPdeYrc36l4fvxuNyi8jzDDL5X8KO2eaGwlql8HMwIkBlfmt1mRNm7awbITb12WFJf/DR0D/3+7Kp9zKPllCPV4xHelsRr7tT3VUwF6GXezCqAz1N1ppnyboZtdN7dDNvnmm1j8VlhnRevw4jq2+N1a9NLOT94gyYsdxYciY1kETcB9+UyQ2atq1dJty3WCWiL0gfOKNoedRyZbAlDF5veTD6pNVZ4tHr82EjWv+7IrUkSH7emv1zyeTxXJ/dH9BK3zsz90pQeLKqjgcVNaKhlhbOcuM6KxSI3R8gzqAiPXnl/NNFeGEqP6sjxBW0vJmKTZVET9SsSGVLkB0HMIpKLRdpDBVY14In6/U5bJqbP4inL6o97lbn9y+3T2h9Y7tPVXbCY6PMGPoqAO/AUsJ+TgE9L1GEo8dhBZgImoz2Wv8fyAyahYEji3DGGYk/t5E3g21ur13Lr+cEdnI5HxSRSWXaDx6yf7lD7CadmS/qpw4NKtRF1Q/2f5Z36/9ajbEWnQFbdLJz6hzMhAr4R0btbKij0ypD3XvYwBeRmyV5Y3Th2GwMyo9op6xgyi5Wj5XzMq0PCX8UUY2/LeIQ68Tq8w8cneixH6zi62/FzXmJXNif81btrVeWC531vnibfkZeMb3JOcA/PLM1OpdaJcIWL2d9rDOzmwyvjSiVeZTG/O0PvRCpJLMKae+6VdOkHIAMpzHO+P/PYgrUBbtB1NE8Ug1YaWe4vzsq3m8WSryGN6WdBWF1bZBguraJ3/yhLCGt5JxM9/4vvfDhdfo4v9ivdqaVMJnETAHRil3CVdsIsJsOZAHBW5OOtRxeJoWEXwf6l/j+oaJPm9TAHPWU9JtsNk8pJ+Utt8lfPnZ7zr5Mb8st4vysF+vNM8u2MpDHtNohsLgVDmg6Vzxei69XW6ktpEeMIC3/v/XIetV/iosmdQG9gfdU6UNMiVB8P2yeI94izn/+yOYLb0qypwp40TdJQgUtOqcwNF6BJFBJGrODBF0RgLktERXJHwUKG7Hq6BOWSVo1rNcK56x3zsuqp8rmhkUo3TuufInvS1ECGIVg5R9c4qK210wZk9HMF37gPboqJ1Zgsf1M21nIGPRKn3kB9fiA+5LnAQFdVXW7D72DLhfKqoqzSPnqslmdWLG64RTc34WMW1ospC7fD9YsKSLrzt4opl1nuMa2tHjGza5kV7IckXUpRuP7T+tC0jHPn0jJC+2uxRNppvwec7tI3YrW29EO4b7kr/XtgjWNXrqdD9Wm6ZIF5f3+/uobi9DTojstfB/6A0SNHx0hofkSgewjZ5+gayBX1voKu1F1i+Svof5wLXhVkRjLNPP+g5SK00OK5NKraD0zRUfO9DP240WI19wJ/l7yRaeTQA9obEQUDrRPaHRcno5oyK51LF7Hzb7z+N9usBbr/rr2e39lbf6jO1dye2mgdmp2QUUXJoJSQear1Wbl0GAs2lMvSIRwJrSaBsyFJvQxBPs1z4ufMFzM/S5t9t37u9xtHB6Bq9LfltHLZPwuddtWWZvtWJc3OUMyy1xqW80+k/GOrmu9yiIFnexuxtAO0Pba/cFOzkEdbDgflWODVO9AM0MWhaH0/kJm3nuN+e+LOpGH7NYoziRwT5zbm7IWpawgL+BZaufs4oaywPVzi62DWzqR1+4ajpZN3JaHg3LFBmo70jTDlj5SuZ5/7Ssw80z2lJazoBnQa/c6nuI9z+3QepeYczUlD/98+Lx+NQJaaUI3CiNgt4RXfSYveZCpaVTq9PLl1XGsBfjS1OyX0cTAk2SRDWlVNP/nfC5TAidz/fqtrDWYZUFnGeMc6ccdh2pLQ7+RLxa7R7af/F4dhVQ3XEi83QnJy/Eg1rTpeSAhW7RV3cqozdj1lWeTut++gFgMMjo3dC0992kEuggvJ9UclRBiE29Yahpj7XUx3fGhT/JvhOuv13OX0rqvI0mSjOnpyd+XIZxoTtMUfp1pOvr2snUYn+BfZ3inbHE7ggswldJqiF/GpWdH96DT6paEvDyfAt3xpgVJXJe7/8X+b8/ixfUvmaCGNUDuaIZGg+FSHfmzVk+gp6gzd5O/Vb06i+fDAlfT8aOlGjTxD10ad594//FObTRStlZLQKm5C6/4JfyVa0Qd/jmugs+mSf+l5x4Yp2tTg33pa1L1/Bz4ZnHh+4NieVO9zJU1WUIgqxz3/TEtCy9unKp/q06Qw/Ok1fxjiSoW0bnioQ3W7o7vbeV8lwTB3GHwJK6qcHI12jLFzbRurUrdmyLKT40rCxAKjaOFq8/vJbDobKlEoia7Np6VBhb8/gzE5BbdpUETokdUFbGWI8uvBdy2SynKJ81jnly3QlmzCpVivqZZf5rXhEnPK0uDjDbEhbNWrB1v/hzMuVpbu3+5rsZjjUEbgpB1CMed6ebdJZx6Dy6RFea7ddVjrMfDf1fc/7wAotKNomYuciRPOO+/E30aCNOpe9K+cpvVwvsCwhNpwnvMgm+Y75UsTKfET/XUKrgbBff5T/vT4G7sbWvzYD6x3LNuyqvIcaY+dmQNQYQ6a4zvxAcVb3gMo+TF1AvytsKgwjauG6mngb+cn21nt45vjxeCkdFQcy3SKrJ0ryYvOz9pLCkiZCAlSL4+UIadS8cjS19eS2n0srXwwJHTSTpKfZzEUG7eyJCH9vAiWqWfb4Y1LKU9LGyyn7S2nvWLZ289Y1tOkSsvNCoWlcasXtD0V++MHfUy5o1d6UG6jiiw+SpP+cKsRp6V3tVgrLC0syvICE2Wk/xi8xOJqUdjWbtY+ELUZ1T74pkBEvfaeLulrdC01ofxWkUBzvYDc4D3v6fS+YucS0zLdUFOjhNxg2ah91juNzTSwyBVjHgI4aj+6uARdFZJJoLRfZ4y3b1MIuQQtEkcFNuztcYaZo4z4L7DxWaMW9kliAWJBzGFhg08MIVCnQ1vXREKIsKW0BYkFfL9RNZ5/HM4u8Y88tc/OtD3hKzTdej1M1ZVqBL+2AyhjMhvCpmmdQ2pGHemOHeZ20XYcmyq/BZYTblGmmfLiO6vEg+RhKCSAvs1WFr/YCY9W3kxUZ4kjeGQaJ5ktbZPMxoaJ6c6WCebnmx0EZ7wzUSOWqOnKo31iswASdSJ4HbNNcyUMLQTXe2YEZ2hranfGX04qq03PwE5JSaW1Gek/nBObVPf0DfZUVR8b6D8u3KLWt/m1qBsYvGvrkqzrevZxqlvKP5B6JsdzdWt16tz5rqtNEu0NY+JdRazxas8CB/KpVFedJMbegZz8J6nLhnJZ2bad1LfvlNW+1bpnF/XUvWFtGu8Mvqi7q7+1d/U2yTqNZ5D2DB4a9Z0VVgEVzlylCJ7AMlwzYhoBnoPMuHebidnTFmIe5AH+TUzCn5DAEwgwhATlCDCEhMwILADKOgZqzJhpjFY7SaFJu2m7idj0oYnqk+kmrLLNsR9SlQ4RD1bQ0zs5lRW5iB5gYkwuyVQkxa9U8VR1sw/JhmOi+twB5w8HD6qX5IGH+/cPP5HOA69HR9mHYhNqKvefLwPKMLA9lCcuhso/3z38vyl/KUr9HAB0/8OJE5RLTYoO+eDA4fHHKTuOart5XvpgnTd9sO3R2prfftsUbMiXyfeBKRxI2aJ3rOXcOcqxY5bpx1qoVEpensUGg65dItnRnXlRrzz6WqOcU2sSCA8gO7FQHFCRonw2GmRlKedL89CiDrZRUE99MeRfxX4vMvMr0CbLwSyr9qjN5oujGVZVHpAv7j7FJutADdZdWE1YU2H9LrF8sHzgavgW0H3LGSZ8kfYOI5OkOM5muNAxsX/rKfuo/Wfjt+rdggMpC6KD7aJfLRDS3gWk3nxHzY20tL3qmrQb0F5TvZeGJBoQTln5pAXMDzNPEvRJiHywcEq6ZvigBfd3lEwg3trcXGuAbWqvf5/YOXi1Fr62Bq+9OojfUs2F9vRAcyVsX8KaHSWi01GtE9CVrdKhmqAE3U3akHIdv0I7x2/tF/zWw9Qm8W9rxtqsLoeruTOsZvLSRK077kJOnOeAk16qROmc97HI/sCOHhulGiVo7oZ13fsamnuVAbxvwULT5hflaZGUIyk9lphbPQyHD07jmf222vwn5HbEFhTEdm7rw6BVLRYyGDVQp+oOnI8v9qN8cFjfer4AoalyaKiyamiQBgcHqyoHm+M7HLy8HEAOwC/LBLbIg6odFRBDhdwQoGKyIyPg59Myfit1a39Oj7B/C/xEJtFNqHR9J/UjABXppRuRcDy++SD2EfXXKu4heLLp5NQY1waEU2fjEWvVH8UmeHFWdtZYxSvgQAqhJWcGthWM4tKSIHkQhBeOYG9tLxFIDvj/xmui7V3qtfbMSRNpp5Y0rGecwC8M4HQ1Y8B421/rNkA9xCQyARNJYnEve3onVZuKtbc6tBsaGtrLmWM6P7wwe2eZ9fWZMt3jO+T0a/Q7LhH7CmH7sT/sGbZBriLLXgZyU0Tn5mgVvTHgnlsaaFNuryhghmoOHIXmdocbj8SWTq33Xc6JpohHOwpHSti6ZBJPp4PXv7x8vfjkdefc99djaq5fGRzQkbfnKy5ehjgn2mb+mQsLSwdi/v7bqcNwncjhWFK2RUBaOQnM7pePu9JfhLpK/RsJjATAmaPnNzQczh/3zgFanxAZrdtbHdrA9tqOjtwPuU66EM8H1+e8fw+GtD9ob71/lwvt8Nreviozs9WhjWnZKuACWCITfwvXhoa1pQXbH/H0vNredxDpMAckPD9A24qObQqGYFGl4t+0AXAghWm3TQQI4+mQE6grTRUYI8x9mJbOYR8brkHTCF8bn4yxxwn3Gs/wmLxQ1MTwzi3lXYqFCMU+0OGL5XyNfW2B18MO7bbiAWwZqYQqRQ2ahrd/OpaVEdMd/1D6oW59eT/5vAHgPbUb3LkPB2zioQmgdvajxMhZdjE6+g9IXNr5CmdMMM45azz9I9JXGP2bEa73iv3wfmSnuowmgY3Qejou0bsvdfCA57MWYWONs9rRqLP6U5rAJIInnAURl1475EdDeT1APuIB8hHfkVDIj4IXycDYTuMBdOFDo0bRKA1EvJaxiFREUzY0kNtPQ0HETvLE4AoEgDu1Io3etaNRxh56FxtxQRqsvzdkRC9ycgXElnTTRsjs7E9qgn7DYLutbuvcHEwT53Q1u2dRzHJpuG7U8pmUKO1wkgmLwdGor8TZagXJgcK0AZToFORUdmKGoXEpjRA7jynccmuoQcS3sFIOpZAbOgsIVxy1wwsi7kQfSHUbmgoOXE+j8esKptukdxnNxXiThd6a4Pe8NBE8lwh+QMEbQYsZgG6IXTTCMeqYbqNxe6gBUFyH7OTetDk6o5ijps0DdKLkLJiVo4TRDThHpWGkJF+ZzgV9g1ZqHCbkCcOA+WEtd4H7MgX34bsH3Km07UrrqFNzbKBmuzv9QEYl5R0wbL9/vea+TjtX74OjoycwQ5kv+AULLguhaQtZP5yxCSROIZpVG58PEeUDN54LobIahyrUI+xoRdhA6On1AwqCQtlkNBiMxYV2RVLXh8Rgdh21UcnM5iwcV3s5KpiCyHZaS/qeHomE+m4YT3FR1+4vpOgEidceqVCHDF1Y2DHSsx4tNonvSGtCsZId0pg0j7kD9iHuWMS0mjWyj9OF8YDPe62/MqvypueNQpxgjJ+smzIjoIttmImT0Gh8S4t4RW6nBmDdkJ2816KzZxTYAvsWM7ZifPPGoiiTRoWMxDwayWAgN4tv0+Ms4WVTQzaejBNDQTd8h7Atomx0dak5GJE7rc/zJOUcGIZYG+/196yLbcxw22jne1ypDdjzuBCKiVlDrPZ0CfdECAPGAzov89uiC4s1W+uRaBeWM8wXFzNjCzR7zNEe9vjC3vFZwDJGw1Jsc8o/87Q8m3jZOIO9iFNJYFgIr12uZ1IBwERsshbWwBXveWi4d2YUio9rIUxawARsnn/RGCU8XgoJ+sXMrjQXy11OG7gX39vRmHPlhnt+oTdZJGfcw9hjMSbiu2ug7dS3Z5CryCBnYMB4zm7g4CSFAeMpXpkDbsEXuMjRISfihN7/v4H2KS6wxf7imtrjW6NVpbnilx/lWiVJmlPTK8rLC1elKr0OarU3so9rCiFp6OVhL2QqDTglBOFKZUIN7D+1bbi54AJqXU4U7HHa590tLLztz8XHkfxjYvyNVYKidJw0g7GmlufSySRK5vJhjNbCAtu2d1pm/cO1pl9LR6KfSw9Lcj5My/Ri2djF3cUosezilqqi4qrs7OKqoqriFrX7sINXtA+v21WhEFcpqZARohu+Zh6Hm6+xC818xOdNLnr1oZ12az0udbC9LrUzLi61s649dVAPOhiZ1FYlWDz649ivK/VR/t6ktkhSfMI5db0pPfVziQnSgoPEpLzohLTiMHeb7GhUZnv86K29pxP7e2mxqW0RqEiEc1hacUJ0Yl4QKSMvWh07hVWPTs9TJFgNBH0QrDCnj7XczItpGBDrFnmwu2EgJq/l5hi9wuKDIPh5tQ/ZH7LfZINx14gHOcNQOeNHB46v6+Fz63NWMqG40oSgAadMJeyFPD2SRkhck5F9mz3xNVUpXDUvT69oTk2S5FqVH7XiV6VZo9Xj65rqBaq/E5O5TCFlkElWDqaawU46USpBxv4xMf7n4uLO2Vt4u1uc18bZK5y4BNS64DbctBltla1fE+8vvqv2SM2Dp4ooFEsRB0JvmZ8UOUvNe0rlWMs3slyBq0r3pzgi4qmpeVLr3gF5aVMefXjfoMrWKt9WrVuwpWfXH9d1bNI0CmY6NjgHRc/XLnY/sHfF4UKi0+JdWxd70Ow9BM30qzc3H4vb/HMrf0xmb/V6dkBhfFxXVCjYuIe25mIwQl2G7m5a1/6982cne+xgN2Q/kHaaHapvLR3kkkvUjMlJmvy7R5jdOm9aOqv/EBSvRaT06bc2tlaxqm8D/TJUS10MIz1mvvVKkN+0XKj/EO5wOeamqDUEOBYa0xPcCL5dyPDO6pDoHIZX/VhHmCIBDNWKwvlqZUKhFPfFNfXEz2/d3fJTqEFpawviQj/hzw/P7l5iT9J7V6amgoptxwrIWi7+7n4+7sTYsAjtQNE6RK8BGaTayp+IWL4s0M4qSozsoRjUHq+m3Izar/tWP1EfGhCgV/nZZydlF5Vk1Q+XfSu/Wx6akKAFmuPn7qc+oA5y36l64iUhmCP9Ilofg12FcvyEwI/VpbB69EvDXW0L9JGwCtvlkY93d8YTfXz8iGh+P4PU3P7dKeQYtcD5OzpTJwtLR39nxxlN9H60uAcj0N01QiX4ZApXRAxK+HNLRDR5HNI7FIMc5ddAxAEbG7obKkLtg9+Z4P+L0ebkx+S4jTa5jZTG0Hxz0pu3GbOB/YOyG8s9ZRKyKUWuf8X/Nr58uPHHL96KHzbyUQoNZBIBD7hsv/phLA5PdswqEdA5E6PDUf1oa3S/Ij/XJj+Xar+GtUa/mgBcg4fhgntXR5EonKKcaUm0ixMNTdSJVjs80dTQuWbUxNYL49DJxNTOywHzTfWjgkai6UTA/kdoimkjXP//IjJJWk0e8lyPiK8pmqWpFHVpz3NdA53Y1hD9omdyfO1VCCkCWkSOVR1gBa3/T4/yhnPnEGlvf2KS/EPCydsCEOz5XeLOv/Je47Ksf+r2L+Nr2TDkGrA58+95mvaGz9QJ3Ex7vXVgDlHRB6yAc7UchJZlo2VjrAMcWD7XUO7xZ38/Ie09l0gDOSf/f8CFboYMHy6nta4lkAmirYwXMSf3Q2K+97e5gCynx0G01HEdHR8+ADgMChSn35/IsZokO2B7qx2MxxMGrBGSZQABm0Jli8F5dtyYhQxF+MoxcGo6hIc+jRoBAwwt6bgjxKZjUY/UgQ++NT4RvI/HU3xivKFLQ7lSz4ibRSrM2E9NdpW3cYgPZrkNspjjWT/W1ubg6u1mZpRt/m+DVMHkorHXyqRYA0z4CZi40AWfnnjb4mMsTHLgz9zcc3lChJGVtgylkAM/5uyulbmfexE+amu3yaKFIJTJ7ooM0UPogFtTW++2P74Gcd1hFGEXxPirTD6DvKLyXBxfGf7Lq/At2AmpRfl5Bpm8J3ilHwi/cPctv2QuV4XbV6Rv6cJV5bj/VubZ8F/4xM+mME2BfI8pEwBMmfxkmSlrgmS1G1pAvoXEnbzHlWIfUa+hvXWaq5aGRmIwAAumZdNnwxmWDGxv5jK9z6LKX4PD16iimD+T2Sz6iEHovkkF/s8HXJrLnTepiAsuDFarf6aeJk3pAzDuLr11Z8kCT9QL/e2qyzRxbfeD2OM0B+Kn8L3IO/zmlRcVBhxdA7ii1+ouKA+UuGPXJ60nNyv2VQfTGvBl/KSZ3ZVIVkkpgGTZWTMOTrvKzdorBXB4WQ88T3m+tKMde6mWcIA1sAncLIEeldC9AVYLHcBdQR59Q9rQ5/TFsvwLNWBaYjHSlgZtS9ll4oekhLuiwwFWxkbN9ESreSy/Xo3eKSnnl+a2LZmBAVipx8D5f+L7BSMqOuC+m1j9xNRxM/r3O0vSskGlgNkiyhtgJegDX00dtZQJuIOb7+EYPshOxACubS4WpeR+FJuLf/3n2pzKGfNOmLt++bonJ0gnA2bffc23/qp/FvwzilG0DgMGHSfoL7w6mgd8hdJZjoLtk58FO2yygzEAW4P4c8qEACnxo+rXVYrA/Vro+9qqTeDvJztkxpmlhDnNuaaPVg2gOep+gS9m97LLZrcY+2B6V8/C/qtPKeDx2QSUVTnlLEMqAfznmbl+q/7tKOcf1THgpm1/ilc/YdBuOlCTn3Y+/dafOR4GULQcxAzOw7/q4Em+7j2/ixiUWzi5GA+z58BFoTntpX/VPq0JuRVJ9qvcopRsdufrX8m1kun6IfNKa5+SEO3kwd0XV+7CZItYsv/x2uOmXi0ne/61WjrgoXN3hKs6LVqFxNyJe7RBssfLx4ERdRpb6hX8BH9x5gXt+/Ormiz+OzlShvZ60LxtpxJSTtmzQTU/+m001J3rX6cofj/08kXmU7VCRovt08lyK8J7iNDJiDnlolyXcI4tv4DuKvHmEvJ2D65/TkNIJAHb5c5tU5v/6Xg7iF3ZXztMKWcvjkvQ3xDIFZX1f/+KJRFFWDQb7KDPm+PQbuGhVkPaBfiCNE+vICVa6ICb7g0clUBflwxsAu6WcEDqkrwhC1uXNr9Hj0QPu3uYmLk77h+6sVDbLgBctu9O0F+XX2OAfMoXcnrlj/aehiJjTGzYmgVM2Pq6pKy0nNvldOD9KK0tSsnXxLMB1nPKJgPbYkfVXO+eAveToFtJtaXA33lY4gwb1Noe5Y5u/wHlg+bhR1YvBoQIlFXE7kwfm9fZOQ5u9pgp5rqHPRYEbQvRfR3y313RdMCdGSdqhj+6+/bfLqT5mcm2TH2H6BD5zqMIjqlKkdpRSlZuZTavPdNM7PPWnfaCMzA+NAxGxTPR0MYiQilCO0XJMXDA0E/AwKcBG4NXZK8/dyT2OLoqJyUaWJjlqm94qvc7OQdXGzH7M/XxeLJknFympAchTzhGdE6t+hysMRsDyhUM9Mz2/pZwj261wSr/Hq1mZ55reNtTfcja1a8d64DqSzGxyfPRW6/ScU4/3bNBtR/9Nhpq/aJH+bX6RWlDJTc+ps2dLuUFNIcCx78UdPqrBbVgImZVKjGcan2XF3/P7LItW/ReLrnY6FHp9KWFbGQVECWhzMrUqxz1P2+AUS2PcDIzM7B3DUaBJlaPGxbLQQ+XDKXapFjYOhr72O/rahxuKLlbWxkbkxQaxB0tjzS+PX+dePT/kddKSJ9AFTyJH3uAfjJVW0VawdpxddopPj5qBjPuT86ovAGnvWB/nbuMmfSHK47qnDO8accilAIsYpN2tC6BNxV/Dm1PvNKMff0Vmrht9tqv9g7XXaJHiPb9Al91D+MXrcRXzk7Reu7WWapuj/w11RNyg/cP5P2VOCjRiqTkI2Xu6Ov0X2WZR6JRqjpG0QKvJB+gJXklsqsW+iLoyO4H+EEahWVTdsZ6xELqHkO7mOrk7jhkkKXvREiR7cvHvy8Z6aj4lsFDxkyWdS64gJYAl1qer1uQ2AfYa5DYGa1ItNjuD8m1dXgkUjzS2Tr54Sa/Yabr9U9Fn0rIH5sXNmyR2s7nb7E3/GwI4bWz4vIt0bX5SPhJli2BcAN6LzueI+fhrY3Hkw7rVr/OP5RDXeWH+uEK5RMS2eGjnlFjfJn4cTrdjips+qifidjxoyYOb8ZH48fR0W2RLI+zxuYpibtWMYwvM1zUEmgMiPJx5Od3rF6RSdeIAdHwyhcwPsJr5rvzumC4/srKwNT5icwAMRY+Y//D/9iBRo+jd//elU+3Q8r8xE6XtaRKHR6Jpvm736aWHhMoqXkKP5wEcxsvw/ftZPEIr9m3/FJZ3tD1kI/wwzk65evNAc/zNfgpCTR6NGt7zpuOoSSOqjwWX2a4qCXQGBDl48if1rBNM0+ZkKDhlS9gRITXzC0bqvDhrHRRJiRoeOVLGB/hNdfzG9C3gBshHuGV3YQ8D9BAdzd+S0cLpnMo8xM0UzJ830YzUDyCa8b7++9/mzUfsZuH8n2Pd/iENqz+jb9xK+N7vLtjd+XP/FCCX89TaQR4sAZ/0cFfHqiXJp7XLsRPCZUX38lVY1agl+3Jfee3mYofnLV9OBWPkjiq7uPLDBe1DBrx0cBxpOYLryB5oug+IBpe+QKGR3jN9ZzzOpJ33IUWZCuI+Qg1etgXMCyFj6zymdfKr7awmACKSrQg+nZdTwwvW2BBXTl+IIkfavg238uDl1J4lI8Bvqs5NZtHeM2y7s1ShWRZsnm7NAGUS3nFJsBjNWhq6rctvovihhb4fQk0pX0q2MorxQAW6b9S2e8sfRclLCBA2nK/HVay2R6mEjchz2RWO78pP+LGGM5KF2VCgoZXvoTxEV5zfbAI9gzEAnIGivDKbkKex2nwZwaU/raH246g5ZWn8GG7vjwL9r+ezrdh/VbjImW0oGnX9ZH1hUzT5cJtOQFUxbZ/wOvylSBrHoLIAlAgUYCeDtAVARcfMCclMM9rHuK3QG99spx8NS//hA2aPtjL02Zepln1JhhctFUh9Z1cf9x8+VKsP2cQOdwy9ie6+fl8+Gm1J6tnLrMEqwwcsuDxt+vxeVl9FDUL8TQz9/SgB+fhYW7m4Xm0tSjYO2scLzzodyKHwhmnfIylFy7mFPYOHXdQnjXSKeQEdzgfD0ZMBTYn/QWPQxw7ZtU4+nwgKtTowMxoj9YlapBvuLuHT3gQaD0GXjgc6YXkuDgy0yP/5EjODI+OCQ+PiYaBXfdOP8PsuVK+Uk4K0qaY4CnvU0+ZD8IVCAQV8XhvWeHR17XQNeE/bD5WnkzComTk5Vw1HXJeZKrbk8gJBH3LowluQhjW1c9BlCkDivDgJSUGw1+zFD6FI4MtwAceTvBSXnhx93uW5SdMkqtrLrghvw9FyvJpk+iKq/D486x7GLxj1EfuIJfjpfW9ZwGJCVW0peQlOGwweIo2zy82AqW9XPvJRyE0d0MZyJYpE0IJI5MDZ96LmCeOaMq2QRRVtePn+IyHMHGpIrYMd9EuuWK9bWwdvF0v0To0dlbOphcmRUaSmR759ZicGR4cEh4eEgwT1bAMf4bdQ6W6Tj2WnoKxnqo69RDDZDEyg3tlZPB4a1nRJq81lGdy+9wfW8fYa8efYib6hmM1HXK88ZOvGNYmnhiVTdPRsu1fGQx/vY8azMevnOjItUrUGzMkPRQz5Xn7IAvvG8B61lemaqUkfAEN9leVpe9aQSPSH1km8meJlU2clCZh8AjvIM9Pz3kKlz1KlFE4HRSKEMa1YrcuDK5Cjc6Nzi+v5TknE4IcU3PWVsbmsAwxXI4rRA97Z2fKEa/Q5kBOn7pe7g8dhp9P1mtsuFg0cse5SXrkUNS2MCLk8Bm56HlhT9r5I7fQho+8gm2XR/hsj5FB56tkxQ/NH3k3YltW45gl+mRHdSobDjMz79Q3ZB7q9ob6O5kI0YDwhI7c0+c5WwVqJRh+nyY+/d5YNdnBATvP9TV5QU7k+Wq1XuY7qqle67nB7p3uSD80ZCcHlxUuF+uCHMhj1cj7fcsDmExNDKjcAhyfE17qiWlvDwik8RjNAGERTpT0P+dy+UxAwOzsJeFGUcFT0JLXnZ0BAfD9/sMPJMKJMjNwP1wTlpYWtvHj5X0C21KQGR5emZVq2D/BRVHtn5dSQk1Myyv4Ju6UfyehBqK60E8+CTUKaGvVcmxzJg3Vp/sn3o77uNk8y9i+UJCRw6T2+WYL7bFyltSZ/uV1+8YHXuKevXyWVZSRdmHRL4HX+bRCHy7qfb+hdoFpf2TQCnIOSzeqYZQbC7GsgBuDtDcimtbsUir7TD4GdF5hj2r7ocPI5kGH/jMKG3lkbMpt7CJZlbF5pEEX/vOHp6usaLqmfwpG2X6+bMbsRuLYkdAPcdH5/FtvDyFBZ8i0xu7RhZHFa+uL2Gxxd0nkEizdiIsU801/z1f+y5YnHzVeILFmWBgOJrLQ3esA/kmu4+odFqj4/msnbdQKPjtrH3TvzJvhBTWR/nZje6CVRxEr9/ze5pvFb+U//YU/162sOHcs4N4n24UM2FweZpSEBoVI0ijDSUQoW4Avh8EeF7fpX6U6AgbTLBMTNSkwcQjPsNpJb9nkpkeXFpqeJctffnzHhtRkWtjho/89Y/3J3Hb2tnpZHDS3uLa4ijbrekZOw+GLPo6vpaYk0G/P9WPR+LP4y8dHcZMBAZCmDQOEMG3StIKrhUy/B/Uys0nxAgoXfDEUtNO0wHz/BM1QFXO70HoY3o6iICbcAITFfJEnih2gUBRomm428gHcorgQvhMUmPc+aJlQrIL07GJLYQeqVRdYFftmCMoY8az2p4ax3OKiZlgENaieqxpwHcIMUdHlGCyeKMgk3AQZAju6TI3tEMUOUCgKNE3XaNnBT2nWoxpVfefBtB1YOyMnNjDTEkjcL0A5DmEHKDQFopvM34X8NjQVpJOy0Kpnv1ncuzasvRgXL8zuwvdhrLWutE6KaumcGFaOmIgaUW1ZrftzHsR5EOdBHOQgBzmRQ/htKIRSNnW3ByJ2gKKnYKN/VAbdIUdiobhEsaaZorrpZNZTUgKqVVderwKCjRXHWPMGm051TdInoAZVKMcOUUwiqVc1idghin3ikZCIcoyQVEYmEB8YAFSJfDLWcsXIFe4EpWOTVFMguokbeTtBVIehEnR0f9bKNTCzTt+WIstK4gE5eArf+qynaC3MXtS/Atc05n8LMCmWOU6Kd6sZrPfg+TKAyxLdEM1QEK/tQntReTveakZRe/iMDG0hLip7/kBOifRSs3VyTFDS/rl4Ca6M5a3VfiMZKg1xelb5QmChEk5QXd1WwDZNvkEyayEokRkK54IGXIcAw7UoOYLFyxAekxngYCIMsAQWzXq+RbK6ME0mBNUcqGRskQ5heVb9tUikKESBahtqmvqK8mHqjvY+IKgjUROVaAIKGv6koDnXEcyea14PVgZWKl1JAj4itPEvAXy0K4Unouvv0IOfHghoYiU4PTzeJgvRPiG8U2c2kl44lJEQJJWwUAQlAhEk8gJ5/v5MhwjbeBn8f2QyHDwOGWbMBBkMNpaOITzjTTuZWRr+2Y68iKV6sFREKlIL1T8wVWtwkB5SHQvF9U8saSeEZOlap2553G0CoBey8uMjYS1giZ/QXsG6nyTip1Y4WeIbEWRAgeIPq4421ezUyJjrRs0RKMbG+zeekwCq1gArdVDFhGQtGTUiHYtkBI4tLWLjjb3AOEEdBRcYWgdaCaVqDrAyJSsdbiTW9vAs5fCEfm3Snpo/KWLhocnozSIhp5chLgyQVuwjmnCHmgOijTLemQ6bIV06o3ef/VcUctV/I6UHOU0RP1RQwNAaM8BBOGwZK46f6oQJgDScOjTwjG+BIQRcBB4cY97o1Bx1wKwOLmUtwZCMrpzSFcn4Fmr2RooB5WqOv1+KWv9XWyu/DL7M0FYxr2OPoc7QlhzNVJrq5LVIPVaUom198A/DKFWrlqHV8AvCPyxdS1zwHyjNGKJDFn9qZCE4zDxNp/McE9i3swiBfuF5VJgUrGzRNQln8C267dNaTHgjp/JfOaTU8eyfFE2MOQBTyDZ0foEFnhVhg6GhW1guWAGNDA+R5YNj7czsssHn32sEe9VcECNWnHgJEiVJ/pFeREUNMy4gBrGIQzwSkIgkSX5+CB5SK0Z2JZUGG5d5gMVxrQrQ+YhFcNAtW/FbYtIXhvAUdQfNcc6pA+Bm5oiuJrbZg6DAAObi/kMA1KB5aGJH+cCsPcK71qfza4uhWnjtUIl3qW5rF5nOpoKF1ADXtXeNaUwyfUObtEnfGHxa7u1Q+3Cx1cfT2wW2EnJWZLwstb3SicrepTcWxeoCTe3J0t83D6+Da22Z3v98TV9d1IxGCi4R3ncGmCbsPi8rbp8AHumthVNuz/bbx2bA5lQJmPkdc+TaNCuLfQrPUyu7LKqkX0NkMQrfnGl8YF6HNiWtluJdxE4AdAPQm4lWHNBbROuasxO8oU6ev0XKdIe3yM3q8JZ4zAg33+YapPbuqIrGxtkjPaEjpbNyW6Cr0HBFOWq6Cp0a5gqybonXV2r6wewq1dlopK2GHqxUQLM4ErCZ3FwN2ykOC4s8qaDJTBfb21N1HVisjyyTy0QbJ3Pqg65TQ/u5AwAfTWhGC1ohgBAiiCGBFF2jbmnAR161yicT7u9eBnUnx267zMhRYZP1AsMKGCBN/KoXElA/pLHBUdJpymj15qkof31NE2gbW04Vl3g6YGL3/x6Z2by/4OavXOTdL03TSn51Z6bk//v18Fsbf/8aaZTqtMnHfg6eifnlQRqeqriX0P4o9dg/8wcQsqk1po1fLIWVbh4d8GS9n1KAcWIF0J0rAGMBbFnFgHX14OOjFgAA6gHHOnDn/sIq3yTo6pYZ/M1DAOgSKB6z7N7YMQDegDpTuG3IctYUMhfyUyTKJfR4OpoN/QkPvyDYmg7C+JVWY0dkWKezfjRVLzqNRokGj4FU5fUS+yWJM7ypCd0IXNqSS6wYskh9K0M5p9bDtktqaDf6TV5wQVhKREPNoXv9Qi79C/uIAW9/cH+q7neaUq9N10Ci6d4/6SrziiG9SFZsG2szWTSk6bswjESny9fbqbqPSvvx8OpbjwhkkKO3fQup/K3K4PXdQ07oRmBVrqSCWctqLxpSdBeBwGU2yCwtS0Y7C3rrdLb0Qd0l+jUpSsv35ZKl9YE+X9tpcdzRR+mc9aHsNaEbgfb9YV3vgJeEbgSe3pZcC1qyXgSJpGKtx4Y0ZGhI0xOGkeiDLaU+YCxtXciyX8selVBqj55pzTst/VEWcjcOAM95aPqYUUrJ+EloesIwEp3OeknVi05zIJWxHg0vmk7G3g9O7q+MpIqgnK9qWWvT2yJN68zcPEWi7LG42IFDL7c23nHaWtQ4oVdS9NxJ63RUjqZmWofQ4qZNBmxtrT+2RXfI02IEngZGOXMSpIiFrttdtL00zgckkmuhcXaDs8KtC7Tt8+LpT8OYW0xzzXRCsyURkYL5KDYlClQP5Cf38/uX2n3ry4RKjbqMLDgxLLWyDJhNo6TZsgukscYYbnNcQp/4aIBzkALI2gAIR0hgF5Ihs2fPVys6W5Aepp36XL2T3q2oBMuVGRldPnxmb3ifZJ+AFpMrsEMLQ2YdlzlxGcS5qLPQT7JMoPb1sl3wzCL2m2uRLL9ZjULdH/VuIcpZi91nmiUgxuzgAmCbW3uc5DvdJZDngYRiPkgImhmSzY5Fd+gmi7z76b4nUw1TPZeptm+m1hF4ml38lMHuSd2lutReyFVu12SckQkpnGdanQK6VsTYMw4BQKRnZdnSgjOnZ4ZzkwBrx1MDiRPdcxeopt78biWjFaWfaaQs66ceqU73gcL8H0llsMzRcbniZVGzeTx1+znW6v5o77apGsEpYXWvgluqwpwXD8RHdxzN7h0QLz2YrxEHsnk/Lfmq9ExY1CxKd7RgQ62rVQ2qr4bAQe6Br8FnI1Ae4222Gp2xHKzF12PkK+gca4vKLuFrsRvkb5rdswe7TXFW86M4vcpJL+/cVYXOhAm/r1uhlsIqWgHOIwp+Ex35RjTtvxLlK/Fn1ZuzLijV/So7Lc2DSGcpRIV0NVWpeZRCV69mB/DLf6vP5BUbW0wRjftNEY0tQ8j+hF3AWG+qZKgC1WqKtDmaV6/6BBSBh9g5qMY7HYELX1Zlppo1gcetnDJKFuTARVSVInQI9Q1OAfHcBhfaNqZaIGcD49za+hQUcij0LcVaX1qFecY6q8X9KQnce1ZDIQqt7VpZhqW8GgZip1UnONsp8ja+BaDorlrizRaFEyrlEp/rgUAikUOvsMbzfdmhqGVcWGXvyF2/yAUU5+u1Zc9II9WndHqtIjUpQ4Itr3PK2LLhK0xmYIRhg3UiPYZLW8tS2Ir0gnYjm0uzUzL4gvEJBhA1j/65m1VNLwxpnIFlw+rXTGC2d2FrKk4TXOSi+DZ4nYQlDpEJuT9v4xLLPmICUSvtWpahkFuWRmXOeh0tQUOaSbQXHVNxiCDt1eHaDFiI3D4ozDlXsPXvbJnRRq4ne5MAlW8OgINOJyOsLTm/4XYSeaJFcTVUz7bomn6FKtY7DB3dejrWrgsFjuK2WLeaqW+a3fuEidhwq1N/pHkTFlZgHwePyn0X8wz9XFDms06T7LUIhiA9OnvX/vmnJPXFwQKk8GF7ZgLXf4K3sDn3mWO3K1d+j3mf8tcuRqBTKAClwqGrfDU+22hVGs8ZIrSRXBqUgucZnc3OzzZ3YcaY33wDh2dD388fTgs6Dca8+i0cVhlGhwsEoeG3/e97uapV2bWb2Yk2g/7H96dVLviF6br3LsoGEGu1nZplaDazer3J31Tm59O882Vi9Lzw03bGfGrOfd0//NmN8sq+qfUX2FIdk7FuIYJnD40VCxZaVg+3cyWEkVfZJIFvrAePUbjT9+PT6kpMWAZU3wcaDR/KrTkiy8RSywM7zzINy9bkltWuzPMJxjAzrX1zo9n2NpHnZ9IihobgnYIGwOS0FBLbDMH/367hJ7VE7MNMNUuxZpCBYbryOBt2i7XB/XxYsFxN43ZklJBmNwuHWSZ4L/1+YwyGcS/TYfDnZdiyDdOcjTHgviIOqszPQcBtnAXcRtl1yVwWTb+ZqPI1BP+C+2Cj5tbdg3ZpaF2IoxVXweCbZJqUAkHO9SutXfQQIwt3RFaoDb5/pMPAfwdGuA5/F9QxAbJ/ViggIjZWQ0ymJNd7Lom6fUR1656cgXOshKONOipwCDHwEargFJEMgueqj5Z2grpThk7CTgxwVZyjtbNPLVEljvD4jTJ5dBj4OZ8BVio8bD5UVMNBU3i/QXtgk2Q54wxaUqOJHThEmjb5Co1mT31FDSRaARZKsueUzvhNbUIe3IwcMpcVkFUiBzZ7ozfR37ZDY3DhppP1QKPGCQYAqgEU9vB2ADnhCHXtzFhKseVS46z46FPKzoLg+uOAAlCUUdxPHctq4jvhBAa2687NJKF6ezS6RJqe71+31+fyNKeCtuYkum9OmJhMMkxRRtvGIoVmCBklB/3fxICfu45DiMEgZzAFfkzyY5fy25YOA/9oOCzcN66JE63xu4y4u0DQulGwszI/B637XUW0nAAHALhJAFzKK9va9LtZov+Gc5qs9vRjOYkXwn5X/Vv3tC49F6MNOYPQjiCrwCOE5MUVxWF+fp2unNeR20mJDQ3DETKqRb7IDpAWOB1Zj8f4bdn+cizsyA4w3WvWY+Vw8A5e8pr0iBuiUzmriMV9YYpnERJPaVmy+y7ItMw2XssKqmiUxYgc5ffDBtqiHRBphaP9hCZQuiafOM6Ude7vkdJKYbL/LtWGhSEDXzE1Pb3keYDyUurtuX+VaOWmAnQEFoLmpK711HQPPed31J79lGvDN2vSVXmFSNM1B9+vEFH5elMHSiGmgLk+lqvBLSvrEkqO53dZYLGIHOiynAruD5HIqNOdiRxFGhvBUul1pdspiNjGPi92/zT3HxSWEgDTl0WhJMJUj6rp9zpXAc/AYTdu+cqSvr84WCs6gVZJxjO3Ium1Jwx5xNsoAhIHrd7xYc0fm+HSe2atdcvqGUDO4mEPmc5QHmOjwr9h/DgR38jEJFNB1E7g2LkWuPBozoOy2BvsMYUFJTx7s0lNuVhYNN7ntBiNsgi8vGaYgrM5qTpLNLj664j9AoKvLazcuG51jMKGDGJqOMTmuqIQ78BOESLcxSGZNuirDyEBhs5F+U3XcSlEnh49f3hP8PwoX3j+cL94/lCT/0cvrrOug+DbegsfUQpT36GKQoMEagFxybcxKbdl1/s7a5wMTZtFoSepCpnhWLIXOy8QhOuUPax6KuifllrB2rd8XKWaUPhwViXlrqH2DGITq7s2OV6df5JKxFLQVWFU+H2GWUJAeIXLHowy1dNXWDK+hr3rwBP+JKkdn4G3aMbcOKO2sjdl3C6Ekqy7wN/Hz1PxQPSvTTr+PzsCfL+4IL0L0Sl2YBpEEVvqnwaUx47qzq9gkX4JPopVl9O3BJZqldb5O2TnZIa39PkytmswbAFgVZscUUhUBE4l78H06WzcIUpU7Ea0q+Ym3GnPCNXoC8hfgYtwrBTa148oJeoGVsieSin2WiFfrJ7Yflj9rtv18wQxhFdsnPkRAAr0vYDtk2gzKcVF/EU0wAJAN/VFM2g4gYaovEEVlCDF2WZ4ttq1pzbXVrknlTsCF7YIVEPSzrnKAKOlLG5HsEy8oVRM4gCNASOuS0fSwV+V/SknQDj6mvWZ/s6BePsDwSaeVEOvfpdBAAFgbxjgfXL1z3vTEe/tJNMDOrJXZPA933McUANKdFn7OIPZEliweTiZWuvHFjqqGZh2AVovxgV5H1nsoKhAktzcbaArV9cblcJcj7om10CmtmUAOQ/pe+iyZz2S/br12Lof+Z+Bv+cld2s58cDzMj08Kk2oDWLV3yO3OM5KqH1U72ieXfv+NdGsRVvAAH2lFTTUmXXIo5FS29MFDHMlA9MnKkNlu4ESgu+VEHgXFX+m7oOwNam1bQE5r+lKPyXt2hFaqQMwMlwuVV33uHRFj8aWq7hV9/JpMFzxbYmzW9FhUFiAlMEbn+TY+j4QuvlScFfOwkEdrq9x+AQsRAQZM9rptTYNG1HdZBBbiccgWGD6mQm3ketVtEfvz4ajV0kO7a2XAAGFhdGQ4cBvyPpwsmrJMFDuKIpxQ89vgzphGJzK/8EnVMiW41KGgH43YKU6iRJuXMbekjG67rh+DVI6N692io4qjCW4UvAJYOQs571NCDCILzin9+0FpdmAdVpAuhqXrBKrRLKcEwPy7XqA+24ITGDqbroi1daNrsApqowVK0KajpqZLmLQIEP0y+nbndQxTQd+5Wll3bXDceNz4EX4dVX06nc5BBCAjc/Nh+k3rVfqLYOQpz0xUWDvnI59j23L87+qppmS7GmLtHW+u57pCZjqAeAA+QwDtxi6YoKp+EelrTxsqd/NKRqa+BCaarJ40QOQvjp8HYkwfgyKy2uUXIdl+YnZDwP55yhU9wYJPAqErpBrAJIfcx43+O4eMldd4MwjQUHeVy+0OdCYkUmi+3oQBwWFfMIpqExAtqcyUKwcx9ZISBFrep+pEAhpztkbVWcM5EnX39/xUZPWCA5ZiYKU0OlGd6s74jkqJz2HtWX/PqD74KeMgMifKfokLgdrq/c2f6Tw6R41VfkCEDuJGNZtkmwN2sFYTqnmHGCSRLoUHaBse8s3DhqjhI/Icid8vB9R+Mh0iyCwqnTS7QzIOoNUa2I7eEXREttEzH5knFwBnWXlWl5EtDCr09k7zwrbwpTO956mA++Uhu8+/C63bwY73TX5hlIawwAV0bppb5aQjpUTZ8UeWex8Vw+eH+RTnfrRPswGbe4zWs78ADfeLvSgyRelOETUAzfXiOet7mmSbFKsjvD/9H+whzAxr5lJyQ3VNoV8tlC5h+JAARWUJcv24oDjIPiOoDBwlYkqb1QMvZfOq4SDmW9qZZ2EBbjLwSeYZukLvHjF9MbG+4HBGpBNkuD7CsB4N+FJMe8f84Gm7h1cwNFEo4Yb3HgPBgyXgcNA4LqJ+zgxk122+YJ29+ebQf85PTteLNJ0NAqVflW8/Pjp8vLr18GD7bZimUvp+2XCnbdvL158+brb/fjhiRe3Ws1mk0kcewFsGHhWWNFvAVV9Sq2NQSj6nrnK+K8KkDu7KoA9/9DTISXFse/bto7pRY9uKsLwOMZxGOr6eZgiTcPQdU28niZFnxxL0yha12lq26Y5T3JypT+U8XyeM8+eF4fom2xPkFb0H1jvGB0nwJzjV8vG/s1AREWCjCO1+0L3KV6Mmo/t+4NBf+fGl7yuH77qK/TlG8rpk2/4IkNwIoZ5iAjeoMwsJaNM2w7AAIpZJgwmeolJN6BYKXGY1GleyXUHfJtaaJaj5yelEeeIif+qGiB4MAwDkMRjd2ZDzLCBN0ILGg4o22P4uaz4bp/X5dD7lxd4+eU+qZ/w5+9/TT+dxlM6+QwywJfwx/sHnA92BHNwU1lKfKImByw1bOe2VvMj/5kq3TjociVgOMgw16Dp6cJPwakmFbRBroRN/XxZHXiPgvuD+QYO4mMuE2Y3L+K0Y3Rx7aURHGul3CUJ4sYH2j2WyTAtqcI7wDW5oBYpx12+EAnJHPh5m6ptK/nJ7MAwGGKvBLAwZVEykSvySIjRd0kzM4nOoBAD3V/BAYg8hFbISDHZvFfQklTjKLhGMmmsmdP2Ik0WAEuIE3CVEhkJg019OkVpdKsBE9jNbUs27dwhS6kZh5JXrhwRgBK0B1IKU5DsgLaHBNM+59iikE9AC7fnI7HxqSubMK907SfkPOdezY0dlclKfeWZdhZ8rgwRxEsYgIObQ0ajGTvmJI+VDhledkuuQ2KsFcduAY+qzs4hpT0bANnuzseyer/H5DxmAKGpF1dRxoHtKRdPd53B/hF5y5FSneUGjpkCu7wbbktY7kA++YmOP//we/pF3Hxfv6te/0fT1+Yff7o4vRE7LVNHCaViOPDWEkIQ5X7bGjzQxDDRYwtUOvYgY3NAVmQoaBzvCZaSQZUCNlWHxIzcrNgpP8fd8sKlbTEhR2XDdQaOl2Gl4UTzIINjCAVnlSjnU+4Wd18SYCdayjhg5FPAJMrZhBe9ToYnZy6VCl+6YmFByUkMtekvxOJDZcidvPWNG+9S0emWXUOBCzZvRQd1DD4CSs5OIMFiyYd/lEDlLKIkdZ3V8MsmCJXhimxMgu/9zHIZKCptN4PO6gObygoogLu/uBNtalC43fT6yuvFUY/W6OyjR4uudgWDzLxJQi1B9thI2Dv/e39s3/bmywTRl3vd9BhcK1yOq4fAe0sq4bFokBlqJx3IritzD+2M0ASfc/w8A8vhgK//igQJD6jxLGBsmcr6gnRq+oXu6h8Hi3ng+JQ+hKoduqzSl60m2UKpz0bhRBuEqqt4lBEv/wr3czI+dNId7UGXcQ7Xa6lsFzoS5Fip5AbAFHkBftIXWftYoUMmucmG6oIKA6rfnTnRLmhIKRM9JEZhmfUHMcIVI7GBXVz6m2VTJOuhkfUPJq6TiUn3QCj8CXyAVQMoYMMPhrKlf8TShgRX4z/6Wi2BdyJZRQdptbGAptHCPlKM7DZ8h2abAOkdAf7EnVCVwPpA8v0OCZ891rV1zDCiCEkuCXt3wUeQikHRfX8LWvsBMK13mp2QYmNQF0FSZFNk8PXL0+uL3PgiyR/1g2/p59Yvw+fBV0BqVmKn3HVNI0vpjx4v3xiarJ899pYvoHE89MrORNktTuzphGliMTYSu2SSqZYEwoBNpPlOvoim9/iSbxmbLHQBHdiNF0XRRQncTdP2O0PgvSX3cqqfGzxBbihmijot665OaITysAmiU/hMQv5wO27mdky0HWFDCpsSFLcLPHv9Cm++db7+dNt///J1+HGaDhP322wo34tvF/rhERcxEy6ISa+t8kYxvsUVyZVHh3ifQ9E0ZjB5QE33cslikQ1N5eaCVZELbV24dSG/b2IeRq/Ehx2lCGsM1gHqkEdQjzkPk9QRwRLMdBklW8EGjlKgCkAPaOSg8tCwBxz2J9Pc58hrkLBHjNQdwVUVVIz2fNX4QbGIr16iAZMNoAmsxoet3PyiGAAln4JeAEaV6seYlBECP0534CCd+wgXKAjenNGaEXZlshRfTcLIDHlFOGKMEvVPWUtIewo6zpkcZgOwNZhy8bV5zisVys16myui+kFOPxVu8t4Y8eKf6JB4GS7coZNU2aOqm69s7djaYp5QH8Qo4aJEaH4squdQgg6M4SE73ZoZXZVWLI13FJ2rHdKgSf0skJlrRmimlPBU6THMg5VCANUUurn7/MKZtWJ7d0IOyVgd16BcZ0AAGCyYEZkzNWHR0x4xVwGPKbXvxlVsnppqtMcHrFaWuSF31INZiAidv866QNRpWwxPUKMCvltNKOPxOSowOU6ohFGYtiKu5ttLP7P1xrDcYx5MtBGKYqkOxhaoL9YVCIS4lPs5tD/T4PEgImsyAWqiTK08BEFVrXNrdyxvaanMH9rFhGEUR0Yo24RA1TwMW+ar1viE3cJY9WDPyJpNGC3l3GZB40UiUceKSUxbkHzch+YZZrmCTS4T2LSE7QCFtq9eSe6M0e2TgqNl21SMiDS0KbzbP1blBu4FRjLcUbq3QnF11BGIgdxUXizwYZ1hd/1hE7xjJEZolqoywjF+J8OrGvO9BJR5ZRJy5jj0z2bqfTntUEvtkLYevZHFIoqTOlKsy0S00hRgMtAh0dPm7Y8bIOPk2gYxhds5mm2k105sa0x98w5sqc0zZFylrjsltxUyNW9VsHldX+9kyK5LS0ceO6PoSqIz3pOJClLi1CvDbrfJbWShmN6S++GmYJceY1BEENbw2sdUSejQGXcMK2FLRktexO21iktDF+LJw5Gn47CmFKRwfuWOWWdWAuS1xtZU+WobM0HHBbFvWGI1E6RPeoo6mMJF0ZZ0Xf8EUnuKCU14XcLgUUGvyX4WeFZg0LwN18XffnqDOncH7iF8S/XD5VxsrCg0UncsomRNzMzk7QauvVRPvlMmRcasUjE5R2FbMPQmKCwOXgCm/HvlHCeCn4R6JJrXzn7Sa5FAYJHMDC4nbDSfX6xdWcvUAGUFMSe3WErmsTV57goTTGQhmByJCaJA+Vgv7RkOnuQBNAzCSNq6IaFhwpaEjLQaVAi58Wz3Ixl4eII2ETuDIZHlwmEzQsCntaaGFWGKfCEjhVsXtKQzJr62KxdhcqTkPVjqu9rxMCupmkdql+O69mNutO/C1j7k6VT+c30l5ShWP7/YZDje2+Ds/jNsdsHzpCK99UX0+cRbYG+hrrJ6nvQQY3cgP6kVbt0l+ckgPncLJ9mfSNx9f//0+gNlT7+9xqdvdPz59GS3XKwWwfEAp5q8yT/Cr56s8eAJra/ePji9eHMzfoGujaNh1D8vJWe2aO5V67vUzT7Aek+mP5vj4orYh6CWU0mhLZq7yB+BXrl89pYtDMgcdG0OhA8LAek8g80KoVn3kNpQ79BSTnPCBg57sg4KTJo0u0AIlP9xis4Msx/OJPseyZa0JeRGKoPvm2ceuzeQxwP3aus9ayJLQ+wmJfkStfP6NUDAdC02a72txaXgc+2YRF6IGGnM6ur9sOHZmkO8rRjw1mX7UZ+t7jUndkzFQspP0PhHI2DCjQD4iq9q/23qAQLHTQN0EhRZ7A0wWEBWs3GYre42y05BSjv6MDyQtWU1/1NjVtWWOMHhkLKIOyB3NVREKTAI6F5jnP66O8VrfhzubWRrcM05st4lxJhZF2fXHGE0G1DgqSvjuzEC0Uqudt0F1qSrLHPfhWJTTbU5j9CcBeuF4MNCVzkzLc+WWPDQVqyrPafwjMoASfFLTNmOs6/KOFjvGkky4gz/EylkHfswWp5HMQ/0xD1goR8G01xGY86BUpoSGEGZR+kkigN3MbaVVkOkLcQSTGQpOYt8hH/+aFQs5zap2KBbHo4opgOB5zD2LKchWCcOvJOSMOiY2JDjMMDjiESAi6KhO6iPxtryvgulXtFLqU2SyTgEy3OrGngSMoOblOIPKPAytWCrMpTDKVufrQ3i3NF/HGTLYVTWf4/4i+cF3bz3nO5++bDbXim1fYnPl5fn2df+dP4Cv4LqR/HD57LVX7x7aco7D6yybHivlPfmgnEvFy+YYkb58gnImiKffxNh/ro7xsvzOtij4XnDJayM83kRYYqLVbZK7/bKLjUfNRcYCUX5w1ySDIDAdKcn/kJNithT6DS22EaQbTNurtFlFDKfnW+LcuXkD0lbnlaI44l5B8dQACq8WAP3cnw4epEiHoazW6k56OwnbbYnEmN7QqUVm7uQw0xhEaQUvX7ArxoWuQjKUVMhzogI/qQgNEkJaPGtWfbzgsTq9TRzdB2OaZKum1cVzN9vP66KdKPFtIVEjeXJTmVGQmqAIwofFsTYIXoNkTEtSMih57HFLHqrKcG19pM2snZiCYPEE2p6l293XTMSRfEASesTXOZtMzX3mqYXJJc9ZluOE8ZuFKNTW4Iohsp3hct0XCWIK4oV4n/PpwfRWkar1fDZ+br53JgUEENOnjN6QTHX4T7h5l/oqIrvPn2G+ild4hn73/O/Dx+af6qn77+7Xd3D/1gf/hQtejPi5ufqb4svmwihIZPtD0j+fZ7saIWXYcgN92PSPFvbzwj9X9CjdraIqi++mNDD53hoy7hH1OXxwYvW66Xunycf31XNj7JvZVS92VnrebNZ66a+X51vRT9Jmk9OUZ0uiIv02tc+SdrraLUr9sOkcTQmMkxLbGagKUjidy5U35gFPlERDkTIM5kQeEVDSBsEOS8QNguyzRUrUr78LZVyW6ohJERLt3z5cIwB+oq3uTAME/qXRySV9YntJYHxgnRH2/Njir4K2Y1xwJKM1XfBA/y11RzAcrJFPKrwX9JiUeTDwNd+i0cT2WnPrhB9W2ywgHoeYhwbZ3ArKUadshukn82ml2y/eHxMjIcHdp+cCZH4GLEuwdt0n8Fq3h1zHtJFs+tVz15SFQuy43VbhyzQ579+YuxUeMxdqsedYbYjk3OFuSV6AWpDqr0k+HB5Kb6wrfz5b1eeHeCie3LczKfjNO0+bWY3c8jh9P0s4oZ+vkg2dlSQJCC/L5m3K7gtOaITbRi08nDJnslTtu01iq1DPJvbaF7m7KTt+QN2WDtbIIlFwExO/Cwb4KU0LPVIwemh9dkNQoTLsICNgGEDiFITgfDUD6DNSJix4kx9c2fKo/xSN7MUkqfH45yTY9Cj2/i40b32unLH0DM03swu65HnATlcJGJLphUfRw8vel7KUNVO/ubMfCDzOphg5tdzHLDWURnqIlDjAigTk5dh4o0j/34WBh2R99SC1fXpYHQM/Vbz16bexP07rNphELCpfZlx7/TDOLAMsDB5jWPRv5DXqGPn+shPKoeWkUfzpr1brhLDyWBEbVVYG8wZlO+6EYvSuni8bqlSxMOva5DYqUVxIyA5b8swUKIvb6LFXvqa9zTGbTP7qyvbNi0OYNdyjnJ+DJqfX3XLoMZVZ4G59RqY1pvsaBaWMwBc2Ycx+0MzHWMcY+XZG7j89hm43o71p08nE5bPwHYJdKPmLI5CIoueUcQHYHfkiAleaJ2xgB2JgKywhYHQrHmQ6dn8tH54JrBFuu+QqKpN3Snd3BEn8Nx6GtF6L75KTd1lBEFZEWPQKC1XZNcO1DDzcIeDeviQkR/OpdDW6BIFfX06ss4IS8ZhGaivThGuX7m5/GDJSU0ZqsH4nfFgq1AqJ6Pnq93LkoWzaUuaFV/VUX9fefTPAGvVbadTM7npYeq647FpEffd9R1zrqMuWF0mEQuOuGbyGePa+4CGXgYwmAOTjWlSHxJL+w/zCfqS9h4uCZp+4kHk+HEMBhaJJut+JsMfMKIE2u4sJBi+9AknqsTYSqGUTwvh0H1AAnPlTLkmG1xMpXgSYXOGgqXFNiLwBoAAXkZ7VIRnBNV23eohSHIWW1Wz4CaPnGQJET46Uuj1lVuOhqAIUbCHMOSlm2mWTlFl8ulVXLjIOQGwtAQjd4FAegBLACINmjBHKSjiSGA8kBXUi8YpdagBkt43JLZylnKPMPoL5LLgfsW5POh0aY1XnjeGS+vRfiOVwlQ6zYA8IlVyBaRXCUDee8LKTSM2lxJebxGmuQC/UD6oIoQMF1QSX+e7QYY6d8BUAqnB/H2HgztHYukpoKld8tL9JbV7tLZU5T3/cygGJhkpsHTmta1jiWD35PTh2atT1NTUL+UJ7rV0D2s0QKRGWmYKWdjB42MJySUX6qzL6VFtOlXCuJIHfKmBkcbD4Ri6hqmkPKbLO3K5OGMM1U6BbFnDnObmCMkJ8OkVgR8UPtxzdE7581R8IdS5GVs9TyAOLQqfwKxofsqMzucgQo6Dt7FN1k4t+mwp0ZcLP89eIB8ovmtsVKNmnnzuF++XPntTra4OB7rQatoVhnBgsksyIayeFzOPF+CMr8HNNgt6ueT74SxWbjCSY0x/m106yT3yPgjOI8CLSZ+51HgFTFzEVqzLjaepfg9P+hc16X9+acaKjUJG9tOxRisMuGRgAMjCQPyPF2Ym9gweH3hLTIPcX/eAMl2ROjmKbz8QBK19JNaLvtzSgqKu3IWW+HFySK61fT7eQtc4O2fm6Ufq085pf2k4y1Gp4kjPuQFPMY02k51BGwl+AFxYzryNaZcx2/ny/WiX+wnTfhzWw9WQjaE6g072dtXy7ZIFIlbmFnsgxFEZzKfedOwvOgZV9/mv9oOS7fLsDbZkAoEPi2wbWyrM83Q8nq+DKvG47N5Pv4EiTNb/oLdTMFuh2iKtwnAWmCUZXzCJt+tpcayslekmp9D9mUTOS5u3qhvHpiU5exTt2g/otlTIPvh1HWKq6Thhd6Rmh8aWKQIkMgB5CMyLGqLcBYen00DoKzmkPvOrJYnzI8sLPBfaNtZPXlwfjMlk7yHrEGmSP/04tmomXpw7dctSd3v92RMGjLjLudVYWoex6CMjqc0GMklsruKlnFV7G6kntseGyf0Ga7hZYdVGEYd1+Xq/fMDdCXwWXoj3z98qymO7Jw0+1zt3eitu6fPRD/SPxyX67NVF8v3jGwO/fds0ws2UncV80036zfzr4zRf9BU3URDhuIoHTFJ3MeMIfvqITBm9HLV3sjOc5RbVCrLlrV55/kNxW7KyhvKBUFNWxeJ0cC2G1vlcE4oS0y8fFdIj0DduNAsbKhB3ZT4cEgL3iW7nscO/21HIcPYh+v1VFe9LjHgzXl2d5xIIcB0Now/euHk3YSPnVb/Or3J7e2cQ8NebEcPfD58ecYFfvHTceni4Dxbd/nwdm/q+WMAfUs3mBxwp6YEsIUTHlleri8Z/47qbeKcTKHxJojxsW2TMpykanZQmI5USRqLM5gr3WFx0zx8emKaYRl+3qkzy8iDm2iJ7VtCfsS3d4xOMbW5IrILk2WJbLK5Lx4se7DC6A6els3FtW2zYakBGsneZVvTgCfULgOqLDVqW56Ns3zpIWrPmcwcdrcneCr+wjKEp3kejWB1jTG9Tsxqb4qaenrYT2x68b1TRdvBjLHOIqZGO0EuyS5ZlNg6LI60no8Q1PZ5xFPMCPoZdLqsffDhIZC7Kx/zehsaM5F7cQOsRkkwcFqU6zzHFehR6E3oRehYLqvybtEYwgxoNdNe6bmTORRmJYL2xWE0Cenn84AkMPXAeYN0X9ST5ymjIBZwyUkCie/h+KWcZ8iwLrE1dOS6xpKfezakVAHqfl0lS2DqhleLT6ikOhlB/lONmj+Matu3Al00oh9KAR5D9vuMdClVs70Xrmcl5VgkvNhbokaAfxjEMUCpakHb4Jz8Zu3jH1lYaNvXoInuyDggCz1cU3Qcpz4DJLzcYXfM29D5BVwzxm8Av0d3y7jW2/OExitv51cvxaXe8N+6WMlahNUewA36ldLk94Rj2y4ghAWsHlwfRQ+Bm/OOMcMlwN+fo8Fnx1VNc4levPb8enjxGq269ux3x0mgoA4pEjluv9A1EuaTZ3gXv+OqEoMycubNg5sdV/x9CnS6ZrrNUrI8he5Z+RX/VVKQCJFGJSApEni4TL0257J04sFtp150AYATKZS2w8q9MtKDTS+n0ZYGIRqLBGHY711Why+q39WY4Tw3fDPngt4oL7zwB+0qJCTW2S27IvXVHmJQUddQ7ZEpgrjdYqUrofLYG5iTRPQdFJwD6STxZtp5Cr8K1YVc47AWBqu0B8cQbwxkO+spm9bBv2zWRUl9FrQ3BFzxJK79kZ3cZPrpLCyxvkQakhshezAZkCH8fpAgTjMW6Ze/4IjyHh9+Wj/8xfv/s282u8/jZhxvNi/ZXN9vY/oTut+336XA+/kBn+02yXIE00mhwedoq6WKZUBo1Z+ZXrBs5ytVZo95PfghovuFkiEnglPlkc94663PCwFRF3JANk0kwvEnLbrQzdHX4k1j80g8pRWppZ5Aud+9Wu6effoB9/p09wr27dRL5WRNXPg5+TKLkGjA4P9hpiygthiQo1Nj5lC9gJLnTl9fmQyfrrzY4v9JI0b6jWTpn8olaH+5s6c7dtYsgJO/P+D6pcLxhe68O/FIu2Wvysewdsnel7miukV0kgw+j2pYWKCRRmAN9zrsrBGaee1nvvHiNTxc3z16+fXz9CX//uaLvb/+BemP/0gpAk5HcrgjvTDEdj1VEQeYuG2jE9Z285LpipTgCOZWJvOkFeThyXU1ov/2c4VAlhbc+OFRtWuP2pVJWctvdLXxOWvF8uLHL0CLt5P1H3ZJbwuKHks7IXQBLqmJDFUxAIIXhr4BMF+2W3L8WgFJ2Mdc9cH8EC5L46AGIeX0DmlUL0pAEj7CLHkIvEAvF2lnyTF9W6rakw88mQZBfygcUAZTCJV4djNY4pQ4G8It2DKM0mNNAHEu+fMX7zzTdBI3rvTu+QSh/aTz+RRft5zfvnitZBdlRfXTQw6U3X0AI6p4+rPB2DaP6L35VYrPuU3xMytDTS9cVveQWN9DJNWKcSJQjLdiJKpvsMcsWIvYqt/VumDeEcknA4ugoUyAyB/jateqd5UnyOlman0kHqEcEWLwEpCgxbiSvqGZvaG0sz0z0IuGKXvZbmydYb+Dorixty4d45W/s3fOxcUtkPLc+5lZqGZ6I+BiyolUOiIrvaa9eg9QbNyjF2hGASTgRiyX/T39NDF1Yu+X+sW+hs4seP0MSdBwq1VasHRawaNrexf/8wwKBolxPodpKzt55u3kJkfkRjPCfI8JjpX9altTmYbZmzC0gbRoQRODrrAkp58bJNTauma6Oz6WeuAxw1Lv/47DRhs3muQ770Xq8mizn6SLpvHwY0jx33AEkxMrifWOyU+VZq/3LxKvxcpLOk0UXznG/ChJ0qbccourgUy87mZisioqUnNlN3FjnMpsU7CbX2n577kWX71Q6X6MLtCdQjBW4IGaIGrMhPnfdiqLeElxvPENeoM+Adx3N38q2AGtsTb1CfUqoG2jbGecBAAUMBKg0eocWBCDPrpX38IcrMooaRzqhpT/aX7UiFcuxPFZSi191rVyPzn0G0auW2GLFQRglazx52yDmvG8ZxMLlrwgjcirMqTw9vTzJ29LzbQL8KvoE7XE4OE9b8igjFV4yr94uf1UJ41Zsj9VVa6lpGI4v7wq5YQu1P8LnN9MLiLPLOt5FCNTRBvCA7crMiX52eNzw24QBv4uZEXo0y4zjA8HjuCiectf2o2PV6yaWWcKRlCYvfwo0/S8mlmUi2vbNWI93pR5hgG0d9pHZjtnhtaex0HsVWIx2TMamTWYLyHpC9Xar99D5CtfbeE/2utsGOwcbqk0PHwMSEd4XB63D+oSs9CVQwmJH/NtGsHuufWwJg29ejwqveF3qxGk8AjK7Ecrc0evZJgAqdT0o3OOjFrtXePUskcRdMk/Ajmv7pZp6UVFHsxpkzcNVhGSPN4YRbb7iInuyaKLxLSV39k3+LdXuRcndVRXJC6t3vq3uR3XvgFr2L2WWmeTTxJNSpNiN+GZ+FRSCR6ONNtl9eFO8RdFIXTeNJhZkNvFnBJENFKW/JWTVl+cNyZ7xQuOc6PuEBj1HjRTWuWUCdFRhYkB7CE2eEtFnmFEAQq1NMq7PvzfHAjdSajHjQJi6REAvaeWCEdLWMpJZGpIXVX6QJZXH8prmyg6c3CunuzGNSbCkLptS5ixT0G0vC2qaJth01VkOYIqsaVQ8wQn4s7LOOayF4+F5I3fkCX1I2gepm3O3JRwgdtJR53mny35q4YtQiEtgDqn96QEJgUbpDx0RgEpWRxFk2UZBbl6WekeyDA50ubbSpAXFfioCpoJmjGoKTxqLGkDO6xWFqz1PSc8ZSEF41ZRiR2N7W/vEZA2lZdyDc2Byo3FTl/W9K0AneF4izbgvi32ohoyMCwBq13dhZQ+UnkWOxovdWe7pgksaWPpUG4SLPMHUkwCU1XJULKORsW5iB90+k7NPRz7BAcrTeuE1jNjrZBkPhvfr2IOYdr95DfkR9IB5A++zBzpI/qnkD/0khtIzxJeSR1T9E3i5IDAty4y4AHXML3x9kyEyEHVd8Jo8ZwDYOBEe+Xa+fhzWa51z3rPeThV91uMTEK3Bn/54uVNrqGqHrM8q+y6L2L1tLEtRc73Kbr1RCdsNpPO6/HutkZZORsOX01wOP4k8LcZCXtfeNtCwjh5MjeYbo1aVrpLK60MtudhAG0r8RgD+4wzI/eAxWXu2V8dv1m9CBg3O17D7Dfz0E9ATPs8gUGciEbYl+HpqsoFf9VYjvJgwn/ZNASHM9nA14dpdYkEHRcatYH/F4vAGAGh7BhgcRilRaihoil9mdx3lCOGLc2xG6tBUZzCydvMa+uiRdYCf0E34g8//7DHCRt8eKu1POFiBwv7Bk18wgF78EIMs1fazHNb23idzFQSAn8pL/MU7Srrp/8dXCKAnkELZEhQwTIxzA8Dvf3IGHhAAtOIVHiCpB4ANgLYINjYHHjyPbgnMkdCS8FDf0uBI1VJgR7R0nM6hZcCuz1o9mPVXqw/f/j81gNaw73/s/O9GmPJce8oGIa+8qP45saHWWa/jPrgxs0lDHYCg9N/NM4lU68SOOhV8EbgPjOOUQ4ZjBiZaeiXJNYtE4UMXtZVzML7w9sn40tvjtz+r0st0VoPFhaewdtSlZKMrh+n9XEzMj28oCgSMQngo1Q/FkREwelLCxejVtfexkB8toudHMBT0+EyVdTB5qKchvR1t8amZTVhmmBiS6uSbwyfPPffhy6HIZ2aL1uRtdSJtIyRrb6KQDd3aVuI1Jihm4g4tEvLByPoKFzQw4pMkKYI+FNDBxBgTQ5gkzVYlsUUS4CDZXQ+fbu+3zRT1U40hd+UDKDH9bGfYe/j1T+b2dOgQsVOQ+EpASJVrbgJRUmVU3FtUZBonNf6PWx3ldjl6SKSv4wE1D7GAasSz6nRwlGhrlFSKjrGEmW3j5Vw5QxYd+I1FW/vPBJgT3+/DhuW0c+41JGl0Lpu71eSdAVbwx/Xp7RBvKKYGNfT3uJ6cBdzQZS2hzs3fm0mfCYFF0gO3aoI2sONPAK3aPMZcSPvLMeZZqvUEjOAsJQoTSA9VXrA4UPRyYXQhH8MDZgx+X63HZsBRIR+8nsUW3fqXfFE8TO6kKNKHNQuD0Rg1JORvgM4rKR+aUP4sGr9a6saqzwZJ5AauFfZyGn7VWVuOQN3YXimSlfFcZ087d6ltiPdPteW5BqCaoeCZt+6Sxb9KH8uqDg/hD+sTeOLry80Cd84TqS4TaejREzfon2KdSKVGHS7Mg9OZQ0XaHhzeh4RFI20JdGtQV1yscMpqU+NK3KuYCt84AYz1nFFP4J6iQZaLP5ENNPfKnUNL1qhJ6zm2R/oarIZ7g1GBDM09pCnH+HBu5QkpByy/KgHLSWZpVElA7gwB2cXXlHsqkO1GOmpMOp9cM6iQxTDcnfDYZdlj59hZZ9hX/4TT4jGruzC1LXB5E14tWz7DTHYbv9eVQltIa9jjL8f7MRY9GLR5c9lwRVp7NW4vpZ7bqpzlCGwC4LKnxfnvECYtLbBZEHLLlHyPC9N56v0VaLROUb13su5IfAzlStPk32zx4oj29kmviQEPaKHJa0S9QyAsX6V/OjtYJ9N1bwnpIeSnHqer+iH5VBAlXYGDvt2AAfsbrNQR5BCotfIOCBdBgn8d9Zs+wx00Zk0Icu/3XYMOaCIbOq1Z6IpBwLtzlMBkg61XmY+5RzG7jk4vXhlFjHwdXHqeulHmbVk58B5X45jZL8FaJ0pCvPEA+ZC5Fg82CDIH/JKEd3C9szG3Di3I6psNhTlIJ6TGtUlXvZZlpFl91IQxAQ2tkloK93rxGVAST3pCGM5zQ+n2lU7RVT0TQQ9+/4lHWTw3cdfru9H3dNh33ec0YssXDoWNPNOsiRsD3mnjhR4tvXhIZp0/QYxFSVsB0MkuZoEeObuJdtfVfdmdDx8HpT3ay5H9Zx3hZC8rwGc7Vsws4k2nJ45BVPbUPUJ+iM5zf6PYzPco2lo6mUqDBg1nZfXViyiojSUgFqua1jMhMnSXOoz2OFc2GYWQC7ENNy1Yz34RPuZW1qYXxuf/o9nsrfPDgwVAVpjKq327M//4xXFBP+TQhannu/K3bbTCPzF0m56PW3M9/UotK0ZE7gde1t2xWTxep7u9yN2Y2F5e86uYl5hLXARZFbpIKq4bFAsXWqbRiVLtt7eJkhZFrKmUc2lhNyM6KlXF1Q7KZvsiK5kIA5GZEAk0li5n47qLeKNCBidmtcOem87b6nNDWhs3rPucrfo/pDOG3p17jNeCDqXLXGyURgRlaD5motih24iy5a8QzUXO7ar08Hmx89IzCzCmpcj2ZXvL6VKsunxipJprrWo/msthqnXXrCVPGXSiks+iNBeIf7gyVuU/iiUT6aILJUl/Luba97O9R4/QogDDISgLBenAXcwb3A7LGdRAtRqXF4AGd1oqh5tUT6aJ7U2Z0lDIMagde1JrWr49+X0RoU3vr/A//SE4rjc3hR8CuHdkzJnWyqTQq2aMcrejG9XG1+pQdL1yTxhmjR1D0GJNLVxbQx/BOfZCii6t1fG6MUXbjghqcXSdIOJETG4xq5FWTln3LfHs3awkvY5xZ33zlqEvTCCfCqnw/0pUhKmADZavWEnZAucw7HBzZOOceDlnxZAJmxLnleaguHA1Qgc/BrOJm97MbcO2JYRdyjd/rsPPbe5UxtoaqhYiSrR1uPMw3Lz81quGZ5IyXilU50mNWqqtUbfF6mpq4Z2NzzYxLldvmzWlja/xhUbbouW2stUE9QXw/1aMuKAFL4RtC6Vxa8WNtHMLX8Qixeu2KP7Lg9eYjHwzyeTW6rVoprSBDurWF7PYxTG1rRIWvwT88FrFF9uXCH87DVvyUpa6tJGNMtoYY41jGv+Om2CiSfwhwNd2kbV0U5exzGUxvSFdHTTr/bkshvifLMyxo4JlL2e5y1s+O1cwygpXtGJ2rYSwlVptDanVkuJeNBwF0wbYXZ31OOsrUS6Yb1+NNpGxspWvYtRVklnHqkhftd2eX81qcfUXZa0XRnMAt+gO4q7JoRjkOLo6slfviKOOOY7HGpzEc41O49WMl9bkZV5ZaFGzzjm/ZhfXQp7FjrcMZa1rW/s61knhuihYt5u7vp71rm8XvG7Z7jDYDaK85WfAUsvas2p3CewWnTQ97x61HbKiOzbs/oYgiu4+J5WNQcmGfbTHG9noxjbuMyVKldnGSqt6ZYeddrHaGv11k7kJf9/zTW2asB5BjgSTDWRmuMF/f2j3BwC+P9k5EIygGE6QFM2wHC+IEoPJYnO4PL5AKBJLpDK5QqlSa7Q6vcFoMlusAAjBCIrhBEnRNrvD6XLLiqrphmnZjuvx+vwCw1SL1Ybd4XS5PV6fX01dQ1NLW0cXjkDq6aMAGgNhcXgCkUSmUGl0BpPF5nB5fIFQJJZIZQZyhVJpQxjIAJ7wM8dIZAqVRmeHlm4p3VFP5PEFQpH456xs0dILJars8/oFp97A0MjYxNTM3OKXzrHrIJS57K9M27LtiqvJt5XdsZscW8ByrZ/o+5YDtx26M76AERTDCZKiL4k/MFgcnkAkkSnUfdkfAIRgBMVwgqRom93hdLlB/CiAzmCy2Bwuj5+9ZDsjN3R1OcySVaMYwx7Lc7x4SMkDV1wgatZDGQ6mZtKHAdbhmGHWHfEqEpP7EO/M3dEEHR4oViLdgkVLhxeemsC2gQ9MQX/tp5EmYvIUKFIiIVVT19DU0tbRhSOQevoogMZAWByeQCSRKVQancFksTlcHl8gFIklUpmBXPE0YOWJVAEoA2GVNWC9WpMEQopObyhnNJkrWaw2uyMwni53FHy81PVav4HIlWCEQd99pigZioMr2rUZFeERexdPBLfu0ldl9Djv4l1O94mBgXcyrj8QGAKFwRFIFBqDxeEJRBKZQqXRGUwWm8Pl8QVCkVgilckVSpVao9XpDQyNjE1MzcwtLK2sbWztGEwWm8Pl8QVCkVgizdw/uUKpUmu0Or3BaDJbrAAIwQiK4QRJ0Ta7w+lyI0wo40IqbaznOxOBbijTsnE4XW6P1+dXU9fQ1NLW0YUjkHr6KIDGQFgcnkAkkSlUGp3BZLE5XB5fIBSJJVKZgVyhBIEhUBgcgUShMVgcnkAkkSlUGp3BZLE5XB5fIBSJJVKZXAEoVWqNVqc3GE1mi9Vmdzhdbvq5duPWnXsPACAIDIHC4AgkCo3B4vAEIolMyaO69Oa99FGjp+VoXddNXkxH6PEy6p7JYnO4PL5AKBJLpDK5QqlSa7Q6vYGhkbGJqRmx554fhFGcpFlelFXdtF0/GI7Gk+lsvliu1pvtzjAt23E9PwijOEmzvCirumm7fhineVkBRJhQsZl/SytrG1s7BpPF5nB5fIFQJJZIZXKFUqXWaHV6g9FktlgBEIIRFMMJkqJtdofT5UaYUMaFVNpYz+eZ6SiqJrphYtmO6/n8tXqj2Wp3ujhB9voU0AxiOV4QJVlRNd0wLdtxPT8IozhJs0FelBCMoBhOkBTNsBwviJKsqJpumJbtuJ4fhFGcpFlegLKqm7brh3Gal3Xbj/O6n5fXt/cHAIRgBMVwgqRohuV4QZRkRdV0w7Rsx/X8IIziJM3yoqzqpu36wXA0nkxn88Vytd5sdwoykEGFihQrURp5WRTlKqKqVCWsapIcmS3Rc81kBERatBKTfsCSqQfe2/PFcuXpTb16M++udJXru9ptjO58wI0djn5fO1+uQRjFSZrlRVnVt/vj+Xr/wfeqCXaq9sS7f5cfqjjMoVJNsddW5vbCcau2L2RNqtwqZA57Kvg2djhwTmnBITV64Oq8sfs0lsqrVj+wLuqnPNbUrZGXtlmeAJ0SVd+M6+ZpCz0iFfpY2j83YkjH7SRL7CJS5+LUN95IJs6RWUuDIpOpmpDAh3mYt3iKS8Q17CSbBmJEO++ezWNzbJNss2xTrEewMfRwNqMwFmQBlgTWKAnLkX0BuexWy2Qop756xLJTm6wa5xy5yow0+SXki+vheY9heTAP5v58rrzsK3ydhCIiqCQjmqsKR44UMu0DZaAML4taZiZe9gxMO0wCH9a8ex7szfFN8s3ymny3aebNXKd1tkTxnnQptcDLkiLpRvYCr+kX0DI00DbPCli24HGrjIcwwG3J/TS1zlEwdzkajvBdCqo91FsFOryqJWIa+cxm8Cut2vkGSd1ggfql1pWz/T/WOO9R1R2OxUq7+CIWDSEiChGJEBGFCYolFcffGsQ+O76mcv2bX0tnn4KAJVx3VV/q7fR2JCu4xZW4PUB5W1+1O8bdTtzt9qt9rjtefX7OpLeX71/f9hlpZZ74+fVLXyY8qeLdGuDiqJCAQgYKKZQghSKk4CBgYCDwCKittJRjPDUSUyxhikVMUdBR0NAQuKT+0FhDd37ULnTSVUrUoqNdMwYZ10AnjpPTW0MHRkMwAm26Q+Nreehej/W2lZCMnUeu7DyCPh9Qq14SffaE6cuyGcOM9edrni2Yqt/MmfQG3dCmtmRTW7SpdSsWVmy0YhMrNlqzZtXS0QVHr179kLK+8biScP5kqIUQGD1KRJQYo8QkSozRokVERo46+shRJ584yWQTJ579PBZH+/45aCT5v6RNTGITH8/P4v4ZM4A3d/f4+vizm+JVvn5Tf1/jS8f7a+hlnFyCQLp4ioxX8QZvjxTntRLjv5nLfz8xfTIkfdpOdIbvcaWWa1ge0q9SS2W3zGxIa+PcrfKZyM/4XiO2hTulxjuZVIXEP0ifrypna8jXhxnT79GLmRIuxK0VTvmsRhFzLtq1ktpz1WKWqRZqn5tWSrvTAcdsy+ZnZ5BJcWuXyBZuX0Exz7JbLFuzWXFoHMtcceV6FbZQLAYlg9GFXO7d0pRephLm55/nkVC/CqE9nYVFNbu7D3gEBIzB9I7u1yB/IWa6leCOJMbmI97enH5VH1rfRJZllZr+QXILPo3zEhD4KAUwxZ0v5D89b7AUa2JCL/V6k713fP58/eG3Zrqo+yHxt6LN4tsbfN/huMO3bh+CBAmBeMYZJCSEI49AILCyGIBAhCp6BEKxZaCveZPqVdlETUNZYcCKMOFgAQSiDF12To4JhliIicpa8zrUvJBYifH0vSsGWbq2jyys87Pwy0Td0T7BBuwbaKJjRfFXUKsIXBPafvVBdTcAjvbzMVse7w4wYbegOZyO93QzwKs/v1/TRNVtSALuGjglXUIIyNiwOp8iuZskWjZN1KpKk9wK5xpyRih8px0MNpvYlLG5IcZ7F/Gn0myp3alEK5oCtjVsTHRkt1u10jPStr0Ug2l13JdW1RNRtQ6oXudRtyV38hvVbeGdxWrPTrJVq8vzsPNalV7la3BJ760U5mkb2/WUL5n7DKdrzwaLYKk4Ok0m3wfOSutwR/iGuZdK/YxNKKMZTEvDSO1wn+E0rxpX0ohnh6o5vQMVql1dZnZSQh0blYfmxH5AQKivwWPsj+FpOIvR5d1a3Xfxr/hHl4q0xhbuhdGcNGeQkW0UnzBH6gfousn3PN0qizJRbPBUgFoXc8AmIjHcd72zpm3dDqMuia5VbrhiH0SxahcPgyqWV8U8RVGYInHfJ7AtgcAhskGIQSBQ4hDZITAIaRS+sG45QqICBoMXHC47BEBNrnPL1W6FNavRMsFaZcsMUvmK0L3wfvQYmJlpdk9+HE6N+8mXCXdnJBEz4RMqCnPeDiXKLLbebSMLmhoPKonS0aSpEOej3HyX58aj2Z2pDTGLFvrj4EszeM1/TlyO/oPuovPeBlvHMSjqF7W3FraXspzdZ3bCkLHtkM4ETk1Xwe2yKB1CVRaUiV1VKJ82VXOajPQVfV10o/kXVKUNjFJj5ochJGnQBYYfozscVK7eaW1eTvCAKMeRgMFyikpkbDu4cpVdUjsYFtlhUifzurxYBo1n4bPOlbL3qqnoVCOJobCFvLImY2S/5R7Xc4oP1tQOgTbL2ZKwgdACUCBIZ+9NqENAjTuk5QXCVG9FFd2n4BJkY/jn2WdbKhSJMe8+IbREA9Lr53mb+ujgoS9nkU33UOC0cgL5hPCMR3oKeskph+Idyi+WJ4SidFh+4rRZ63SD6KTQRFEeK2PjFmIZ0RAKEBrL+GvvURmOqpCl0EG/ZQEJvPvc7a1DvSwkEUKzzDRx9Cn0+TrCw2d0U0QamCv5HkXyaEMIEkR+ESRBRIV6F0n4zxjjKb/DMeXurpUT2yNloieaw4+igpLxQjROe5eNlRJmBRhwvQ/CZSZRd8PA0UdnayV7QgqePnhl/1tPA8bJQohTcUs72tg/gQyRWAyNad6FQpg8kn/QC0Z7foOA2XF+5Zexl7/fDzXfV/MRz0i3xVR/XzuEspuFp6C7W64CT6J+uBZJekc0LKyr8zc8y6FncXhVSroRZ1Aun+YbzjhQS8m+rFj3w+8Kl/Kqfyu3u4LwHFRL6Zg7oa9+RPvuGqscFu09JmxyTqprekObh+v09lDljS/JV6zbG/Llo/lvr4I19Q7LLq1JafwTjRVrodb+r2+5Tmg7GG4DFxoYKkTjbwiNiYbMFiwIJ51oLSbwFRPbITYEydOwsFT9xWApgO4gzHTsHL5sv9rdjC/qokBKpbIu9tE8iiJQiya+06/VWNgE1P0+rcauHG7a6+fnZoXk5O0+LVkFYf9ocmJr9C/35+1oZRyOTVfm+x7bacPXxPaTo6J49kpiLfI27LoxZOx5zFE/ZipxD6AFmT1VxFKPfQ5aKwml/OW22Fix2+QwRPtQngqZhh4ypFR4oGyG565JfdyO080b3pi+NP/M2/PgW93HAp/2Toudx/5UK1Zw3P6gAnjg1IWoZzC48uVu37meJiFIFzB4c9OiVANWLmhy9x3nFHxy066WeC1RZkYo9P8SBVtnWhrjpnFFHeyLp5vnnhIUJQmZ/3i1Mqtq2qoER8JKAuW6p1X57Z0Z9TZ3UCWfrOpCNoAq2dFhSe2+caywEc5NeePVe9vZNvDZ6WavZr3xRnt8SbPdw7R8sHg15RDqb8yKfjRLycbI8t7qK2XdBm7XOpWqI/GVllRc6bKtt+FC760LjU0ZiA5RMwFEh/Rg6g66jDyGd3vVJNqnIbm1N798399ML8j2Zl+Ijm7x8fgm6/wCQBUBAYXfLFpw8cQkoBuPvaRVEDwYTRrhUbBl6dFDO/+6nOCSsqEBtyGBTiSCdKJdBoABgA5gLFFI7Db/+4OqZ3G42PHo9YjLMmUsBZiFxyR+F44ZmgKMkCqQkHBkPFx1xxULzR0NUkgwKKPDU811DHMAkAC5dqLrE8zY7QMU9KMLE+kkgwK2DwNaBgbgEzppxngtG/uXh/P68fXZZnxyblrEDmm2SLTa44DoqPEJ//Bj7beEFpdKZKilY4DT8XKsY7/L3OntLwtLPcAqlUWYndu7dz8PDzzcnzl2KJOdVrGyQZo7bS68ZtzprarlLHnrsc7uENabkjOV19uVnj+isVSxqjxSbSCA06GWHdKh8g5hUHKm8no7UhbYwwLMY7UNmEvRJ2SOHcrgdKW1C9+vv1B0s7YPSGt9APWuJMpMqDyxGbK5OMcmH00P6ajpsVvvxVAvztYXKvSJTa9THznU0zgYufHy2FNfx1oYSZ0PBqyMY/sLjzXLcyCOAY77BaoTIgGZQ+P6rg8N9WBYUP5cgDFE5BA3I4TiMekk6iLCLuyvnZKzdc98V/fPvlUl4ISBPUItOghOfVFeIzPyNfWP9eNddIEZ8bLEFOs4J4pXBMVHO+XD9eIn4KPbBx6q27FMOShOpU6vxfyhC2sGkBxQQ8AGwMRwSnDJAVWga+Fw2zTAnYdLDi/mAWsOLp0DdgcFTlEQ4pPZASAQdOg6AGjygD0GzDGCQ8brQHA3uUiIZSAnAuzbKQAxtgNZKQaO9dzIV/H5ZtrHlpI7WeqEJSOt0lF30lV0rzDXHpG1krmxLlMJkZ90XlpmLmuySTUfT1DLG6bczhjyq2WI73IME07Nhsxtjq3NpLsUR0ZyZKXVx3r3mLbmZeyV2+ll4syuf/meTtngQ/ol1rOMrJmdRu1PWR1CvBMImYBTdCZFnZEJPiO7A/r0T+jm7v8Z5+Wro1XVjvz8i/1Ed/lK/pfN0L0M2Hb+moux+bL5cpj3XtLkonjTn5uAdiEbd5ENQiuOci1Dbc+Gu77GFoNyw+vEzO2qyWtm6sbX/MzdsXZFE1rGdY9fPyEWY4uJun7S8uvWJ+bvt2qkyYpNBw5Xp4u6EwBxwnDB+yWaGRKEdMnLcAFcGSPyFqn/XdqdLcC5wvIIroE3q//7icoEkWchrHFaf9Rjnbnx3rppZZ4F2Kblwx0zvLcScweBBegf+NcJapbIdkljUUF5euXeEg+YwzrmFg38X3mU0UMhKNp1hIutmGISpRv3tX5uLRmDovRMCm1ugFyOT/IA7NQU46eMAOBheM6hr5lceb5DFrP985fDmsQSGrQ1En3QtIq4eIO7Vi6Ofkg86QHaNdtBOu2Rz5Zb8MsshvktusJ8gzpynfM2WdBK+CalbQBVSrSTWJShZWgsVtCFDtAqGhmv4bwAGeRayTlbHB22YvRw73iHKtKzt6DSgqF40ubOCO20ZwgGlx0yuswNB21leql0HocUzn/cUMlolH6acxOnyWghU8AczT7FW/6cZ5rfQBZRmEuEe1x7eEP0IAXGCckyswtgr/jxRLPvAQXAQDe52CZw/NFt+BpejJjcRsVC12kMrDcgM1AU2BB+ntFWNNgNQnBUMDyKa0nTuf+lJDOsvAn0PeazxRZDQevxa4Wa9k/NEUIfNFPG907kyNCjKbPQ56jfXsVdFlFo3KNUul9XyHDybtPhl78aV+xwu+6Zzd1OuG/q0Lw45o+6PCfU1TWlru8Z6uaZpY7eOer4s/cvWFjh5tmZlFbk+u4r7dRXaqi3M5R0dbXJtJnQigzxI4Q4IQ7bVwx1uX4VSro8OzNbpjc6wWTQBi21QUstVc7BKBQpDPLW6/2JMA6j/qqPoXkfrNbOo6SLoyGzgS0HiwkkAiZgiAkYYoggJmCIIYIYIoiAG6Y1GjZoqaWSWiqpRMb8C2dSGORNhXcnoDAK+qvNR+k9qFg3Z0kHNfydWad78WAP09BDZw+dnZU9dHZWdlZWVPbQ2VnZWVlR2VlZUVlRcYkwa+w4GIgJGGKIIIYIIoAghggigCACCLB0bToXTy2VVEJJJZRwmdNiC4MU2gysIAqy7GmgQle810WXa5b5KsUUvz2y02/pl6qOHanHSOERybxaV2Of7MRuMuqLPoVXvPT1vuK3RjP5nt6V673w3Ss9HSGSSpaMucaE1ENhFmo0EVrhE5JoUdUsojElVhFo3pKcKCIehdaWmNc+QVoiUOLRgn751pHasr274onYN8FotJ2j40XbNx0rAjMwQXlEqAY4TSCtP1Ns+nwdZmTSYJZo6qhos8ems8AheQuBTMfDoQuWBMN0tlB9YQPg8Hv+GnPgCjAPJ2RZoFOr0fa7m6pua8h6CqS9MY+vPGunw6S6/rkt8g8sGvfydSvx69Y6lu8V5Vu9wq1ld2StupuelpW9L/s6Ws6b/LN6k5psJxDELXpt49yJD0UvqP7uJrN21HRywlFmy48iKsRuWezIIei3ct7F6T2OIuqcVpA+RhHl4d94t+62O24xg7clIX16LcpuH+tcy/xMW88zrOg+nmJXL90k5PupUgB5EiuoqGJA+WyCBDPFTtW0HkAXFgJ6ZVzHD80QudWt6dxj55KTLh4+V2WtKBsYu9imT+qV7eVSLlLjUpzFWJWx+yHGsW6sJwqAoIqGv1xLgoSWFf98TeoNBj5IyHoMryo+YO2GXrV8RFm4LXhtXDKf/yMJbjmpZgCQyEFhYAgUwGPL9TAAQCLVArVn3gIkbaaOEc1G6iG65aN+AAgQxH4wcSRVi2Yub1vgsm3JqVoTYsvlEVdGtg1hmEQfIBQGF4Lp1kzG81++mzMQLHpQWDgSDfTY8RROQLBotUTfWL+tGSeMjgxz4zgXTSTsji8ERIJDyf6w8anS6+rYeATGSuPJGGEaCkcC0Vg8FA4fy/9fFXdpX7YL50N/l7a7f43AV7I3giAgJAbW1BBpAXhsLA5FYfJUBUPbGFnomkBAyH6nXiQojiXIvmzPUBMraPbt8HbJYwwnaPvLQbSmYKoq0lYDhKkyueNFL4HovcfoX/lMc5d+RLkLN4OAkBhdkxA0AAOLg0hqvJRh0jCMLHQtICBkv1MvERTHEmRftmeoiVU1+3Z4u+QxhhO0/eXgtQOWV7a46kB46ju9rCUcCZO6g70wnYxYIpMrkP/pI1XXwG0JyRRKjQr7wCiz7fWcr685RUblmOseEi0Hmy8IAgiEYATFcEJ564A30Alo2uE4juNvPH9+93MvLQm3vHLmNjdvwqPePCC8Yd9UwdzRvl4+ftX67+z2/03XJnMw/jfsPXb156N0k0RSeWwKmVwMzCMiaSgii6g8LwkF+nVcd3XJ57sRLnGONL1ibmzOFnHAX9Dtuz+JOzbnsdn+uvZ19me+h72yxZvjMA/F7QVtOCW2ja4KWkWHayuvXzZCH8Xav+jPvlClcFn55310OjGa+ic/ZbaJEoYTJEUzPPbTffT8e4HrbcOrvaxoyXw5t/sXnnowW/p+ICAEYzgykTMHh8l7HjHkkz39q1t+RvLXkdpPzy/lrFfqsVCLDI/V9Zjs+1mj4YTLNed9N5Cwa79a3x1nUh5td8x6E3a/CjBE4amkTIRQDCdIyjMBT4CcGtsHACHYYHi3u//vLu5k735rMx23MwmA43DUwt4R3rTdxhldp2PRUUIINmSskV7Y4l4VCPaaSnIpKIZZqSOBXJJHgRnAgPTePDEZHkiDvGFTdS2IaQ5QWfAmtbgrgoY4T3Tt7QeeKDhheWSZpFUFGk9N2tPWHcahxS0Ni1NRvbA5YEi1CjkONg8OHwAMCUtG2+7MCArGdohTFQWFIViUHUrSGLDusJqVNPuVNS2mOWBQuYpIYtw6cK4AHmSNBTamEziVNFDUFae9dU5qI3jrgOzH/jjUsacY3N8L45vvP4v9ahO83r5bcrVRJ7nefkaS/ccjy/HaXE/ipW1EGaCFvG9nTcRIGttI54HroENUI0QHXlFS2Vy9Gi0uJETqAKWDsOjZt8MQgF243t+bwg+4xA9T3gSAfPwg5jmIudPUk4hZRcyGK+ecc84555xz3tBaa6211lprrbUuMMYYY4wxxhjjywOaBzF3mnoSMauI2QCllFJKKaWUUlqWUkoppZRSSillASGEEEIIIYQQXh4gloWYO009iZhVxGyAMcYYY4wxxhgrK6WUUkoppZRSquBTVVVVLw9uQDIQc6epJxGzipgNEEIIIYQQQgghZSGEEEIIIYQQQhQAAAAAAAAAAMAH17I+kUcP9aTfycMQXCPDVGSQ0kPGR9zEn0vr4XynP3joQGGChVJ5wJ6d3wqob74++lrpt2WeTGZl/wKL6g0ZYZ9/Ft2Pv9bwH1w19t8u1H76H689/Xk79prXGz8DnCcjYVSufX9NO8IiEbXV2DeLaFRbsHQS53IlXa7NG4oDca75b3BRFpvw4wVYpoPjkXw5I+8XlA3i4JYBUZKpFSePQ1ECClMYJYnhuhjkR055kXKDkhO+AdkhWT6FTGcAQ+cWSHcaZBdK8yzVGsIZC5ZsfQ9He0+iCSWYRRmPQ5xBrDEmRleidexROkTqW+GADrBfu3FObexVqYSpQ9gtE6KAYGVgQbIJ2yUYQfwerkQmgAf+AsyPH8BGbo0PR403txXWcR6s5WhYw8Lc0ePghhg8Q40rsw6mGR2mGAom6RuO9IhxiiMWZsoCZnAL2PczmJ5i12sfbbJjkCUrIU2GEAWPg1nggeeuA9eZANviR6rsgSLfAhp9Et8tkXUQcWLeCN/zgp/TcPgMoPEmIOYWQLUpKHbbAG9QAVSnXfLHelt6sztZD8d3dbP2wV2Ec3b+DuPj7W07Qa++peYt31IXLxThNHdS2c3tVE6ineh86lnlOHdU2c/tVXROVc6io2gvUtFh7qCynduqHERbUaFE8GqXrtFDKLtBZZrFwMpfg+4+601CZzAqoefXqJTXPhM9EH1///0YVB/goZL/VaC2kJnD0W9JcdTViGU5pwpoXR86S02e3enC2iNBcViVs/FaIymszjeAm3s=)
    format('woff2');
}

:root {
  --color-background: #191512;
  --color-surface: #211c19;
  --color-chrome: #241e1a;
  --color-border: #2f2823;
  --color-text: #f4efe9;
  --color-text-body: #c9c0b7;
  --color-text-secondary: #a79d94;
  --color-muted: #948a81;
  --color-accent: #e0724b;
  --color-success: #61c454;
  --color-light-background: #faf7f2;
  --color-light-surface: #f4efe6;
  --color-light-chrome: #ede4d6;
  --color-light-text: #1a1815;
  --color-light-text-body: #3d3630;
  --color-light-text-secondary: #5c544b;
  --color-light-muted: #726b62;
  --color-light-accent: #a4471c;
  --color-light-success: #2d6b22;
  --color-light-border: #e4dcd0;
  --space-xs: 6px;
  --space-sm: 12px;
  --space-md: 18px;
  --space-lg: 24px;
  --space-xl: 30px;
  --space-frame-top: 44px;
  --space-frame-inline: 52px;
  --space-frame-bottom: 38px;
  --type-display-family: Noto Sans Mono, DejaVu Sans Mono, monospace;
  --type-display-size: 34px;
  --type-display-lh: 1.3;
  --type-page-display-family: Noto Sans, DejaVu Sans, sans-serif;
  --type-page-display-size: 52px;
  --type-page-display-lh: 1.1;
  --type-heading-family: Noto Sans Mono, DejaVu Sans Mono, monospace;
  --type-heading-size: 19px;
  --type-heading-lh: 1.3;
  --type-body-family: Noto Sans Mono, DejaVu Sans Mono, monospace;
  --type-body-size: 16px;
  --type-body-lh: 1.65;
  --type-label-family: Noto Sans Mono, DejaVu Sans Mono, monospace;
  --type-label-size: 12px;
  --type-label-lh: 1.45;
  --type-code-family: Noto Sans Mono, DejaVu Sans Mono, monospace;
  --type-code-size: 14.5px;
  --type-code-lh: 1.3;
  --radius-frame: 12px;
  --radius-panel: 10px;
  --radius-action: 7px;
  --radius-pill: 999px;
  --radius-marker: 999px;
}

[data-theme='light'] {
  --color-background: var(--color-light-background);
  --color-surface: var(--color-light-surface);
  --color-chrome: var(--color-light-chrome);
  --color-text: var(--color-light-text);
  --color-text-body: var(--color-light-text-body);
  --color-text-secondary: var(--color-light-text-secondary);
  --color-muted: var(--color-light-muted);
  --color-accent: var(--color-light-accent);
  --color-success: var(--color-light-success);
  --color-border: var(--color-light-border);
}

/* status
   A dot and a word, not a pill. A bordered uppercase chip is a second
   vocabulary for a fact the dot already carries, so the marker is the only
   status shape and `.is-done` is the only variant. */

.status {
  display: inline-flex;
  align-items: center;
  gap: 0.42rem;
  font-size: 0.75rem;
  font-weight: 500;
  letter-spacing: 0;
  text-transform: none;
  color: var(--color-muted);
  white-space: nowrap;
}

.status::before {
  content: '';
  width: 6px;
  height: 6px;
  flex: none;
  border-radius: var(--radius-marker);
  background: var(--color-border);
}

.status.is-done::before {
  background: var(--color-accent);
}

/* scrollbar
   Every scrolling region takes the same bar, the page included. Scoping it
   to one component leaves its neighbors on the browser default, which is
   what reads as two designs on one page. `scrollbar-color` covers Firefox
   and the `::-webkit-` rules cover the rest, both from the same two tokens
   so the two engines cannot drift apart. */

* {
  scrollbar-width: thin;
  scrollbar-color: var(--color-border) transparent;
}

*::-webkit-scrollbar {
  width: 10px;
  height: 10px;
}

*::-webkit-scrollbar-track {
  background: transparent;
}

*::-webkit-scrollbar-thumb {
  border-radius: var(--radius-marker);
  background: var(--color-border);
  /* Inset by painting a border in the page color, which is what keeps the
     thumb off the edges without a second element. */
  border: 3px solid var(--color-background);
}

*::-webkit-scrollbar-thumb:hover {
  background: var(--color-muted);
}

*::-webkit-scrollbar-corner {
  background: transparent;
}

/* teach-chrome
   The masthead, breadcrumb, jump menu, theme toggle, progress track, and footer
   navigation shared by every teach page. Recovered from two gitignored
   course.css files that predate a regression that dropped this layer from the
   generator, and rewritten onto this module's tokens rather than the
   incompatible palette they carried. See .claude/wireframes/teach/chrome.md for
   the shape. */

:root {
  --teach-sans: 'Nunito', ui-rounded, 'Segoe UI', system-ui, sans-serif;
  --teach-hand: 'Virgil', 'Nunito', cursive;
  --teach-mono: 'Cascadia Code', ui-monospace, monospace;
  --teach-measure: 52rem;
  --teach-chrome: 52rem;
  --teach-wide: 64rem;
  --teach-mast-h: 4.4rem;
  --teach-shadow: 0 1px 2px rgba(20, 20, 20, 0.04);
  --color-teach-accent-bg: color-mix(
    in srgb,
    var(--color-accent) 14%,
    var(--color-background)
  );

  /* Aliases for the retired teach palette. Every already-written lesson draws
     its hand-authored diagrams with fill and stroke values pinned to these
     names directly in the SVG markup, which this rewrite cannot reach without
     editing lesson content the same pass that recovered the chrome was asked
     not to touch. */
  --panel: var(--color-surface);
  --rule: var(--color-border);
  --ink: var(--color-text-body);
  --ink-soft: var(--color-text-secondary);
  --ink-faint: var(--color-muted);
  --accent: var(--color-accent);
  --accent-bg: var(--color-teach-accent-bg);
}

@media (prefers-color-scheme: dark) {
  :root:not([data-theme='light']) {
    --teach-shadow: none;
  }
}

:root[data-theme='dark'] {
  --teach-shadow: none;
}

/* No horizontal padding on the body, so the sticky bar reaches both window
   edges. The gutter moves onto `main`, which is the only thing that needed it. */
body {
  margin: 0;
  padding: 0 0 7rem;
  background: var(--color-background);
  color: var(--color-text-body);
  font-family: var(--teach-sans);
  font-size: 1.125rem;
  line-height: 1.62;
  -webkit-font-smoothing: antialiased;
}

/* The bar row and the text column resolve to the same 52rem content box, so a
   listing page and a lesson start at the same left edge as the chrome above
   them. A narrower `.wide-body` was what put the navigation and the content on
   two different measures. */
main {
  max-width: calc(var(--teach-measure) + 3rem);
  margin: 0 auto;
  padding: 2.25rem 1.5rem 0;
}
.wide-body {
  max-width: calc(var(--teach-measure) + 3rem);
}

.bar {
  position: sticky;
  top: 0;
  z-index: 30;
  background: var(--color-background);
  border-bottom: 1px solid var(--color-border);
  padding: 0 1.5rem;
}

.mast {
  max-width: var(--teach-chrome);
  margin: 0 auto;
  padding: 0.8rem 0 0.7rem;
  display: flex;
  justify-content: space-between;
  align-items: center;
  gap: 1rem;
  font-size: 0.8125rem;
  color: var(--color-muted);
}

.mast a {
  color: var(--color-accent);
  text-decoration: none;
  font-weight: 600;
}
.mast a:hover {
  text-decoration: underline;
}

.theme {
  font-family: var(--teach-sans);
  font-size: 0.75rem;
  font-weight: 600;
  color: var(--color-muted);
  background: transparent;
  border: 1px solid var(--color-border);
  border-radius: 99px;
  padding: 0.25rem 0.7rem;
  cursor: pointer;
}

.theme:hover {
  border-color: var(--color-accent);
  color: var(--color-accent);
}

.nav {
  width: 100%;
  margin: 0;
  display: flex;
  gap: 0.6rem;
}

.nav > a,
.nav > span {
  flex: 1;
  padding: 0.65rem 0.95rem;
  border: 1px solid var(--color-border);
  border-radius: 8px;
  text-decoration: none;
  color: var(--color-text-body);
  font-size: 0.9375rem;
  font-weight: 600;
  line-height: 1.3;
  box-shadow: var(--teach-shadow);
  transition:
    border-color 0.12s,
    background 0.12s;
}

.nav > a:hover {
  border-color: var(--color-accent);
  background: var(--color-teach-accent-bg);
}
.nav > .end {
  color: var(--color-muted);
  border-style: dashed;
  font-weight: 400;
  box-shadow: none;
}

.nav .lbl {
  display: block;
  font-size: 0.6563rem;
  font-weight: 700;
  letter-spacing: 0.09em;
  text-transform: uppercase;
  color: var(--color-muted);
  margin-bottom: 0.15rem;
}

.nav > a:hover .lbl {
  color: var(--color-accent);
}
.nav .to-next {
  text-align: right;
}
.nav .to-index {
  flex: 0 0 auto;
  text-align: center;
}
.nav-foot {
  margin: 4.5rem 0 0;
}

/* ---- Masthead contents ---- */

/* Sticky position and stacking both live on `.bar` now, so nothing here
   restates either. */
/* A breadcrumb rather than a row of links. The gap tightens because the
   separators now carry the spacing the gap used to. */
.mast-left {
  display: flex;
  align-items: center;
  gap: 0.4rem;
  flex-wrap: wrap;
}

/* `--rule` measured 1.27:1 here. It is a border token, and a border is a
   shape a reader infers rather than a glyph they resolve, so it is the wrong
   value for a character even a decorative one. */
.crumb-sep {
  color: var(--color-muted);
  font-size: 0.9375rem;
  user-select: none;
}

/* One arrow, on the first segment, since that is the only one that goes up. */
.crumb-back {
  margin-right: 0.3rem;
  font-size: 0.9375rem;
  line-height: 1;
}

.crumb {
  display: inline-flex;
  align-items: center;
}

/* The label and its caret are one segment visually and two controls in fact:
   the label navigates, the caret opens the menu. */
.crumb-item {
  display: inline-flex;
  align-items: center;
  gap: 0.1rem;
}

.crumb-here {
  color: var(--color-text);
  font-weight: 600;
}

/* The caret is now the whole control, so it carries the 24 pixel minimum on
   its own rather than inheriting a label's width. */
.crumb-item > .jump > summary {
  min-width: 1.5rem;
  min-height: 1.5rem;
  display: inline-flex;
  align-items: center;
  justify-content: center;
  padding: 0;
  border: 0;
  background: transparent;
}

.crumb-item > .jump > summary:hover {
  background: var(--color-surface);
  border-radius: 5px;
}

/* A bar link is its own tap target rather than a line of text, so it carries
   the 24 pixel minimum the a11y rule sets. */
.mast a,
.mast summary {
  min-height: 1.6rem;
  display: inline-flex;
  align-items: center;
}

.mast .pos {
  font-family: var(--teach-mono);
  font-size: 0.75rem;
  color: var(--color-muted);
}

.mast-right {
  display: flex;
  align-items: center;
  gap: 0.85rem;
}

.theme {
  width: 1.9rem;
  height: 1.9rem;
  display: inline-flex;
  align-items: center;
  justify-content: center;
  padding: 0;
  border: 1px solid var(--color-border);
  border-radius: 99px;
  background: transparent;
  color: var(--color-muted);
  cursor: pointer;
}

.theme:hover {
  border-color: var(--color-accent);
  color: var(--color-accent);
}
.theme svg {
  width: 0.95rem;
  height: 0.95rem;
  display: block;
}
.theme .moon {
  display: none;
}
:root[data-theme='dark'] .theme .sun {
  display: none;
}
:root[data-theme='dark'] .theme .moon {
  display: block;
}

@media (prefers-color-scheme: dark) {
  :root:not([data-theme='light']) .theme .sun {
    display: none;
  }
  :root:not([data-theme='light']) .theme .moon {
    display: block;
  }
}

/* ---- Track: where you are in the course ---- */

/* The track rides inside the bar, so it needs no sticky position, no seam
   overlap, and no stacking context of its own. */

.track {
  display: flex;
  gap: 0.25rem;
  max-width: var(--teach-chrome);
  margin: 0 auto;
  padding: 0 0 0.75rem;
}

.track i {
  flex: 1;
  height: 3px;
  border-radius: 2px;
  background: var(--color-border);
}

.track i.done {
  background: var(--color-accent);
}
.track i.here {
  background: var(--color-accent);
  box-shadow: 0 0 0 2px var(--color-teach-accent-bg);
}

/* ---- Footer navigation, the only place it appears ---- */

.nav {
  margin: 4rem 0 0;
  align-items: stretch;
}

.nav > a,
.nav > span {
  display: flex;
  flex-direction: column;
  justify-content: center;
}

.nav .arrow {
  font-family: var(--teach-mono);
  color: var(--color-muted);
  padding-right: 0.35rem;
}

.nav > a:hover .arrow {
  color: var(--color-accent);
}

/* ---- Jump menu: random access, where the foot nav is sequential ---- */

.jump {
  position: relative;
}

.jump summary {
  list-style: none;
  cursor: pointer;
  font-family: var(--teach-mono);
  font-size: 0.75rem;
  color: var(--color-muted);
  padding: 0.25rem 0.55rem;
  border: 1px solid transparent;
  border-radius: 6px;
  display: inline-flex;
  align-items: center;
  gap: 0.4rem;
}

.jump summary::-webkit-details-marker {
  display: none;
}
.jump summary:hover {
  border-color: var(--color-accent);
  color: var(--color-accent);
}
/* The caret says "this is a menu" and nothing else. It used to flip to say
   "the menu is open", which the open panel underneath already says, so the
   motion carried no information a reader could not already see. */
.jump summary .caret {
  opacity: 0.55;
}
.jump summary:hover .caret {
  opacity: 1;
}
.jump[open] summary {
  border-color: var(--color-accent);
  color: var(--color-accent);
}
.jump[open] summary .caret {
  opacity: 1;
}

.jump-list {
  position: absolute;
  top: calc(100% + 0.4rem);
  left: 0;
  z-index: 20;
  min-width: 21rem;
  background: var(--color-background);
  border: 1px solid var(--color-border);
  border-radius: 9px;
  box-shadow: 0 8px 24px rgba(0, 0, 0, 0.14);
  padding: 0.35rem;
  list-style: none;
  margin: 0;
}

:root[data-theme='dark'] .jump-list {
  box-shadow: 0 8px 28px rgba(0, 0, 0, 0.5);
}

.jump-list a {
  display: grid;
  grid-template-columns: 1.65rem 1fr auto;
  gap: 0.7rem;
  align-items: center;
  padding: 0.45rem 0.55rem;
  border-radius: 6px;
  text-decoration: none;
  color: var(--color-text-body);
  font-size: 0.875rem;
}

.jump-list a:hover {
  background: var(--color-surface);
}
.jump-list .n {
  font-family: var(--teach-mono);
  font-size: 0.75rem;
  color: var(--color-muted);
}
.jump-list .dot {
  width: 6px;
  height: 6px;
  border-radius: 99px;
  background: var(--color-border);
}
.jump-list .dot.done {
  background: var(--color-accent);
}
.jump-list li.at a {
  background: var(--color-teach-accent-bg);
}
.jump-list li.at .n {
  color: var(--color-accent);
}
.jump-list li.soon a {
  color: var(--color-muted);
}

.jump.ws summary {
  color: var(--color-text-secondary);
}

.jump-list li.all {
  border-top: 1px solid var(--color-border);
  margin-top: 0.25rem;
  padding-top: 0.25rem;
}
.jump-list li.all a {
  color: var(--color-accent);
}
.jump-list li.all .n {
  color: var(--color-accent);
}

/* The menu is `min-width: 21rem` and anchored to its summary, which puts its
   right edge 35 pixels past a 390 pixel viewport. Clamping the width and
   letting a long row wrap keeps it on screen without a breakpoint. */
.jump-list {
  min-width: min(21rem, calc(100vw - 2rem));
  max-width: calc(100vw - 2rem);
}

/* The route back to the full listing sits above the workspaces it lists. */
.jump-list li.head a {
  color: var(--color-text-secondary);
  font-weight: 600;
}
.jump-list li.head {
  border-bottom: 1px solid var(--color-border);
  margin-bottom: 0.3rem;
  padding-bottom: 0.3rem;
}

/* An unwritten lesson and a stub workspace are inert, so they render inert.
   Reduced opacity alone reads as a rendering fault, so the cursor says it too. */
.jump-list li.soon a,
.toc li.soon a,
[aria-disabled='true'] {
  opacity: 0.55;
  cursor: not-allowed;
  pointer-events: none;
}

@media (max-width: 640px) {
  .bar {
    padding: 0 1rem;
  }
  main {
    padding-left: 1rem;
    padding-right: 1rem;
  }
  .mast {
    font-size: 0.75rem;
    gap: 0.5rem;
  }
  .mast-left {
    gap: 0.5rem;
    row-gap: 0.35rem;
  }
}

@media (max-width: 640px) {
  .jump-list {
    position: fixed;
    left: 1rem;
    right: 1rem;
    top: auto;
    min-width: 0;
    max-width: none;
  }
}

/* teach-article
   The base reading-column styles a teach page renders prose in: type, panels,
   code, callouts, tables, the workspace contents listing, and the focus ring.
   Recovered alongside teach-chrome from the same two files. */

/* ---- Type ---- */

h1 {
  font-size: 2.15rem;
  line-height: 1.14;
  font-weight: 800;
  letter-spacing: -0.022em;
  margin: 0 0 0.55rem;
  text-wrap: balance;
}

h2 {
  font-size: 1.3rem;
  font-weight: 700;
  letter-spacing: -0.012em;
  margin: 3rem 0 0.85rem;
}

h3 {
  font-size: 1.03rem;
  font-weight: 700;
  margin: 1.9rem 0 0.4rem;
}

p {
  margin: 0 0 1.15rem;
}

.lede {
  font-size: 1.1875rem;
  line-height: 1.5;
  color: var(--color-text-secondary);
  margin-bottom: 2rem;
}

a {
  color: var(--color-accent);
}

em {
  font-style: italic;
}

/* ---- Panels ---- */

.assumes,
.progress {
  font-size: 0.8438rem;
  line-height: 1.7;
  color: var(--color-text-secondary);
  background: var(--color-surface);
  border-radius: 7px;
  padding: 0.9rem 1.15rem;
  margin: 0 0 2.5rem;
}

.assumes b,
.progress b {
  display: block;
  color: var(--color-muted);
  font-weight: 700;
  letter-spacing: 0.06em;
  text-transform: uppercase;
  font-size: 0.6875rem;
  margin-bottom: 0.2rem;
}

/* ---- Code ---- */

code {
  font-family: var(--teach-mono);
  font-size: 0.85em;
  background: var(--color-surface);
  padding: 0.13em 0.38em;
  border-radius: 4px;
}

pre {
  font-family: var(--teach-mono);
  font-size: 0.8125rem;
  line-height: 1.7;
  background: var(--color-surface);
  padding: 1.15rem 1.3rem;
  border-radius: 7px;
  overflow-x: auto;
  margin: 0 0 1.5rem;
}

pre code {
  background: none;
  padding: 0;
  font-size: 1em;
}

/* ---- Callout ---- */

.hard {
  background: var(--color-teach-accent-bg);
  border-radius: 7px;
  padding: 1.1rem 1.3rem;
  margin: 2rem 0;
}

.hard-label {
  font-family: var(--teach-hand);
  font-size: 1.0625rem;
  color: var(--color-accent);
  display: block;
  margin-bottom: 0.35rem;
}

.hard p:last-child {
  margin-bottom: 0;
}

/* ---- Tables ---- */

table {
  width: 100%;
  border-collapse: collapse;
  font-size: 0.875rem;
  margin: 0 0 1.5rem;
}
th,
td {
  text-align: right;
  padding: 0.55rem 0.7rem;
  border-bottom: 1px solid var(--color-border);
}
th:first-child,
td:first-child {
  text-align: left;
}

th {
  font-weight: 700;
  font-size: 0.75rem;
  letter-spacing: 0.04em;
  text-transform: uppercase;
  color: var(--color-muted);
  border-bottom-color: var(--color-border);
}

tbody tr.mark td {
  background: var(--color-teach-accent-bg);
}
.scroll {
  overflow-x: auto;
}

/* ---- Contents ---- */

.toc {
  list-style: none;
  padding: 0;
  margin: 0 0 2.5rem;
}
.toc li + li {
  border-top: 1px solid var(--color-border);
}

.toc a {
  display: grid;
  grid-template-columns: 2.25rem 1fr auto;
  gap: 0 1.1rem;
  align-items: baseline;
  padding: 1rem 0.7rem;
  text-decoration: none;
  color: var(--color-text-body);
  border-radius: 7px;
}

.toc a:hover {
  background: var(--color-surface);
}
.toc .num {
  font-family: var(--teach-mono);
  font-size: 0.8125rem;
  color: var(--color-accent);
}
.toc b {
  font-size: 1.0625rem;
  font-weight: 700;
  letter-spacing: -0.012em;
}

.toc .blurb {
  grid-column: 2;
  font-size: 0.9375rem;
  line-height: 1.5;
  color: var(--color-text-secondary);
  margin-top: 0.1rem;
}

/* A dot and a word, not a pill. The jump menus already say written and
   planned with a filled or hollow dot, so the bordered uppercase badge was a
   second vocabulary for a fact the design system already had one for. Sentence
   case and no tracking, per the UI copy rule. */
.toc .state {
  display: inline-flex;
  align-items: center;
  gap: 0.42rem;
  font-size: 0.75rem;
  font-weight: 500;
  letter-spacing: 0;
  text-transform: none;
  color: var(--color-muted);
  white-space: nowrap;
}

.toc .state::before {
  content: '';
  width: 6px;
  height: 6px;
  border-radius: 99px;
  background: var(--color-border);
  flex: none;
}

.toc .state.done {
  color: var(--color-text-secondary);
}
.toc .state.done::before {
  background: var(--color-accent);
}
.toc .state.next {
  color: var(--color-text-secondary);
}
.toc .state.next::before {
  background: var(--color-accent);
}

/* A link leaving the page says so with a mark beside it rather than with a
   badge spelling out the sentence. */
.toc .ext {
  font-size: 0.875rem;
  color: var(--color-muted);
  margin-left: 0.35rem;
}

.toc a:hover .ext {
  color: var(--color-accent);
}

ol.succ {
  margin: 0 0 2.5rem;
  padding-left: 1.35rem;
  font-size: 0.9375rem;
  line-height: 1.6;
  color: var(--color-text-secondary);
}

ol.succ li {
  margin-bottom: 0.4rem;
}
.toc li.soon b {
  color: var(--color-muted);
  font-weight: 400;
}

/* ---- Focus is one token, and it is the accent ---- */

:where(a, button, summary, input, .opt):focus-visible {
  outline: 2px solid var(--color-accent);
  outline-offset: 2px;
  border-radius: 5px;
}

/* A summary carries its own border, so the ring sits outside it rather than
   doubling the box. */
.jump summary:focus-visible {
  outline-offset: 1px;
}

/* The browser default ring is white on a dark ground, which reads as a second
   accent. Suppressing it only where the token above replaces it. */
:where(a, button, summary, input, .opt):focus:not(:focus-visible) {
  outline: none;
}

@media (max-width: 640px) {
  body {
    font-size: 1.0625rem;
  }
}

/* The week plan. Its markup shipped with no rule matching any of its five
   classes, so it rendered as a run of inline spans with the ordinal, the
   title, the description, and the duration all touching. */

.road {
  margin: 1.75rem 0 2.5rem;
}

.road-row {
  display: grid;
  grid-template-columns: 1.75rem 1fr auto;
  gap: 0.9rem;
  align-items: baseline;
  padding: 0.85rem 0;
  border-bottom: 1px solid var(--color-border);
}

.road-row:last-child {
  border-bottom: 0;
}

.road-n {
  font-family: var(--teach-mono);
  font-size: 0.8125rem;
  color: var(--color-accent);
}

.road-b {
  display: block;
}
.road-b b {
  display: block;
  margin-bottom: 0.2rem;
}
.road-b span {
  color: var(--color-text-secondary);
  font-size: 0.9375rem;
  line-height: 1.55;
}

.road-t {
  font-family: var(--teach-mono);
  font-size: 0.75rem;
  color: var(--color-muted);
  white-space: nowrap;
}

/* The closing line is a paragraph rather than a row, so it keeps the column
   the rows set rather than sitting flush against the measure. */
.road + p > b:first-child {
  color: var(--color-text);
}

@media (max-width: 640px) {
  .road-row {
    grid-template-columns: 1.5rem 1fr;
  }
  .road-t {
    grid-column: 2;
  }
}

/* teach-quiz
   The recognition quiz a lesson embeds: the option list, its right/wrong/chosen
   states, and the feedback block. `canon teach nav` layers a small stepper block
   of its own on top of this for the non-legacy option shape. */

/* ---- Quiz ---- */

.quiz {
  margin-top: 3rem;
  border-top: 1px solid var(--color-border);
  padding-top: 1.75rem;
}
.quiz > h2:first-child {
  margin-top: 0;
}
.q {
  margin: 0 0 2.5rem;
}
.q-stem {
  font-weight: 700;
  margin-bottom: 0.85rem;
}

.opt {
  display: flex;
  gap: 0.75rem;
  align-items: baseline;
  border: 1px solid var(--color-border);
  border-radius: 8px;
  padding: 0.7rem 0.95rem;
  margin-bottom: 0.45rem;
  cursor: pointer;
  font-family: var(--teach-sans);
  font-size: 0.9375rem;
  background: transparent;
  width: 100%;
  text-align: left;
  color: inherit;
  line-height: 1.45;
  box-shadow: var(--teach-shadow);
}

.opt::before {
  content: attr(data-k);
  font-family: var(--teach-mono);
  font-size: 0.7188rem;
  color: var(--color-muted);
  border: 1px solid var(--color-border);
  border-radius: 5px;
  padding: 0.05rem 0.38rem;
  flex: 0 0 auto;
}

.opt:hover {
  border-color: var(--color-accent);
  background: var(--color-teach-accent-bg);
}
.opt[data-state='right'] {
  border-color: var(--color-accent);
  background: var(--color-teach-accent-bg);
}
.opt[data-state='right']::before {
  color: var(--color-accent);
  border-color: var(--color-accent);
}
.opt[data-state='wrong'] {
  opacity: 0.38;
}

/* The option the learner actually picked stays legible and says so.
   A wrong pick that fades like an option nobody considered destroys the
   contrast between what they thought and what is true, which is the
   moment the correction lands. */

.opt[data-state='chosen'] {
  opacity: 1;
  border-color: var(--color-muted);
  border-style: dashed;
}

.opt[data-state='chosen']::after {
  content: 'your answer';
  margin-left: auto;
  font-size: 0.6563rem;
  font-weight: 700;
  letter-spacing: 0.07em;
  text-transform: uppercase;
  color: var(--color-muted);
  align-self: center;
}

.opt[data-state='right']::after {
  content: 'correct';
  margin-left: auto;
  font-size: 0.6563rem;
  font-weight: 700;
  letter-spacing: 0.07em;
  text-transform: uppercase;
  color: var(--color-accent);
  align-self: center;
}

.fb {
  display: none;
  font-size: 0.9375rem;
  line-height: 1.55;
  color: var(--color-text-secondary);
  background: var(--color-surface);
  border-radius: 7px;
  padding: 0.85rem 1.05rem;
  margin-top: 0.55rem;
}

.fb.show {
  display: block;
}
.fb b {
  color: var(--color-text);
  font-weight: 700;
}

footer {
  margin-top: 4rem;
  padding-top: 1.4rem;
  border-top: 1px solid var(--color-border);
  font-size: 0.8125rem;
  line-height: 1.6;
  color: var(--color-muted);
}

/* teach-glossary
   The filterable glossary view a workspace root carries: the term count, the
   filter input, and the scrolling term list. */

/* ---- Glossary view, generated from the markdown source ---- */

h2 .count {
  font-family: var(--teach-mono);
  font-size: 0.75rem;
  font-weight: 400;
  color: var(--color-muted);
  border: 1px solid var(--color-border);
  border-radius: 99px;
  padding: 0.1rem 0.5rem;
  margin-left: 0.5rem;
  vertical-align: middle;
}

.filter {
  width: 100%;
  font-family: var(--teach-sans);
  font-size: 0.9375rem;
  color: var(--color-text-body);
  background: var(--color-background);
  border: 1px solid var(--color-border);
  border-radius: 7px;
  padding: 0.55rem 0.8rem;
  margin: 0 0 1rem;
}

/* Scoped to pointer focus. Written as `.filter:focus` it outranked the
   `:where(...)` focus token, whose specificity is zero, and the filter was the
   one control on the page that a keyboard reached with no ring at all. */
.filter:focus {
  border-color: var(--color-accent);
}
.filter:focus:not(:focus-visible) {
  outline: none;
}
.filter::placeholder {
  color: var(--color-muted);
}

/* A fixed scroll region rather than a collapsing list. Filtering a list that
   sets page height makes the page jump under the reader, and the same fixed
   region is what lets the glossary grow past what one screen shows without
   the page growing with it. */

/* A scroll region is a tab stop in its own right, so it takes the same ring
   as everything else rather than the browser's white default. */
.gloss:focus-visible {
  outline: 2px solid var(--color-accent);
  outline-offset: 3px;
  border-radius: 5px;
}

.gloss {
  height: clamp(14rem, 46vh, 32rem);
  overflow-y: auto;
  margin-bottom: 2.5rem;
  border-bottom: 1px solid var(--color-border);
  scrollbar-width: thin;
}

/* Scrollbar styling is global rather than per component. It was scoped to the
   glossary, so the outline rail, the code blocks, and the scrolling tables all
   fell back to the browser default, which paints a light track on a dark page
   and is the one element on screen taking no color from these tokens. */

.gloss .empty {
  display: none;
  padding: 1.2rem 0;
  color: var(--color-muted);
  font-size: 0.9375rem;
}

.gloss.none .empty {
  display: block;
}

.gterm {
  padding: 0.7rem 0;
  border-bottom: 1px solid var(--color-border);
  font-size: 0.9375rem;
  line-height: 1.55;
}

.gloss-group {
  margin: 1.1rem 0 0.4rem;
  font-family: var(--teach-sans);
  font-size: 0.8125rem;
  font-weight: 600;
  color: var(--color-muted);
  text-transform: uppercase;
  letter-spacing: 0.02em;
}

.gloss-group:first-of-type {
  margin-top: 0;
}

.gterm b {
  font-weight: 700;
}
/* The markdown source separates a term from its definition with a colon,
   and the house standard bans an em dash outright, so the view mirrors
   the source rather than inventing punctuation for it. */
/* The space is part of the generated content, since the term and its
   definition are adjacent elements with no whitespace between them in the
   markup and the colon rendered flush against the first word. */
.gterm b::after {
  content: ': ';
  color: var(--color-muted);
  font-weight: 400;
  white-space: pre;
}
.gterm span {
  color: var(--color-text-secondary);
}

ol.succ {
  margin: 0 0 2.5rem;
  padding-left: 1.35rem;
  font-size: 0.9375rem;
  line-height: 1.6;
  color: var(--color-text-secondary);
}

ol.succ li {
  margin-bottom: 0.4rem;
}
.toc li.soon b {
  color: var(--color-muted);
  font-weight: 400;
}

/* A filter that matches nothing needs a way back, not just a sentence. */
.gloss .empty .clear {
  font-family: var(--teach-sans);
  font-size: 0.875rem;
  color: var(--color-accent);
  background: none;
  border: 0;
  border-bottom: 1px solid currentColor;
  padding: 0;
  margin-left: 0.35rem;
  cursor: pointer;
}

/* teach-outline
   The in-lesson outline rail in the gutter the reading measure leaves over, and
   the workspace-switcher row inside the lesson jump menu. */

/* ---- In-lesson outline, in the gutter the measure leaves over ---- */

.outline {
  position: fixed;
  top: calc(var(--teach-mast-h) + 2.2rem);
  /* Four pixels of padding with the position pulled back by the same amount,
     so a focus ring at the rail's edge has somewhere to draw. `overflow-y`
     clips horizontally too, which took a bite out of every ring in here. */
  left: calc(50% + var(--teach-measure) / 2 + 2.5rem - 4px);
  padding: 0 4px;
  width: calc(13rem + 8px);
  max-height: calc(100vh - var(--teach-mast-h) - 4rem);
  overflow-y: auto;
  font-size: 0.8125rem;
  line-height: 1.45;
}

/* The heading is a control rather than a label, because returning to the top
   of a long lesson is the one thing the rail could not do. */
.outline .to-top {
  display: flex;
  align-items: center;
  gap: 0.4rem;
  width: 100%;
  font-family: var(--teach-sans);
  font-size: 0.6563rem;
  font-weight: 700;
  letter-spacing: 0.09em;
  text-transform: uppercase;
  color: var(--color-muted);
  background: none;
  border: 0;
  border-bottom: 1px solid var(--color-border);
  border-radius: 3px 3px 0 0;
  margin: 0 0 0.6rem;
  padding: 0.2rem 0 0.55rem;
  cursor: pointer;
  text-align: left;
}

.outline .to-top:hover {
  color: var(--color-accent);
  border-bottom-color: var(--color-border);
}

.outline .to-top::before {
  content: '';
  width: 11px;
  height: 8px;
  background:
    linear-gradient(var(--color-muted) 0 0) 0 0 / 11px 1.5px no-repeat,
    linear-gradient(var(--color-muted) 0 0) 0 3.2px / 8px 1.5px no-repeat,
    linear-gradient(var(--color-muted) 0 0) 0 6.5px / 11px 1.5px no-repeat;
}

.outline a {
  display: block;
  padding: 0.3rem 0 0.3rem 0.7rem;
  border-left: 2px solid var(--color-border);
  color: var(--color-muted);
  text-decoration: none;
}

.outline a:hover {
  color: var(--color-text-body);
  border-left-color: var(--color-border);
}
.outline a.on {
  color: var(--color-accent);
  border-left-color: var(--color-accent);
}

@media (max-width: 1420px) {
  .outline {
    display: none;
  }
}

/* teach-figures
   The hand-drawn SVG diagram figure and its caption, sized wider than the
   reading measure and cleared past the outline rail on a wide viewport. */

/* ---- Figures: hand-drawn, and wider than the measure ---- */

figure {
  margin: 2.75rem 0;
  width: var(--teach-wide);
  max-width: 92vw;
  margin-left: 50%;
  transform: translateX(-50%);
}

figure svg {
  width: 100%;
  height: auto;
  display: block;
}

/* CSS beats an SVG presentation attribute, so the diagrams pick up the
   hand face without editing a single lesson. */
figure svg text {
  font-family: var(--teach-hand);
}

figcaption {
  font-family: var(--teach-hand);
  font-size: 1rem;
  color: var(--color-muted);
  margin: 1rem auto 0;
  line-height: 1.5;
  max-width: var(--teach-measure);
}

/* A figure breaks the measure and must still clear the outline rail. The rail
   starts at `50% + 26rem + 2.5rem`, so a figure centred on the same axis may
   reach 27rem from centre and no further, which is 54rem wide with a 1.5rem
   gap left over. Deriving it from the viewport was the earlier attempt and it
   does not hold: the rail is positioned from the centre, not from the edge, so
   a wider window moved both and kept the overlap. */
@media (min-width: 1421px) {
  figure {
    max-width: 54rem;
  }
}

@media (max-width: 640px) {
  figure {
    width: 100%;
    max-width: 100%;
    margin-left: 0;
    transform: none;
  }
}

/* teach-references
   The numbered citation marks and reference list a lesson closes with, and the
   rendered view of a promoted reference page. */

footer {
  margin-top: 4rem;
  padding-top: 1.4rem;
  border-top: 1px solid var(--color-border);
  font-size: 0.8125rem;
  line-height: 1.6;
  color: var(--color-muted);
}

/* ---- References, numbered rather than narrated ---- */

sup.cite {
  font-family: var(--teach-mono);
  font-size: 0.6875em;
  line-height: 0;
  margin-left: 0.1em;
}

sup.cite a {
  text-decoration: none;
  padding: 0.05em 0.25em;
  border-radius: 3px;
  background: var(--color-teach-accent-bg);
  color: var(--color-accent);
}

sup.cite a:hover {
  background: var(--color-accent);
  color: var(--color-background);
}

ol.refs {
  list-style: none;
  counter-reset: r;
  padding: 0;
  margin: 0.9rem 0 1.1rem;
  font-size: 0.8125rem;
  line-height: 1.55;
}

ol.refs li {
  counter-increment: r;
  position: relative;
  padding-left: 2.1rem;
  margin-bottom: 0.5rem;
}

ol.refs li::before {
  content: '[' counter(r) ']';
  position: absolute;
  left: 0;
  font-family: var(--teach-mono);
  color: var(--color-accent);
}

ol.refs cite {
  font-style: italic;
  color: var(--color-text-secondary);
}
ol.refs a {
  word-break: break-word;
}

footer .own {
  margin: 0;
  padding-top: 0.7rem;
  border-top: 1px solid var(--color-border);
  color: var(--color-muted);
}

main.ref {
  padding-bottom: 4rem;
}
main.ref h1 {
  margin-top: 1.5rem;
}
main.ref h2 {
  margin-top: 2.5rem;
}
main.ref ol,
main.ref ul {
  padding-left: 1.4rem;
}
main.ref li {
  margin-bottom: 0.5rem;
}
main.ref blockquote {
  margin: 1.5rem 0;
  padding: 0.1rem 0 0.1rem 1.1rem;
  border-left: 3px solid var(--color-border);
  color: var(--color-text-secondary);
}
