/* Organic — design-system tokens and component classes. This file is the source of truth for the system's look; retune it here and see readme.md. */
/* latin-ext */
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}
/* latin */
@font-face {
  font-family: 'Caprasimo';
  font-style: normal;
  font-weight: 400;
  font-display: swap;
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") format('woff2');
  unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
/* latin-ext */
@font-face {
  font-family: 'Figtree';
  font-style: normal;
  font-weight: 400;
  font-display: swap;
  src: 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") format('woff2');
  unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
/* latin */
@font-face {
  font-family: 'Figtree';
  font-style: normal;
  font-weight: 400;
  font-display: swap;
  src: 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") format('woff2');
  unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
/* latin-ext */
@font-face {
  font-family: 'Figtree';
  font-style: normal;
  font-weight: 600;
  font-display: swap;
  src: 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") format('woff2');
  unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
/* latin */
@font-face {
  font-family: 'Figtree';
  font-style: normal;
  font-weight: 600;
  font-display: swap;
  src: 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pT83AfDzr5/X/Lz95/h/0IfXfkqOJUbf8FgAAswCbOsfEwDocpJnQWfrQT5d7/eVQ350zP8cddgmm/3gtM/86lMbfe4LF513wTeOQIhIkSFHgYycghZBh6Rn5EBxSeCWOEF4dZm2+cl2V/kjCPOmC6Fg7pByYRXqW2eZPWWYbdU+mR/3oQ49dKn/57XSFqO2usLHvvafE8adNObPAL61yj6X/R0JP7jkAx+GxkpGfBc291htv3e94z3fYmEEJAiJkyRNFRExCQ0lFTUBreKZmNlYnGXl5ZEkWQanxQJm8MuRJVuuoLIJz7HrVKlWo9Bc0UlP2tzCOW63mE5dlmsjM+1a7GE7pocjd0KAfE9RwCbqQchJlqpjL0Eowe6tpKLISwGllKarZXFGWejXmZzyD3g+skISwDWHqoTDmUZ1JQV+Wg6iAASt8mc6DcjdAlT/AgID6wcAw3A+IeyLUdqCcZgWargzp+fJWpdX+dRRWwiqRNT1QNNXHWBx1TmiDpNSIqyoVaW6SCf6vKJeNdMLqESQ4dTszo5xopuWcoEGvTwUJFQ7rLCqefuQWxXA0Bfz4OgFVaGe1wCyQKMQaIVTMQj1oRnMpaLAFoY4jqgK2KRIMCUaUF7MiwTqStltQk2YqR4wEbm8iSNXGM7IatIsxYpPfb3I7pSES13nzpfLgM2h24F2Lu/BSylZlenA4w0bFt1yfrbs221T7SbjApcPbtri7jbSuvKUJDFDWOaFvBVWVp4N+5sXyhaPQSaDZnRl2AYoDPX90JLzJo3spg97bBz99GzcxggtnME7spugNH1OuxywVwFR3ZTSY3KDlsVAm7WY0YFJzYqQV8iRz/m9/E0S/ySxUo4YNrAKOtr2/rCUC2feYYsgAYzq3QQwGRaS6JUoQcu9efolq3zlOyUwMz1Jkz5+3Xh/s1e6dvDwTME+vBSl+NF6Uz10lFoFelnjTUxft6dGky3C/K1g1aRfRjf+k2ros356Y1b2ICaI+F1fwzYRYDNoJCOw5Iy5cH7yOUrwcmJWbAwH9Ie11aRfnb+RFhIryZgwGpXsO4qZWZ5zCKhSzGoE2JrxqqQb+u15YwCQapSh5B2Jmh0rER3nWxTf4WsVAyfx0zFewIZpt6RbcIh4d0HpT9TZXFOsR+kOOeVO2q5C8sgB9EpXcCLsbbop1ttF5+PraQMIkq2sUqerU2kms/f492TWvErq7g2L6S3ByBG0B6Ajfww4pAlHtTdiQwzzGMPo+PPNGOGxEWgPEY1whL2wbWZjG6BYkN4S87aQfh0MGLBkqOg/MptXYJE6COsUJ6nEXUQJTavt+DH78Nm4MWsXOKWYeCQgTEI3wLYBS9eupLrv4PLSszcrV2tuVTlsuU0+YscT1PYeduHh9X1HQUArzwSisPzopb81r5txmVO1+rXKv4Va3crBS4c75nVeDJMJtsqZhTWU1RQEAuAet+T+h/WvrRWG00HgujEK1+fpqccbP9wx2HzVEpYyCxsz3gPXN8pXfO+f63eZZ32wEIiDZIjiRhetr8kRvRufmdTUWHtipR1OuF+21vfoX59j1Z9OC6KYkeImaSnVBOTIDFll7LD7iVkIYxuT5lEd2kWgJhkT4mKITdO2q6t/3s8WTN3dM/lRau/mDg29xlWNt9A1otdd9+qDmCJ6wpGjEQi2Y+QCDHY34+GHk9LFtYTRGdUZccg69DP1Rb0z2eu7tIJsmh7Kkb5V1GitfrorvgsjB5O7oGiQbDFjC602/+1nn0npPzJ3NrQJO24QWxVTsV+roNPLk7uyrTdu2tp03qyLwJTsX5QjACX0G+3ugfyE92VHXU1RW8qZg05VVmQ4fc0pC72G9xLIaHsfoDjL7OLnul4MJ7ApSFEYEMwUTChtVaGwQYj6dUq6tS2C2x4AR4S6j822dnBPr6JMOwHeiOGUmn+T5sD5qXIzHqYOlLyaVaevNJGksRoSqe0t2xZiIS1UqUdd7DB5gMTDiUG24OPFdYejnTPUbONYlJXbQI2c67R412Y2zKPkXN4ZgO5OyFfK3T0yJSLXI0jp/id+0HDcpMXZxPy5hpqB7jrTBv5ym7c1Id0/xsRNM8ld9WB9qRlOSr/R8nq+ZN2mO8M1kcws2OLucunAvtLqnmO+3+1CcCu2bfrD16S3GvPGE5dtSzu8WQfID7dkxtgjUuuk+IHYQq1XhT2yxcrtZKaV7aWSMyWmbuR093R2ivE13ZWF/rsJplUf/DsEp+uJo7P91YdK4sQcw7w8uZHu4dSsM5z149GRmpO4JgxHNNxg0z19zneptW2V0e9Gg1aKEs1R0UzxbVtl99l/cA8peav63mFKyBeQdA+JTTgbVe3SGXZbCx7qZYmCU5L1WGvvgZGp7LfqJyJ4JfInfD/JP2JslzH1Vsi8J0SpWV5X3r4CVz1gi+TRXttyXKsfrs8m/RP2KXgAcTJ4uS1H/O766y7tPJMJXeiSLAozH1+W0wXtNVlFPYcZOhO/ccRO4TtHkbbflQshOBZmSiYsJOhSJhuPMZ2aTbpNl4KUIdb4GyxqltQ6yPmkeya89Uu4uQ155OTE9ns1UCOCbLa50nk33LZLw+5KL9rdA/MNz/V5pJUywp7anx3vUUtanL3B0SZib841ynxfPozwQixAWDxGEJMnf/9/4m24xnDlrWHjKnVJVdV5Pa3984S2KfPDBibNJmX1t4w3L0j7e3KhizWnp59SDoJzutrQtPz61olNZZZXWUVJKJCszkIRj7hFXymDzUaL37Ofm3wqajLdoVJ5l8WsubyvXIgF2oQxEk69bSGgzqn80xqgEztdbqc7kPRVKiQj60JrVSle1/Q8C1n1PNbf3fwstdJ4baoxeD3OQiz4SBRjsy+7e45sMRWuAkJSJmJCmBXrJ2a3RACY+NEm2q8xb8JQTzbeGRHEXlPTEeiS6bnQ7ERXtDPr18WdHiF8OhE4Lk1P0aTwheEaLeLATJcyYUhOTBDTvrX/w/0c+0IG36LjfDdKfw+RlLNxo/Iw6iES1AhP+thtj6MxcOGEBUMY+1RBalZufOUhemPn+B5i4S49yhZkh1c/XeOFdGD2OrPhOj0SdAazfrxFMQU53p1NRT8omBSu0MfXCfGxnZ8c4snL8ZOZWZXMyJlF8qnE9p93NPINO5Ks4Vshn44bE4tGADmrrfrV9IjO85rcxhRz30Yl1Rx37aSTIMawdtmX/J+k+4+Fl1uXg6yqQWKUdIG3jKfQkVu62p/7y6Lsmd1dv6gbZF187iHi+RdF0FwPsvHtimVvHcv9+3AcpIbeNCQ5Mg8KCRyXArAXQSWeRo7+LHLO5NJiRMzo24qew0ktpvIStq1gaXZyW8S3r7m5ft/WSALtZIetvbjZjIepQsdcm355MKRfMd/mFIWZZoMN3xRyd/FAaujl2PqAe+fUTHBbH4ytg9fLo1yDkzENw4AjTl+m8vXAoUZQ5CN1oYWpoY0mVNhgnxqp5d2yRYhICQaym/dHIvumtQQcvTXLptUFVEdGu40yXwXXv8xmXR4KENOz39SlxNuNZ9Af0IBj+RobSA3h8iNy3GetR6wbbOg+FVVdNDGvmtJNyZl9OnEmhzJ1ZZYF56v3fBtfzqpyPKa/cceNC/h0M1VYb3yEfwUzPBq5oxSkhrB6s9fOR7DFtmIfrs1Tm13iQV5kMO+/eXiBGyz8b75zq+O6tx6fmup9mMth3/7mFk9bwsnk1oh3X3Ozd//mcBx29Nh0kIL65XMI/mqGeVzv/506++Ip3aFl3YCXHHSkBicfzpjiGG4HWlvrD2yJJKNrvY79s2YF19XeMGydQWqWp1LE8lmkVXJ2/cpQiK9nvt3Fasqf/5tEWq6I42pxPAAh57L051CLnzSE/IatIAmG8LlbRY+87vFqx2nhyDOZWhTwak7h0mBsrtQc/3BYeb1rQ2Enk+8oG9/ecbWt46/aJjV0VfdnuFQRUepdabzgFIc8XNk4edzKxuARJk5jEBwi5DZsBapsNFD85KyPL01OksZImkQUUcKcS+a8a+cK9JKG7qYZ+iQf02045EtgpNlnUEJaeRtJmVbc2aqSyQItMvBDx2fIeOSzJSA2xTqbIGZZh/FhVBwOSRA04EjR+Wmyamf1ECKX5X/OXlO/aAEQ0gaJcbMGVy19EHzy1SB+LXgxiJ8N3ui9vDdInnSec4KsP82bwdKX6C/SrREnfuh5/gt8MJb65JqSl7yatMiqJiBGXjK8gFTQTznwZSqQcBrNCVdg0yiHxqHj3ZX5tTZNIVPrl3Fa3BOh0fqMhe0T6uh1FkX5GuNnQj4uAUvPj/PHytxzREIdTe8fE5Oq0/GeeYGXblbUNgRd2O8jBTE624LyGc0rOcZ2QjXLZlPOaiVIQ0In6XFsGt2QanIhTkVrJfWBq+oLmU3AILUMPs/GEBqAPBsOyl8cGYKHsLoXHxyYSBPwLJsVnu15NpnUIeVFlUpuFN1SoVnKOuOw3CQFtdmHwOpmMLSp3kSb3UKZ3C3lRz5PKIh4pHK5R+60vNeuB5Ozq5NnW23wrB0TcEh+sw4bgkeGbobk94Um14SNiGwiqUPKje4ckhd1VD7FuNL4Dkf/mOQeW6LhNOY/+i7FfQZnrBCukLWV9NnXe7QRpFzuOrDA12tBqjlOj8fH1ILrMSiG2fRmA2XwsXs7K5seE2Hboe3XwYRXeZY8+SbXpdH45Dqpi8UPGqAbIRlMpDXwTIsF7krjBByS3PBjz/rx6W2QcLxx+WEMZYVMkiZSwg2hGC/8p4llCCtY6eJBSIAvTgNPEQY89Hqikm1wNDWMAFv8hv3GsVk+sTF71q5H3tz9AzF+lKPysHs7nGWNSzCJVW8B9De2iLYJrn3+s/27uy8IbMdGu3yncr8fQ8Dym2KkocnIFqH1CrbBiSLuRAfoqsSAp7Z+F01NNjWMyNSip2xb5eIpQFdqtLgKymPcOOfn6ku/Wr/99VKps+UYHlKMCrVYg2jLr1Ld/p/b7elpHl6K1RVffGO47maI9ndh0mGaPvzZfTegnP1TtPyGBV6IsaUQ11kpMaqLwW+AXTW0Ac9oM5cjM3GY1KhtIpFj1HH0IWuEoyuedHP7Pz4Uy55jFWZNPJbScU11PB5urwGWcbDUFxFiWFgoqVcoBd6LPtiHIRJnI0cvRIUmlwbBnaSBbxits1S9w0LtJpXKYUHHAQ/WZtQqg1BwABvYDe1WMt9jTcw09J1WAAA4wBdnLDdDW8kyMLvyV7r44P1Pf1VdOHn+pDoWgwtHf8VWD6wZ6Kwdq3ZgszumXNW/uh9kXbZjy42Dt5bcMh75+QJiWvPy2pdB4tXOYoezKhyDjMZ9H3Gq88cvHFf/to6quR2IpfByBFopQlapIPDVJaP7efxnecmvt1WJXmFpNCZy/zNjZXs43D2yJo5fLy74spy6i/7LAqURXF7O0zHoJJ9PJ2M3V+v169s+WsYlZjGPxzQ88RRAle3oiej2NTd7fHY6smI7jEVskuXBoGBxYsF/TuCT/bqcbCaSd/KjudgQwJDajvc4u3v2x/Ul9AaCxuNpay6txSddm2+O8mBtQiIPKCTyxoXbZp7lGBjNCBiXLbCUNVP/fDGnm2kJ+jQSSJuu0WXBWdEuNVoDETW8iqqBvIvGtK6AjUUFMpdYiljJB/qwVoVE0xIw8xIh0rymfrwV3XpJ9NMqB6qzGe4Cs+DQs88EOUJrQ8RiDUfMTHtNcGdFaxsizv/1FW1+rTatQNIEgaaaFICVbWqEFLHC+foofY2+ISZAJOnq+a1/WFTUjs4rY69+vLDNZNY1bUapAJLmaWGRhcW2iERss2CftCqYkxaZNmBr7O1FhpFYLxBnGzuEKh+i0kcPfyF3yxVQfVKAaxICRb1CnptfHC7xVYja1y40wq6MTaUORS65q/ZHNuvHlicL6/1aSOm36HU0lVA6VWDMsDkG7rG6roxLamUe2dUsNsQhngg5S7AFnge/01jTkro3QvPavfaPRA+/RV+/uJavHgKP8yKrnB3HNexGi1wkNsujpMHZcc54ARIkDWhQwEfAQP5HA5YX9TmhA9v4irwZTU25WjZIEq/nFRU12mD7NwUVy+pqn8o8aem4TtdY9XJqEDVD3/T/+5Xoi88U4DxFquU+nzlXVE47Wl20eAQ1hz9FbK94k0n3fR94hZcjiFWWJGsKiHv6Qzilgn6ippp621LCA87V7wzlJT6tFXtZ0OroIp3mABiklHa+/Jav8GIx/Xsa7QNagevk/IKPPoc/9KlKP+nb7civUJhMsMplA9coMCEvD0PSfO/Ol5hVv7TzeO/lQmjDyPjDV95msV7lMVGn5Xfq9zTaD9QR95P4HqBFt2d/Ojg93gxXirrB3bzBrZZCbp1B0jpImt5HpJRBr6ouZjKLq6sKGfdqz5dXXqytvVhZfr4YNytFYrMax81qsciiBDsoVZ/0TuQ+n6tAdEW++haL+Smf4UmDaKDyECTJ9+68XfEa7Ucq9QfaGEWl/Z9jHw1aDgBik/KO5X2ugDtD/tCgfwhmbOcMovTvHtDxenP9pKJn1XXrCX636oUi2z4r3H5Xnb90nmsIObXqeqdObOHd2SjJEGY8LoFCKCIJRqR351bdy9+e/9wOatAw6Qsq2b1u6uNBJYHiP09rrp0oKztxlcbD1PsjgK2OrpqXWfqANmpqX+ulPTzWTvjP8PC8Ayf2/k5FMYi0DUrR86nhoDh4fzgLdj/cAZjsydGqiZw6NUh5dPfRCIBOhLkwmATTKbJWKeB1vI/3ec+ylrPb5+fsil7fwz+0rOcMeNycnZZ1PBx0JXE+bl6XmW5PwW5e/yP+nXltjen31eI4XQB1U5mHsiDfpA711yKkcQslHtaXWsjyu5dEX6sndfigrEOjqETuUmomQ5TElkagcWsM5atnpg9PiR9qRO7MMe/szB2akgiRVXjNoalwfJBMLl2OGClGBLy5z+9ty8EWy7LB1fZg/TUGl2v/nEhzT8esAw+HeA952noGeGEPQsp32gD+9eiPVSdXMOK1zFHtvPnao5mM9si8ecljJrpD2zVPeSRj53d7dHLKCtP1qAx9Z8fgFj0JT4vToUWj0htBYl7Jory6+oqoMijdGGvtQxyB9UhzK7IxGEQ2wct6NMCK5VXd2NRR4qnQRT3jNZhyo26dxMbjOmRSroufTWD0ZCTEk7hlgjrDVYZZcjcoquJs4NHT9CrXndlrn4jcn+R0Pm3C3RUcFkEyuAILjaPlM1haLdJsEi/+6nUmZNVhighdR1LjCN7g2rDWDT5NIgFIHFfj4nhAjiDnqqMUnCIOXrpeRzAE8IKIu4a28/5ZnVCswnuOSfuAs7PNqkWMUWdATNbeX5PzmYvNEcRZtC8DO625brdQHfU3/is21F5ZS1k6czNV8SOd9j53V71AcKWWmt8u/Oo1LVsk3Qv0xX1suS4PF/RnWZZAyQS0xGKhmUwmasl3TSQDiUSxdZ/cIxYEEERut1ssF/klikfe+4/WV0N6m0pJ2qHqzd9tXvooFIB4zVMA8opgyLbC8vmetkUzFBRMF6A4DcVZRiMrDilYjcAJ02hk5UYFxIpj4cxQx+TyuBqXN4qhJnIjrpbH38NUIzXDXcIqf3J9/kyZskXWug0peFRQ+E6JDDifXvW8Sn1Au/zh0w+JAyrco27pg3VwXwu4eJt6QUmlIudC4A4yJeU9eeXp6qrjlRXHq6pPg+S7vyC/kIxeQa7AsDs/gdFDM4eK4h9nXKYMjTdy2UYOm02a2FxNsznkaHKMS7f7pRmSfMoxXjBNJMgI+Pw4F00zXTWQU42Gj0X9s/s1Xz9FEN2AVmhopO++M+svvw93BpRioRvFp/y4g2SxcIG3taFJFWC1r13G98uUuFkpFa3/Bp/cUJBKK4RCR0yYXjADnQFmZzvnRfRnODdobsQhDLONVo3zHwVOUqlY1CbFDZauaLCqaHqGgvyfM8/kDvE2TJKelJ7oO793gRgpL3i19LgDdRyFRb6AEIZ9AlEA/xo1mhDEZEGPDqPDA7wpfgRQGYJnFxlKh5248+FtqVfqScN69M5uQyEH6j4e1GkxKDHege/87y7cy6B7Ijzf9uhQl2uq25bQMy53d37r67svU7amMDf6gLZOeB38zPDtawGbm1Vje2ML1eYBArz+T3av44XhO/BtWHJH8u/5z8HbQC8bboIV8X64HzR8V2wb/mDu75NL34zLax/X1dY4Ze9X55a95YQk74wCF87cS2oHyHk7SGInCUZku+IdoGvBaHdaaD2pZfTBIezYSAp/eFR4G/YbqZ8GQ78OPjyFp2PRTQIh3RgNXiAbhQK6qfg+SykQKFlM2+lVthljeyAMrK5gxqrvS87+T1I2DK+GP/rz7Cz3GMwQDL7gR7KLttUlG/+VPO4Hgf8+6NUcNQgwuOOBPGXvwvqeheCT+Z9TFP/Vt27+CG/3Av1oekc8pwL2KQSm6n46VruDx1tZi9FXGavBCknx7NlFARVbmeKizK63C43BpNGZDGBEy2gtsom5QAsVzO0vK/n95JrJuSNrIdETdO9JPypfzr0C2H8uoOT+UFzevKxc9/yR6AultKXVHa8tu3s1uhr54nZ9YCQ9NAUB4vTxng+oVe3exyyz6TG7qXzMfn5bqR2g2nCDGP4FigqHhicoxMcUIhOKn71+XLbbPwSt7aFB9WPCejUOHWM04i6N+oBaGTzERPzKRPzDRLRr+pjBNL5eTJvvKE7vTk75WKfbOf1HyUCIfPE5FDk9A7HekxuAXjzLle7hw0pFutZvtvbDl6EP9L4XsN2+d9hQsWc0pyW/EfNe9KjEek9vwMCLoXlPo0kPjAVoYjfKt+h40bOaWO9RDTV4NNTh12PZi57vmZePW8mp/+T0q1K6Ih1n5YzLcuYNOav7sy8LWhzgbPCfR3Oj+Zs36c0eb9Fba70NdvJ2f9Eci4o/GOntqAHi3JRrgceOvSWf8xU2erdnJon1o5+4ybu5HsGnNQa/ktpjJH0ZRPTZZdTIw8+UBYuHH4KHF2FvJZIHfN6PqYG4OdyLPfivl+VNV7EuWbkjYpEPIwZXhcNB9/89/xRo+nLEvZGB+vhjWLhlFVde1sd+XTw/iP4LAHQBEIFd6Jq/2cUYWyYPRH73rAV917YRBeqKtsVYssVff4TnxU35r76D5a8b6vYPF9aZ3aXsQFfrm5/w7RqlyHpb2IaxVgv9tXVKrZS+t43iNm7hT89jkeqC3DLQyQwnOWkmgyDg6hq8ww2QwusA5XUP2MkvsHmjL42pK0hJ3bJhzTf5t7hN3DLgJynclwbMMzVWJySqxW4clTHvzNUE2EO2BsuNdBYCg1JuLTX+GmwGW0jcVwRYCz9qPhC/G1dO3foICvBmDiEDmq0PSTBZh/HUUXPxCultDCijM599c5gMgYN6urG28dtQCfwDvEPsD6isZsuYJIyldBdvHelVFh95npU0AZsLR8pH6QCUZNc0+UkioIug1j8+VAvPNZ7sRjzmZZdS+HKO/6rH06XqsS2ALWBPb4D0Gtht+ZhtrHLbBn6kmbUSbF05bc3/OfQum7AQIAxslDgANg4AKlgkSJOtWJVZVnnLdvtdzBA1yiu/ClWheXpIL+otfaEf9a885JSAQRSZpM2n1dIeoT1L+4q2nRwgJ8gF0i8YE/LoPP0O+pf0rVQrPCq8LiowJjHmMJYy1jKeZHzE+IX9wXaynJhwk4fMscypzLnMLvF5CV/kWbWsn1hayQHJX5LjkvNSTJ7Hfpn9NvsT9jfsX+QB2SDPSpv0jPSKjBiWcRz6MPo0+h76GfodqjL+Ng4YDcZZA5VNlc1z1nD2ZsxlF+Wo6WGjsMnYbGwFdi/2MvYT9pv5n7nP1MvH5bfKLesU7qfcX60mK1h+XXEY73Xe+zyl+kutV4fVSXVB3VBdit2Kg4q/FOOKM4rLipuK9AtFiIrLqTzJvxwQS/61Snf1U6He9Fl/lFRBdfU0VbWq1aVhk9qWndqbPWu/mma+7RaDCALHFo5wizu8wYoAUngKNAykUMMJVP1SFVLFq5KJCXGCOFOcLw6JI+L3faYarW6SfBokarCaeKlbmimdK30q1NTcGEbiOXgJ3oBH8R782ezh7Plsx7BDw44NF8k0sjRZp2woty3XNvzg8NHhZ4ffGcEbYZLnycvkbfJO+Qp5f/7P/PH8mfylfEs+X4vlrT4BFJQAgBdHPgq9Iy9bM/3zeVAHz0S2Pqqs9c1n8IsACnoAIOoczi69vV+ghysfI7gqQ6zPk4ZIkK9AJsBL5GLvi/1k7LNjM38OmRcLbEBIgpCS5zskvrTB2mCQ2WDQHmKuCsAG9xYTWKCoP7T1E/DsNVBQfx+QRIVFYELRYpqqFklPmeOUUrb4/Ms9u5R98tLS1y9sce+Inw9DL5VlaKFMIpHL+DPTf4eSkUlzoCWSIGZsTCAEgZwxl9pP0C3KxaHJYvnwA0syHi5ugldL2T32j6ZjU6cbRIDp20ewLv2Fxp31UJz0AsOTXb1TNpylxeqUADvTZ9EqdjMLCXYViib4jFejTczEoysIW9uldJuNSMVoYQnwv6a/ZFRCLYPzbXv+1iyB0rgQh6Kx2OnTGnfBZnTfrZm9vaVx+//p7Y0teolgAjpsmmmsNAMRErawxfEdRaweUzH5aMvtXxySrFeETGkQo2+xww477Hj6rc0zp8Nt2KGo34Addk2doGUMhGj3Nzs7oSd79nTY/x3XYw7xAyxOkvH56mkVrEdVfaT++C4oQGU20NBkmKBbmKRL2M7ed+1FB10ZbMKd1VGu6jet9T1+QWLjg4nEQZICI1AFkKXBArf8yUPoW4i+cgm/SMbRdvsc+1SivmS09ejxYY19LwSP7YcOAhzExL4L2OCtOZD6OB2/RB5zFjZU6hO7/zcbZeQg7h6v0iRvYaRHCv0d1EjBrFpkPJXFObDW5yv5xmxKdeIpX6bom9LJUMX3fL+jtPthNpTkBuKHKVqCY9d2RFz6Gpagm24ADgbcjy2gDmby+UJgQfOcFnyuEQkfsqJYYE/lcNVCqAM9YnCfrH9/LRjgv/DHE7doAATGa1eCDyA81OFPcJrFAWDQJO2WVlr74BOrQByPvxp9c9LFc9d5pK0UE2j2jVfLwBnrvNVf9cMxUpjArch7/tSDM2d+4n3TZ3lIVevhIQPvV+aRCJFvf6EDNIpICWGUMUTiWBUiQeY91p3nZ7xZTlP12UhSSr3XNqP/T3o8BqSeL1gBSKtJgnfGCM76vKtWX9LnS5OGHAwg2vYvo134cc5HVT+VYybNAQQrwP7hDM5iszxIyE1kRq3Ebw3jns8vE9ZB19X5m8hrqUcDzZO5Wi3J4hdGEs4gN04QCaJCOXYo5erOn9fNbP/y/3lH5032jlw34zzHbrSZY1/TyDuw+7epoFvrlsOlOmz/mkrP1F49NS+sQh+tGMVYimOp/VY2aFKDVBt+cv16YJfBSMq4OltfEVfNtRXNmzcp45RaS1g0Qi7MBz2gTNufHL2LoPpScPYxCUjBFf9pSzNViPcINzOb4IYbNnYoThnPQ6FLqrlQ09vEQQMZJDk8HgUITPODdXU8H9Vps2Ixn1r4xMoUfRo72bOXYjxZFfM9dZm+0JrqzgtrdEPaeYeOxuKXSOOzHv0NyAxWAAVL4gzp8zltsLLlCwRAgqy55buxnqnmaHYOXMlCa4OdeD1cN9V8hijUmf+M5gFuOHEwls/c/Qyan66BLMBT41jTEbOwDMIagcT2qdyWdEoZd8PabbJ46CgXVVaUVW2nd2K8rqDcQhmtpJRecHfEDTBZnGOxPdLcRvPIeqhv5yKPDRQFyoUSPapAJJPB5iNookLDBzdhEM2doX5jjGfWUjMifi6lYwRiZjpkbIRG7g33G1Yky/rk65NZnO2/H/1HrcfZ7P+s93JIOkG6o98HAmDwgOk1Y5T8Ht70wic+NE6YXTqwkj8elP6qdH1V0UTG3Zo/zqIt74srh0TfaH44iSLPp2RgHXjUcLOHw9ykyBNb0fAswW6nbULbeR1DVLdD7P//+4pg4GDiz1OXtNFYgZho5UDWQFt9g0aoz9PixbXTNdlh0WPvuPBFX+u94Hu7PXTsW8ctFFTvBRRBDGF5nRmt52ETNpkO2e5LBzqr/UIwlA80VsppOxmmWTumQ6ialeDjGIGEeghPjCOwrZOj7wv64pEV+GShOJWFmStdkgkHo+NsJHVwMRAk3IMBo4l1prIKx31UySwkZiPqRavNNRLGTFVTC+dzEKCgHlICQYzAb0c55zT+MBdZAWRYHErABneL0ZCBJyFFxoJBc6u7AKWx/hYf5/UVfUdJuL7hJBYqRAg24kPi065ZPn8wkbDQ7roc7wrhGo7JKpWV8sDAMHs6V8/lvN4aKZwK+DBMT4BOHsgaxhEu2YS/+wbC98QWcq5+1NrPSIwJMAmjVHKLRQe3fm+8HllBVoeVPLAEaIvEkpyDRw/E2DujVCBQlQWeTckRaVnpJu4eePDU3aY32YiimCgo/TSYNs1BJDDOXbs2+a655ELSK1rtJBLOei0aTI/FSyVoICkspJzQNe6QSBuh2yfseuKYNoRQeXAbRnREf+YoxruqC0aVglzFfljdCImjjcXLGEuAVIp4jzDKC1iHY1gleAqDCMmDiqp7/dfQ3F/yK8jZLh8OJ3CGKVn+rlHKWc6dWVHn/eQ5L+b2JrvdyV5ez2nFc4p+pD0QmakYMMWim4cjnvjw/8l+LqsrR7woPwGp0Bb/6WchhCiJmkdzJRK4enLaDAlwdQSQm4PowLVD/0LR6AGGp7pfjw8m+IPu/ZJyTFGxDcwE7ifo7scJR/v168uW/d7a7Sq/pr+S7Ff0CWs+3MJJOhkgh1qUz0GMRzjSOhi6aRD7xFF4dei50/9j2QkM6J/wyEb3mDkUj0Zuv89hb9h3vFndcb6pw8v2KAnMuAwr5nvtWuX3nev8goU9tfP3eFjQpHwyB45DOC0d9vR2XsfbgbS3XWpqaTt+KFdMrUBL0ngg2YrhkPcN4z3n7/AzvZOsMjM4v1FWsLDPQcUZYjBryHB9+FdNM2Fpqk4dCDBYg6ipRsxFzt6lt4aBcnk2cPUdLpWbIi3FCPt1Hytl3Em3u7mZT4toLk+bLmW8+sPT3WGRrqQRKKB2Aq0nhYxAUcYK6vK+iXoqCP0TwJunwnGuufXGUVP52fnmpORgxEymlVyQCotI45uwIjaoKKd9Zx5qzDTr4FKzOlroBsljWGxwQMYT3J90dMt8nfvedOvmyVtFEUiS3O294dWWC1yR7ukzgnwgYaFUavfNVc2ZNBQeFisvG/DK5/sFNMIyV4dDqjmlb04I0en+0xvQ67RfaIksNxcoSxEIvMAouzonnXK5vpHNOd8z63sM1DBChvOUpATikdBu/+//9b1lQyaHCBDUx+SK3eFXGkGwXCiEy1gB10fh6ftS1SalFs+aK0WeEDqJyDuHpgRK7LUdHV6WT1Nist6ODMaKdI5ZLNbxOwCgsf5VkG6JKlijSqw9VxpN5/voSUJoWNC9PBokQevIK7pgaQacqaDuCJSUXxbrwhJFP87RmAjk+hgS23DDvfrBqLYCN2h4/K34c6E/vz+24/v58WsAK2AHeBFCQKT+0zrEiLgF+AgUJi0L1ycCQZ/DbbU6bDq7Vqd7zmRcKHOVozfl6BAyPXKdwA0jpFxEROZxlCAo2aaskRxgW6Ks2G9RBlIdTudX1mnMuEeVB+VLWYWG1XEwBEl+xhyDSsIYZ0iNXSPiaPvG3ygereQfwxMtjwNIVLcBhsYK18r7DmqpLaqvIki+Ml8Bgsj0fLPUrv5RtuPVqqlda74S/G+ZrljBaiGomcOrA40k8560YOmxJ3xO1KMf6fZVR0jnFHyAksOjOGm/20RQw54bHCoRQo4BQUVnAqYbn3Y4u3WfnrbO5V5uytLxLSlrvqJ1apOTAXpYu8BOKk/nVo1+wO1O5K2BsRMz/XLPEDiRGY2ERr+/YWHuGLmcDn6/dfN1f53PFRvEmVwHL4t1EofZpRhnNjkiRmmHi8DwVMpxMpmZzoWCr6Aoo4onYal0Vb4g55P98GAWFr3oABpKdKKqYra9QdsB73Ym7SulUq7IMNjS4YOF9kH6TrUW/j4MuWUAwwLcXJpbkyB39iasIxug0IvdlJPi61Gggroql06mnMUo4Yrveu39fYFqbQWu/l/HBRZZ492sSq3RnFuk1KGhATnzcEaqsvq/sWJdKYdGGXENlOqgo1GI1ePJ4Pn6pEzBXesZpMCioC/KD0SiPilRScRyKU8YZd+BZKZP96MFMoFETQeaO/ucH9yWSpEK0+SaQXqlkWn11EhwrTa1P0cL6VALK8def/5XOdIP79LJ15kxrUzR2yzngJcmekM2V3HCzXkrVmxqbTPQgxYI0h5lbGULQ4468ojxN1W63IV+w04sZWxlDKXOQv76Eyv6jmePBhdQPd8VbfjEuNrefnz1Aui9+Wkfs13GUSxb49lZ9PJ7hiDDUF4pDIoeTpCcaS4bPLwR3Md9clahBXWvAIVp05N/tvk4z9wt11t/diLFv366euJHghcNe6jL6J4zKaw84sgj7PPec4eov+ihaf5JUj9ZPQ1Ha6z/fVY5AYSEdDP4dT/dwTE6/2PBvXf66vGUB41auWu81x9g8mm2WX8xxqE5YqGLTEyO2u0Kh7uCyWKYxxMCAl0sGwzZe+GChZLNSEVp5JeAS4B2VQkkpsMxDgwYhfACrkkoxfnNJYSbtViBmnFIXzjidl24Ku20hgDaUwo/9TOnlHPkhBKijHQZIbHvuCi5a2aN+D7xGPn0e5M+mpC5Q78a+rw4TpM+z80+wGGx1s+IqZ7eX6kwxS03UGMSCVOKWc+IyTzgRiu03obYzD/YrjuVXFyNSSsScuExjnGCHe7RCuCCxSn3BEzBCAUdDGK6Y+uh3H+1B/VzOF4v6tN0qEe5alubzEJNLuAZx3D2WB63yAj8/EVG4eOTpvmpgla33nzekhqseqHdIZETrnRI3vQk96gmNWihnli5pml++swiJxKQXZeIauSbTn3Tztuyb++mDVcppZzvZiLhcJDk6h0UsxwD7UeWrsZGtPPBirKs0fHoxSGgvNg4/5oO5hqlaYfZ/TqRe8e6z9zNKXqU/0BotCpYoNMYIJsRfK0IhFoPrXKkecOtyMpFJyZhr0uPw/INDwxVyKQwcxrpZSVEbYmIGNuMeAv6M7k4g/k6l2TObk9aLdJ4s0EPhVYo2NVyXNFCCOLyI3Z9BeihllRzA36jOaycioC3O7dTJue59LgLV4CUwLxXrDRu0ngNKxiT1mzpvFE0yG8Zc/jN/fRcRwBeL4G5sIjU3wfBZSAo0GSc4sjqMhFrJEuRRgbjf/inzmJ4/0Cf000W3THSbDSqVFrxvZ03FMfOKyj76K1JD5dX31WaUMhbqFQwjJyXUhV/O0eWzRnLHGckegD72tSTNKQtySbl89t4Ypic5zAq/7vY3NcfzfXTjipxjS6jcTkUCUTHcPW4ukSgh0fyfLxCo01MUExDHuR33i0jFxy0YJRLKk76cXrLLefsKefoPKwkEqTs5/ZOrpKoHXBoJjJzQByNrk4fQb1ULEg39kfuNjj560febet1dFWyRgWYRv+myoCOI1wcacmhaLlUesu03qkvf85mbgz8/OSYUcpvwKRAIGVsrE6sRiy7RhdoA4fACMV5j7UraiOiVGCfuADhVYG/QmAOrC740CWRJMs10UVuOSXICDO7qTKrfCb/Je9aT1ee0Y4CtNQRwJ2JjFZdoJN7I1VoBgzAEsCUUrOMSXGLxaAKlfHAvORmmvjKc0HSuIA36U27ne4Jd9QKm0ruD/iSV7xMWyzA11MjTKTJ6UKFjfhmDRWuAJ3s4fid+DZfQMIxHTAtSzYAWnlJYs6OTZLTkX1WRoclohucLTOumWGPRm9q5MoVYDlydCCQQ2aHwsckNiBaT69KSszwQFayB/0ulItqt3vdGFaUSX0GN35NJq3GPRjF+P50tZyolnAOV2e7I7s9UJJyF+GcqAM2xitWwJizgqfWgdM3UMo1Fwd3eok5aoTzqenJx/YD5TglZvapmThXDNxRMQYuhUnYPlQ2XKuxJkPSoElXsT+U0BmNppTENfanOSUZW7oF1OYcRdDLyg0qMxmpbKeZjnE00WUwKETCCkhGHLFIkWJgc5cAX2txLlndGU4t1VvNemQH8wqNPI5IwL1Iw0q6eURSDLkNA+UtxczvqkP/s4HkF6iGReH19WAbRFxqIUppIcZP91LqyHO8TdHTCiWSGz1HRaTGaavVeKXdLsyYEZAb7uQtiqAkmFiGkgjtLuTxS6I8b6KYnib6iDS9DIE6z0JB0sERMgmPcWIUnY3jUq14KK9GTQWhw0V3A1LeM/kijMDXIV813pUks8lwsuGlm6QDykpphTOg4PKtBn6OMONERM6ZGrzw2V81MagCDNCL6nNFKeDwFpB7HFWglJAcaI/z/nlKfdBQxQBh8Y9U3jBpICHYyiPBHJjifUtaeSeOcCj003gjwbUAc0d85UQohE54mo/OA28xcrJhIDslPdwlkhMip6SJ1FBsBDuIwdp/7mrqcr1y1nc1/YMg0xkV3TzchRgRzWCxxLfGMynN+2uWudX/mFs1G9ph7o/bGtrQHIavbmv4QxPjwS6prQV9pVpGUdAV5FyGJ8mcWmxSzrcWr8sEA4Q1UK0BMhwip1Se+vC7ap53FdIkcpDVtPNq/wbKPD2n/7O20z0e5KDcZvG7Ki51kRtVmENV39FFlbckQJkWDFmKEI+EKKgwnwdyaE9QGeLveNt2wNPJ6zZKWZMhvWG2URmb5lvTQp1otysMng2F7WBZ6efPqyGXK+AMPQtccQJRnYIS79WbhCqfpKJHtfwoEMEZb9CFiogZUcgugiOdchE5Qs4tczbz0993n/4XC053u+wE6IXSVgOBhoAKHSvsMXSKwuAJs1S50Br4GFYGAtGC8AgrlhEiViFaFFy/27JSxnMJsXyOgadUm5yh5AuHXSCC6tL/pPOKk3ZYjZIrOBThtoTx+3X7SYpttgkE8BRcoFemToh5HYS6JPQt946rQGP7qBGEHhL6HYdH9yU6P6MkJWPdLjOhqkyx+BfETsS177lk5OfsDHNWLi8268RLY/OcMX+VBAf6Ik1ipb6+Mm9OJZxYSFwWt3CxDX8usv5ZvJDFJe6sX1nrQhjm4gYn7mz27ijTKwjCmZlTmEwsLqfkzqMIHKzv7LNHXjyTkelyttwSB2wunBgRkbLqPBCYx6DKY5+iYU5ptBI3uL8/sUyotRrxq/3nRx7uCKz4s9nUz8g7rtqkv97eNZx8n17Yf3J3ZiTYfL3uF8QGqL8x2nGftdjnjd2FrqgcAkZmvL+V9zlouNFu350Wl2rZZ7N667eiTTPOfP998dKhUhPY85DSER/sJvyiBbBHjq1TW6WFrQFkfGEHqJ9b0VFn56ocOwqbtNzB2XPu/TDPAta4UWHbCvuKJbEie/ro7Iq12OOXbXf9JR7qetzivgsHBehvG3PnV4xKiB9d9pS7U6+UXVTuL4sIOAzZXJjjoCdjaNJqGRMg0Py1PYuBRgUyTEKcIiPvPO2U0JjE6ipununRdJYow3VytFTYarX6E+FVd0dbqxxvE7hMJOmQTqem5zBbKZmB3T3d2rFzlyXGIpzfsoBkHSR/c6frvUBMcLuNsLPdBQTzubl6Ml/wZI1AetV6vBVkAWCozwb+FBPCqezrbB4noTAp644kc+zaJOtnDfWNVi0iHIN8MDlHweNX63Mjk2XSKLR3YGB1uhUFHF0QCkVG9WNkaIYCLgUMTeCacKqoKrC1YWuitUjTmZgujV2Yy64+e6GlN+UnzcbKRiY9lWqnDoK0w/kKaORuGEfeJrJHEnGVZTgYsLtDoTFqUzALb9chfykGPuNmdetaL14tZDbpT6ynfFZ74dRZbmuP2ohiW/Zq+/wc5O0DjG+ArzOaWs9fEoHbAU3TdshXrTcuXeWrR+w1We2+PUc6eokS5ANebjc2CRsYbr+V5xW3RiypKV69FImGY8nUkj4UShknFXB4iseewaQlFALeL2USja7paQywC5CKe8DtfSluR5USYdNv0/AqMJrn57EK0Wf8DnrIDlmE3xcgmB/w+QmKJh8lJE2RoRBJ/mZGgmf7jeZmlORJdZkmHW1tN0iGYgh72zm8jdsdxKA9zByr4Q+CDyGUFPN9CAWNhFBwmMzHUVAoQMCiWUEJLKe+XmxRAF9GN7NGCDCElBVWEVxBteiFxiE/K+ULrOr0pdmDX9soijBsqwuhFCWHO+lmraxgm612L1X2ZQ4yCFspPAkvklRG9z1nGgbTNJegzOvFCTpe6yTRhFK2VtlP4N5Mu1GtlKkw3ahYvNpot5qt1nI5FqXv1i4iTSi1YiGnph9s0ySbHwrlSuqdUHB3lrwxyNiUweOBJIju4yqwVuWOgloNkeCsu4LvQ3X0RpKfn0MbNC2S6u12/TQz0ioXWPq9ccRefHO/7B/tIPBXYu4/3Qz3gGfr14NlvS4kQVt3QRHIOm3GVMoTXZ966G9Bc2xALdbcY0xRHEzIb+yMTpKMiys63QRPGk3IrvSu0Xw3Y3XWiYnLyZO3LYcoHNvdbaGAfEkWXD1yOG/pvsLewphhkcJlDNcaA9IZP6g7r13J3/P/jfKd6Tk0chNj+coW4klb+WTXRipMmdUWm51LMFQ0yx9/zZkZyoNME86X0ybdjX/fM04L5+FcBGGmZ82sr62Xqm/bTQN2P8NwKRSpRNV+reFKDYTMYNHqCAmjiAy5UJFzzJTdoeiWL9hzIunMXwV31u5raMNEIaXNIrrNXbpvCP+DmzEtx4NSeN5Ezt/fcnb3Xya7WfonYp2dcVKuk6Fgcox6MiRi7AyhOF5v7E7UFz4rC8aUQOCxLplLmsWGdPpU7MZx4ITF8k9Y0NH+ffRW/2eVPSqQHBOzfCaJX/Ab892uD46lVxlvFe3ySe4s+kMBuW7VP7mz6QcqDch6XtfzSwn8AF2aq9dLKVyObU2NaCfSM2dz9L2/TmZYC7iDN1B+rpuXAj6MIW/OOQrGF4S/AneztHmHCci/x5wyPcNqucDMBBxKPDhBe2wccVL11360jyJbIaZY+FenYiQplzscciwS4ffObpfjEufhrlBSyuVQV27IkplpUd8BQALIUGYapjkwe0gQhOcA3YpfGb/GWVbAobAsgv0LzX+rBOljPDPZeIEm+1+wl3ftc0xziv6q2TeuyIcB7l2Ks54WvE7MiAdAQy5S+Yfm/ZePLv8ZVU4VssGr/Jl9q8IRCluNJusfrHVs4UILGGYPO9gx0V3e407iYDX4AXxVquUUHHfopQsG1BoyRZimq3JmSR62QX2mUhy/2rxoZLCI0+Qu3jLoAkF4AYHEZZqRzqKiT5WzWm3yM2b82bj3hUwtHwF4mKBmusMZozUPGPkTUHsDgqigSBhDgfTfxLw3uBy716TKcHkyckM8uZwKNWfsI4qJRiz8K3Z73LfZxFmDAYLY40Yjf40JzpHAtGbUQxZ0khyJuNVqN6KYcL4r/JV+sD19J7dis8nJ2VAG7fyGmQMMwyb/eeGGEQU6bOB/2nVcMPraEF556gH4cyroJ8MYKJmJRaoQ5/Q/9rFlDODhZ/YMpkU8Wqrg4ypdpUMPBtnCueCl23LGlcOdVKApRk4zDYhpvurlEu3tSzW9YyUFluU00tqk8qCfG/2Rh4qpEjQEtApwnjrP/6oHlHbOjFjcsiQrKFu8faJSGlEtKUqIJItRCQwyOr4VcgFaFeFH9BJ2EIhnwC06+NdmmnnWaIrc3S3OrGEGx7GFkkjIUkdxe72sPeEk+aw3Jy7/7yQoR3DFQqCyzL/6MSZvDShxmRgrO9tHDQ44kgd5UDStTs7jV+xx/KWiE+0fhtw2frnDSdLBRK260+O2itJF0ZO0Sn00otLVMvFcfMLnZdfwkS7IStNWOAlNoVXfTqvGPvahzI/1355lomj0oEza6CLblK+94vEhPkX+7qQJJs7iJ1tzZ/oolKsacgIdU3g6f88ck6Bts04fUhLDysNt0uEw+y6M9xF8oMA44++T8zWxnO9/Gd39DcD3P6fPA/D7xSmZ/ikfu1L3OEAMA0DwzTzM4JiV4OCjg8+QfAkraa8T7TDYMuB+O5jtTbR78dAP09m/SrgVRAlo6PQ6utIUlKD1A348SPOshkzAUtimRIsER5HIetwMpmT5jA8Du56GZtRDBkUJ7V/oNlKrBbM3iITy+2DuyaBtJm76ojoTT65DBUbHwRqkpBooCELZQ9B1pRVClG+nxD+ChHLkDqwHLbB8b7YCv4c7RCELJQ4ERslutT++XCiDJMFxpLWEMBzki0gOJTlAHfHsxsBrxxcqcgfM+oN6vWZf9Ao8KUKXJQ1dm/gvkN14iGrIbWserI/nxl0JVFvwMV7OLMIWYBgKoQWSoQFCEAG/3ZdhjFHvQcmXpZGEbMgznbjS3IZUosv92DeLrIjCyFKuQTHSoEZfv+Kd7gDLO2Q7ArzM4wjKOUFXoRrAExPRG88TGLML3CThXGU4owTbAyb4hFNiVwD+UN7CVwsQbAroafBU48NsT9biC/mI5odtRkW2Vmcju3pHKsqUuEId1CFtnm/4xj8lNNBZKYSbN4zUfKIuqBGGrcPwhMa+yylVDlU14aaS2gfAm46nGJEdihFQA8tTK1JYAsOph/ilAxXjq4aw3UsGmyn9lEi4BPgQCb2c8JsITIFjgbkfyjt47AZcRDuBqQpP8onyOIAPCaSvDwJKsh0W+2MjQubYbF386zWCJHB3/smoSuLvYSOrx8OOSRlyBmIaitgOMTEczjIj6jkVMOX3J0grcCYClpTTCIt0aiScotGpcJo034Yz1Ps5nCXvk3COZo+G86CcHa5AaUm4EolZ4SoMMsIFMCaFq1GT0xqK0dRrwYCtdVhsviWK9JhvkTYLBLVpyft2adKEkiMw37FwXVncmm85Q+eTdrQbiOYqFtd5x0iUq9JksehEZ49JUSiD6Al6Lc4qF4FKrKzXDLyEOkJoa1tfuiZL7CNjumVIoB2pu8kSzUqXFFWU1BztnqirMGSXFi3lqmhtHurSTWTzSR4u7sHpWUdnCikXkn9MlfQHXqlITZLlwqUriomcqlHTliFVCzRVlKVhyXRoT2xB4dZsvUiwDuBDk6yotLZoE/bs1chlgTPRBCE6Fy8UtRAhWHLWUSskaKZdNjSSZ+Z38fgwKwkMsz0C3tLoYwt84nFmFlHxzrJqss0OO9nYOTjtstsee1Ghf0uoW97MY5/9Whz0hE99JslFybzfLCpzyGG9+iPSZcjkc94MedoC2t5e/WKvyRfUocA5hWJY1Hd+A3q3o3ostSwMjlUWpujfZOrDu1ylFVZZbaXXrfG5KpdUq1HrAXXqrdWn3zoNImaa5YIfzPayV0i/1ZX2jaL+N9bQhq2EkoqUUloZZZVTXmJJJBUumeRSSCmV1NJIqzgR0omUXgYZZWKjCa5zQ2ZZFA9do2RDTEgDwocY3M7gDX/YgE+MSlmxy4HIF76Ug0ua3c3jF7DJZl/52je+9b4P/OwXTCKG4nCu9R7yoIcNmuuMIT9haxz3GQ6FgGWu8B2Sns5T3jJfdlygmii3EuVRkpLlVYpSlaZ0ZfCoXI8Y8a8//WU07YYK0irdpjvWSEMMk2qwGaFoQvgEZTba2ZKHOG3TEkhwiyFPxv3ybafaG8xS96WpW7lVOtzQusZk6Kdrim3YPLKrsE1FLwo056Jgp2GajrylL0OTYUlSpKNiOiIZuSIBvQW9UxI89fGoIAnwQCADCCYP9AAgp0Pl6YmlaE2bMzcN1ktvnantJbcbuqHAP9DkzsUtdfQi6a9BWffn6WmR7Dk3OsyyzFqNfERNvLA7zQgVfEMTOrCxuXaWWOuD3aj1scS5fPijGalD5MymdBRDRT3g+qS2SFpmd54000GiGpsCAAAA") format('woff2');
  unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
/* latin-ext */
@font-face {
  font-family: 'Figtree';
  font-style: normal;
  font-weight: 700;
  font-display: swap;
  src: 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") format('woff2');
  unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
/* latin */
@font-face {
  font-family: 'Figtree';
  font-style: normal;
  font-weight: 700;
  font-display: swap;
  src: 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") format('woff2');
  unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}


:root {
  --color-bg: #f5ead8;
  --color-surface: #ebddc5;
  --color-text: #201e1d;
  --color-accent: #c67139;
  --color-accent-2: #7a8a5e;
  --color-divider: color-mix(in srgb, #201e1d 16%, transparent);

  /* Tonal ramps — generated in OKLCH on one shared lightness scale, so the
     same step of any role matches the others in visual value. */
  --color-neutral-100: #f9f4ed;
  --color-neutral-200: #eee7db;
  --color-neutral-300: #dcd3c4;
  --color-neutral-400: #c0b6a5;
  --color-neutral-500: #a19786;
  --color-neutral-600: #82796a;
  --color-neutral-700: #645c50;
  --color-neutral-800: #474238;
  --color-neutral-900: #2e2b25;

  --color-accent-100: #fff2eb;
  --color-accent-200: #ffe1d0;
  --color-accent-300: #ffc6a5;
  --color-accent-400: #f6a06b;
  --color-accent-500: #d67f48;
  --color-accent-600: #b2622d;
  --color-accent-700: #8c491a;
  --color-accent-800: #643312;
  --color-accent-900: #402310;

  --color-accent-2-100: #f0fae1;
  --color-accent-2-200: #e1eecc;
  --color-accent-2-300: #ccdbb2;
  --color-accent-2-400: #aebf92;
  --color-accent-2-500: #8fa073;
  --color-accent-2-600: #728157;
  --color-accent-2-700: #56633f;
  --color-accent-2-800: #3d472b;
  --color-accent-2-900: #272e1b;

  --font-heading: "Caprasimo", system-ui, sans-serif;
  --font-heading-weight: 400;
  --font-body: "Figtree", system-ui, sans-serif;

  --space-1: 4.4px;
  --space-2: 8.8px;
  --space-3: 13.2px;
  --space-4: 17.6px;
  --space-6: 26.4px;
  --space-8: 35.2px;

  --radius-sm: 8px;
  --radius-md: 16px;
  --radius-lg: 28px;

  /* Elevation — derived from the ground: soft ink-tinted shadows on a
     light theme, a hairline edge + ambient darkness on a dark one. */
  --shadow-sm: 0 1px 2px color-mix(in srgb, #2e2b25 14%, transparent);
  --shadow-md: 0 3px 10px color-mix(in srgb, #2e2b25 16%, transparent);
  --shadow-lg: 0 12px 32px color-mix(in srgb, #2e2b25 22%, transparent);
}

body {
  background: var(--color-bg);
  color: var(--color-text);
  font-family: var(--font-body);
}
h1, h2, h3, h4 { font-family: var(--font-heading); font-weight: var(--font-heading-weight); }

.washed{filter:saturate(0.6) contrast(0.85) brightness(1.1) opacity(0.94)}

/* ══════════════════════════════════════════════════════════════════════════
   Components — built with the tokens above. Plain CSS
   on plain HTML: no JavaScript, no build step. Each class is documented in
   readme.md and demonstrated in foundations/ and components/.
   ══════════════════════════════════════════════════════════════════════ */

*, *::before, *::after { box-sizing: border-box; }
body { margin: 0; font-size: 15px; line-height: 1.55; font-weight: 400; }
h1, h2, h3, h4, h5, h6 {
  font-family: var(--font-heading); font-weight: var(--font-heading-weight);
  line-height: 1.12; letter-spacing: -0.015em; margin: 0 0 var(--space-2);
}
h1 { font-size: 42px; }
h2 { font-size: 32px; }
h3 { font-size: 25px; }
h4 { font-size: 20px; }
h5 { font-size: 16px; }
h6 { font-size: 13px; }
h6 { letter-spacing: 0.08em; text-transform: uppercase; }
p { margin: 0 0 var(--space-3); }
a { color: var(--color-accent); text-underline-offset: 3px; }
img { display: block; max-width: 100%; }
figure { margin: 0; }
figcaption {
  font-size: 11px; margin-top: var(--space-1);
  color: color-mix(in srgb, var(--color-text) 55%, transparent);
}
.text-muted { color: color-mix(in srgb, var(--color-text) 55%, transparent); }
:focus { outline: none; }
:focus-visible { outline: 2px solid var(--color-accent); outline-offset: 2px; }
::selection { background: color-mix(in srgb, var(--color-accent) 30%, transparent); }

/* — rules — */
.hr {
  height: 1px; border: 0; margin: var(--space-4) 0;
  background: var(--color-divider);
}

/* — buttons — */
.btn {
  display: inline-flex; align-items: center; justify-content: center; gap: 6px;
  cursor: pointer; text-decoration: none;
  font-family: var(--font-heading); font-weight: var(--font-heading-weight);
  font-size: 14px; line-height: 1.2; color: var(--color-text); /* matches the .input's 14px —
     the pair sits side by side in sign-up rows */
  background: transparent; border: 1px solid transparent;
  padding: var(--space-2) calc(var(--space-3) * 1.2);
  border-radius: var(--radius-md);
}
.btn svg { display: block; }
.btn:disabled { opacity: 0.45; cursor: not-allowed; }
.btn-primary { background: var(--color-accent); color: var(--color-bg); }
.btn-primary:hover { background: var(--color-accent-600); }
.btn-primary:active { background: var(--color-accent-700); }
.btn-secondary { border-color: var(--color-divider); }
.btn-secondary:hover { background: color-mix(in srgb, var(--color-text) 7%, transparent); }
.btn-secondary:active { background: color-mix(in srgb, var(--color-text) 14%, transparent); }
.btn-ghost { color: var(--color-accent); padding-inline: var(--space-1); }
.btn-ghost:hover { background: color-mix(in srgb, var(--color-accent) 10%, transparent); }
.btn-ghost:active { background: color-mix(in srgb, var(--color-accent) 18%, transparent); }
.btn-icon { width: 36px; height: 36px; padding: 0; }
.btn-block { width: 100%; margin-top: var(--space-2); }

/* — forms — */
.field > label {
  display: block; font-size: 12px; margin-bottom: 5px;
  color: color-mix(in srgb, var(--color-text) 70%, transparent);
}
.input {
  width: 100%; min-height: 36px; padding: 6px 10px; font: inherit;
  font-size: 14px; color: var(--color-text); caret-color: var(--color-accent);
  background: var(--color-surface);
  border: 1px solid var(--color-divider); border-radius: var(--radius-md);
}
.input:hover { border-color: color-mix(in srgb, var(--color-text) 45%, transparent); }
.input:focus-visible { border-color: var(--color-accent); outline-offset: 0; }
textarea.input { min-height: 90px; resize: vertical; }
.radio { display: inline-flex; align-items: center; gap: 8px; cursor: pointer; font-size: 14px; }
.radio input, .seg-opt input {
  position: absolute; opacity: 0; width: 0; height: 0; pointer-events: none;
}
.radio .dot {
  width: 16px; height: 16px; flex: none; border-radius: 50%;
  border: 1.5px solid var(--color-divider);
}
.radio:hover .dot { border-color: var(--color-accent); }
.radio input:checked + .dot {
  border-color: var(--color-accent); background: var(--color-accent);
  box-shadow: inset 0 0 0 4px var(--color-bg);
}
.radio input:focus-visible + .dot { outline: 2px solid var(--color-accent); outline-offset: 2px; }
.seg {
  display: inline-flex; overflow: hidden;
  border: 1px solid var(--color-divider); border-radius: var(--radius-md);
}
.seg-opt {
  display: inline-flex; align-items: center; gap: 6px;
  padding: 7px 12px; font-size: 13px; cursor: pointer;
}
.seg-opt + .seg-opt { border-left: 1px solid var(--color-divider); }
.seg-opt:has(input:checked) { background: var(--color-accent); color: var(--color-bg); }
.seg-opt:not(:has(input:checked)):hover { background: color-mix(in srgb, var(--color-text) 7%, transparent); }
.seg-opt:has(input:focus-visible) { outline: 2px solid var(--color-accent); outline-offset: -2px; }

/* — cards — */
.card {
  display: flex; flex-direction: column; gap: var(--space-2);
  padding: var(--space-3); border-radius: var(--radius-md); background: var(--color-surface);
}
.card-kicker { font-size: 10px; letter-spacing: 0.1em; text-transform: uppercase; color: var(--color-accent); }
.card-title {
  font-family: var(--font-heading); font-weight: var(--font-heading-weight);
  font-size: 17px; line-height: 1.2;
}
.card-body { margin: 0; font-size: 13px; opacity: 0.8; flex: 1; }
.card-meta {
  display: flex; align-items: center; gap: 6px; font-size: 11px;
  color: color-mix(in srgb, var(--color-text) 50%, transparent);
}
.elev-sm { box-shadow: var(--shadow-sm); }
.elev-md { box-shadow: var(--shadow-md); }
.elev-lg { box-shadow: var(--shadow-lg); }

/* — tags — */
.tag {
  display: inline-flex; align-items: center; font-size: 11px;
  letter-spacing: 0.02em; padding: 3px 10px;
  border-radius: calc(var(--radius-md) * 0.75);
}
.tag-accent { background: var(--color-accent-100); color: var(--color-accent-800); }
.tag-accent-2 { background: var(--color-accent-2-100); color: var(--color-accent-2-800); }
.tag-neutral { background: var(--color-neutral-100); color: var(--color-neutral-800); }
.tag-outline { border: 1px solid var(--color-accent); color: var(--color-accent); }

/* — navigation — */
.nav {
  display: flex; align-items: center; gap: var(--space-4);
  padding: var(--space-3) var(--space-4);
  border-bottom: none;
}
.nav-brand {
  font-family: var(--font-heading); font-weight: var(--font-heading-weight);
  font-size: 18px; margin-right: auto;
}
.nav a { color: inherit; text-decoration: none; font-size: 14px; }
.nav a:hover, .nav a[aria-current='page'] { color: var(--color-accent); }

/* — tables — */
.table { width: 100%; border-collapse: collapse; font-size: 14px; }
.table th {
  text-align: left; font-size: 11px; letter-spacing: 0.08em; text-transform: uppercase;
  color: color-mix(in srgb, var(--color-text) 60%, transparent);
  padding: var(--space-2); border-bottom: 1px solid var(--color-divider);
}
.table td {
  padding: var(--space-2);
  border-bottom: 1px solid color-mix(in srgb, var(--color-text) 8%, transparent);
}
.table tbody tr:hover { background: color-mix(in srgb, var(--color-text) 4%, transparent); }

/* — dialog — */
.dialog-backdrop {
  position: fixed; inset: 0; display: grid; place-items: center;
  padding: var(--space-4);
  background: color-mix(in srgb, var(--color-neutral-900) 50%, transparent);
}
.dialog {
  width: min(440px, 100%); display: flex; flex-direction: column; gap: var(--space-3);
  padding: var(--space-4); border-radius: var(--radius-lg);
  background: var(--color-surface); box-shadow: var(--shadow-lg);
}
.dialog-title {
  font-family: var(--font-heading); font-weight: var(--font-heading-weight);
  font-size: 20px;
}
.dialog-body { font-size: 14px; opacity: 0.85; }
.dialog-actions { display: flex; justify-content: flex-end; gap: var(--space-2); margin-top: var(--space-2); }

/* — rounded frame: everything softens, small controls go pill — */
.card, .dialog { border-radius: calc(var(--radius-lg) * 1.15); }
.btn, .tag, .seg, .input { border-radius: 999px; }
.input { padding-inline: 14px; }

/* ---- Page-specific layout & sizing ---- */
/* Template scaffolding — page layout and web-scale sizing only; every color,
   font, radius and shadow comes from ../../styles.css. The voice is the
   deck's, re-derived for a scrolling page: warm and a little playful —
   Caprasimo headings over Figtree, soft circles as marks (dot markers, a
   decoration circle), over-rounded containers, whitespace over rules (the
   system avoids .hr; sections part on air), photographs washed so they
   sit back into the cream page.

   THE RHYTHM: a 28px leading unit (17px Figtree body at ~1.65), 14px
   half-step; line-heights and block margins in unit multiples, heads
   cap-trimmed, ?baselines/B to review. The deck's seat-pinning relaxes to
   per-block discipline on a fluid page. The system's own interface
   components keep their styles.css leading.

   THE LANDING LAWS (shared by all six systems' landing templates):
   #1 display headers break per sentence (.line spans); #2 the landing
   advertises an invented product played straight — organic's is Little
   Acre, a monthly seed-box subscription, written like a letter from a
   slightly muddy friend; #3 spacing is cluster-scoped (display leading
   ratio-governed ≈1.08 — the display-block lattice exemption — tight
   single-unit gaps inside a cluster, the air between sections); #4 no
   hero eyebrow — the nav brand names the product.

   Optical left alignment: the deck's measured Caprasimo value carries
   verbatim (-0.028em where caps lead a display line). */
:root {
  --leading: 28px;
  --half: 14px;
  --edge: clamp(20px, 5vw, 72px);
  --measure: 58ch;
}
html { scroll-behavior: smooth; }
@media (prefers-reduced-motion: reduce) { html { scroll-behavior: auto; } }
body { margin: 0; text-wrap: pretty; overflow-x: clip; } /* the hero's decoration
   circle deliberately rises past the page edge — clip (not hidden: no new
   scroll container) keeps it from widening the page, the way a slide edge
   clips the deck's divider circle */
.wrap { max-width: 1200px; margin: 0 auto; padding: 0 var(--edge); }
/* the component demo pads the masthead with its own spacing; on the page the
   masthead's contents take the page gutter and sit on the wrap's text axis
   (padding-only — full-width paint such as a masthead rule is untouched) */
.nav { padding-inline: max(var(--edge), calc((100% - 1200px) / 2 + var(--edge))); }
.nav a { white-space: nowrap; }
@media (max-width: 480px) { .nav a { display: none; } } /* phone width: the nav
   keeps brand + the one action (layout-only — the component's look is untouched) */

/* — kicker (Figtree label; terracotta small text takes the DEEP step:
   accent-700 measures 5.7:1 on the cream, where the base terracotta is a
   3.0:1 large-text value) — */
.kicker {
  display: block; font-size: 13px; line-height: var(--half);
  letter-spacing: 0.06em; text-transform: uppercase; font-weight: 600;
  color: var(--color-accent-700);
  font-feature-settings: "tnum" 1;
  margin: 0 0 calc(var(--leading) - var(--half));
}

/* — hero (a soft sage circle rises past the top-right edge — the deck
   divider's decoration at page scale; on the cream ground the sage-200
   shape reads at a 1.02:1 whisper — printed values are per-ground) — */
.hero { position: relative; padding: calc(4 * var(--leading)) 0 calc(3 * var(--leading)); }
.hero::before { content: ""; position: absolute; right: -180px; top: -220px;
  width: 420px; height: 420px; border-radius: 50%;
  background: var(--color-accent-2-200); pointer-events: none;
  z-index: -1; /* decoration paints BEHIND all content — positioning alone
     would leave it later in paint order than the nav (both z-auto paint in
     tree order) and bury the nav links under sage */ }
/* the side bleed only exists where the page can hold the full circle: with
   the 180px overhang, viewports under ~1418px would cut it to a flat chord
   at the edge (the clip boundary) — below 1420px the circle sits flush
   instead, whole, with the TOP bleed still rising past the page */
@media (max-width: 1420px) { .hero::before { right: 0; } }

.display {
  font-family: var(--font-heading); font-weight: var(--font-heading-weight);
  font-size: clamp(40px, 5.8vw, 76px);
  line-height: clamp(43px, 6.26vw, 82px); /* law #3: ratio-governed ≈1.08 —
     Caprasimo's chunky rounds; the display-block lattice exemption */
  letter-spacing: 0; margin: 0;
  margin-left: -0.028em; /* optical left alignment — the deck's measured Caprasimo value */
  text-box: trim-both cap alphabetic;
}
.display .line { display: block; } /* law #1 */
.hero .sub { font-size: 17px; line-height: var(--leading); max-width: var(--measure);
  margin: calc(1.5 * var(--leading) - 1cap) 0 0;
  text-box: trim-both cap alphabetic; }
.hero .row { display: flex; gap: var(--space-3); flex-wrap: wrap; margin-top: var(--leading); }
.hero-inner { display: flex; align-items: center; gap: clamp(24px, 5vw, 64px); }
.hero-copy { flex: 1; min-width: 0; }
.hero-illustration { width: clamp(280px, 40vw, 540px); aspect-ratio: 1; flex-shrink: 0; }
@media (max-width: 900px) { .hero-illustration { display: none; } }

/* — the seed bed (this system diverges from the shared stat-row chassis
   here): where the chassis set four numerals on one row, Little Acre
   plants them — four soft tinted circles of different sizes, staggered
   and overlapping like seeds thrown rather than sown in rows, the
   biggest rising past the section's top boundary into the hero's air.
   This is the system's own grammar doing structural work: the bouba
   shapes the readme asks for ("soft circles and blobs", tinted fills
   from the light ramp steps) stop decorating the grid and start
   breaking it. Both accents carry fills (terracotta and sage tints);
   3,400 keeps its sage voice from the old row. Whitespace still parts
   everything — the shapes only overlap each other, at corners, and the
   rise crosses into air, never into copy.

   Inside a circle the content centers: a round has no flush axis, so
   the landing's left alignment stays the SECTION grammar while the
   circle interiors follow the button-label precedent (centered within
   the shape). The optical left comp is a flush-axis device and does
   not apply. Numerals keep proportional figures (display figures — the
   deck's policy) at the old row's scale; labels keep the 13px stat
   grammar with inks re-measured per tinted ground (each annotated at
   its rule). Rhythm: numeral and label line-heights stay on the 28/14
   lattice; the circles themselves are display blocks under the
   display-block exemption — their staggers are deliberate, sized in
   half-step multiples of the lattice. — */
.bed { position: relative; padding: calc(1.5 * var(--leading)) 0 calc(2.5 * var(--leading));
  min-height: calc(17 * var(--leading)); }
.seed { position: absolute; border-radius: 50%; aspect-ratio: 1;
  display: grid; place-content: center; text-align: center;
  padding: var(--leading); box-sizing: border-box; }
.seed-a { width: 240px; left: 64px; top: calc(2.5 * var(--leading));
  background: var(--color-accent-100); }
.seed-b { width: 190px; left: 208px; top: calc(9 * var(--leading));
  background: var(--color-accent-200); } /* corner-overlaps seed-a (18px deep
     by the circle math, not the boxes') — later in the bed, so it plants
     on top */
.seed-c { width: 310px; right: 96px; top: calc(-3.5 * var(--leading));
  background: var(--color-accent-2-300); } /* the big one rises past the
     section's top: its crest enters the hero CTA row's horizontal band —
     air, never copy: bounding-box gap 305→417px across the band, settling
     ≈403 at full width (drawn-edge cream 396→508, ≈494 at full width);
     the body's
     overflow-x: clip owns the page edges. One tint step past the hero's
     sage-200 decoration circle (1.23:1 vs the deco's 1.02:1 whisper on
     cream — measured), so the data seed quietly outranks the ornament */
.seed-d { width: 175px; right: 321px; top: calc(4.5 * var(--leading));
  background: var(--color-accent-2-100); } /* overlaps seed-c from the
     LOWER-LEFT (20.5px deep) — the two pairs throw in different directions,
     and the seed bridges the bed's middle, one arc instead of two
     mirrored islands. Right-anchored like seed-c so the pair's geometry
     holds at every stage width */
.seed .stat-num { font-family: var(--font-heading); font-weight: var(--font-heading-weight);
  font-size: clamp(34px, 3.4vw, 48px); line-height: calc(2 * var(--leading));
  margin: 0; text-box: trim-both cap alphabetic; /* display figures stay
     proportional — the deck's figure policy; no optical margin-left: the
     comp is a flush-axis device and a centered round has no axis */ }
.seed-a .stat-num, .seed-b .stat-num { color: var(--color-accent-700); } /* terracotta's
     deep step on its own tints: 6.2:1 on the 100, 5.5:1 on the 200 —
     measured; the base terracotta's 3.0:1 is a cream-ground value */
.seed-d .stat-num { color: var(--color-accent-2-700); } /* sage's deep step
     on its own 100 tint: 6.0:1 — measured */
.seed-c .stat-num { color: var(--color-accent-2-800); } /* the 300 tint needs
     the deeper step: 6.7:1 measured, where the 700 reads 4.4:1 — a
     large-text value only; 3,400 keeps the sage voice it had in the old row */
.seed .stat-label { font-size: 13px; line-height: var(--half); letter-spacing: 0.06em;
  text-transform: uppercase; font-weight: 600;
  color: color-mix(in srgb, var(--color-text) 70%, transparent); /* 70% ink
     re-measured per tinted ground: 5.8:1 / 5.5:1 on the terracotta 100/200,
     5.9:1 on the sage 100, 5.1:1 on the sage 300 — all past the 4.5
     small-text bar */
  margin: var(--half) 0 0; max-width: 17ch;
  text-wrap: balance; /* even rag inside a round — "boxes a year, in season"
     breaks as two weighed lines, not a word on a cliff */ }

.event-bed { position: relative; padding: calc(1.5 * var(--leading)) 0 calc(2.5 * var(--leading));
  min-height: calc(15 * var(--leading)); }
.event-item { position: absolute; text-align: center; }
.event-item .event-photo { width: 100%; aspect-ratio: 1; }
.event-item image-slot { width: 100%; height: 100%; display: block; box-shadow: var(--shadow-md); }
.event-item p { font-family: var(--font-heading); font-weight: var(--font-heading-weight);
  font-size: 15px; margin: var(--half) 0 0; color: var(--color-text); }
.event-a { width: 168px; left: 20px; top: calc(1 * var(--leading)); }
.event-b { width: 132px; left: 232px; top: calc(4.5 * var(--leading)); }
.event-c { width: 190px; left: 396px; top: calc(-1 * var(--leading)); }
.event-d { width: 140px; right: 208px; top: calc(4 * var(--leading)); }
.event-e { width: 176px; right: 12px; top: calc(0.5 * var(--leading)); }
@media (max-width: 1400px) {
  .event-bed { min-height: 0; display: grid; grid-template-columns: repeat(3, minmax(0, 1fr));
    gap: calc(2 * var(--leading)) var(--half); justify-items: center; padding-bottom: var(--leading); }
  .event-item { position: static; width: min(clamp(120px, 26vw, 168px), 100%) !important; }
}
@media (max-width: 640px) {
  .event-bed { grid-template-columns: repeat(2, minmax(0, 1fr)); }
}


/* — feature rows (the deck's dot grammar: a drawn terracotta circle at
   marker scale hangs at each feature — soft shapes, no rules, no cards;
   whitespace parts the rows) — */
.features { padding: calc(3 * var(--leading)) 0 calc(2.5 * var(--leading)); }
.feature { display: grid; grid-template-columns: minmax(0, 420px) minmax(0, 1fr);
  gap: var(--leading) clamp(24px, 4vw, 72px); align-items: baseline;
  padding: calc(1.25 * var(--leading)) 0; }
.f-title { position: relative; font-family: var(--font-heading); font-weight: var(--font-heading-weight);
  font-size: 26px; line-height: var(--leading);
  margin: 0; text-box: trim-both cap alphabetic; }
.f-title::before { content: ""; position: absolute; left: -36px; top: calc(0.5cap - 9px);
  width: 18px; height: 18px; border-radius: 50%;
  background: var(--color-accent); } /* the dot, hanging left of the title's
     axis; at narrow widths the gutter folds it away */
@media (max-width: 1280px) { .f-title::before { display: none; } }
.f-copy { font-size: 15.5px; line-height: var(--leading); margin: 0;
  color: color-mix(in srgb, var(--color-text) 78%, transparent);
  max-width: 52ch; text-box: trim-both cap alphabetic; }

/* — imagery split (the washed photograph in an over-rounded frame — the
   system's big radius carried past the token's card scale, the "soft
   containers" direction; the wrapper carries the wash) — */
.split { display: grid; grid-template-columns: minmax(0, 7fr) minmax(0, 5fr);
  gap: var(--leading) clamp(24px, 5vw, 96px); align-items: center;
  padding: calc(2 * var(--leading)) 0 calc(3 * var(--leading)); }
.split-title { font-family: var(--font-heading); font-weight: var(--font-heading-weight);
  font-size: 32px; line-height: calc(1.5 * var(--leading));
  margin: 0; text-box: trim-both cap alphabetic; }
.split-copy .note { font-size: 15.5px; line-height: var(--leading);
  color: color-mix(in srgb, var(--color-text) 78%, transparent);
  margin: calc(var(--leading) - 1cap) 0 0; max-width: 48ch; text-box: trim-both cap alphabetic; }
.split-figure { margin: 0; width: min(400px, 100%); justify-self: end;
  border-radius: calc(2 * var(--radius-lg)); overflow: hidden; } /* over-rounded:
     the 16px token grown to container scale, the system's signature move;
     explicit width — the slot sizes from the figure, so the figure cannot
     size from the slot */
.split-figure image-slot { width: 100%; aspect-ratio: 493 / 668; }

/* — quote (Caprasimo, warm; hangs at the deck's measured advances) — */
.quote { padding: calc(2.5 * var(--leading)) 0 calc(3 * var(--leading)); }
.quote blockquote {
  font-family: var(--font-heading); font-weight: var(--font-heading-weight);
  font-size: clamp(24px, 2.6vw, 32px); line-height: calc(1.5 * var(--leading));
  max-width: 32ch; margin: 0;
  text-indent: -0.559em; /* hang the opening “ (measured advance in Caprasimo) */
  text-box: trim-both cap alphabetic;
}
.quote figcaption { font-size: 15.5px; line-height: var(--leading);
  color: color-mix(in srgb, var(--color-text) 70%, transparent); /* 70% ink on
     the cream ground: 5.6:1 measured */
  margin: calc(2 * var(--leading) - 1cap) 0 0; /* two grid units below the quote's
     last baseline — one reads as part of the quote block; the attribution needs air */
  text-indent: -1.347em; /* hang the leading em-dash + space (measured in Figtree) */
  text-box: trim-both cap alphabetic; }

@media (max-width: 720px) {
  /* the phone gutter (--edge bottoms out at 20px) is narrower than the hung
     marks' measured advances, so a hung “ or em-dash would press into or past
     the viewport edge — seat the quote flush below this width; the hang
     returns with the wider gutter */
  .quote blockquote, .quote figcaption { text-indent: 0; }
}

/* — the rounded patch (the close): a sage-TINTED panel at the light step —
   a tinted fill, not a saturated flood — over-rounded, the system's one
   big soft shape on the page; ink keeps 15.4:1 on the tint — */
.close { padding: 0 0 calc(2 * var(--leading)); }
.patch { background: var(--color-accent-2-100);
  border-radius: calc(2 * var(--radius-lg));
  padding: calc(2 * var(--leading)) clamp(24px, 4vw, 64px); }
.patch h3 { font-family: var(--font-heading); font-weight: var(--font-heading-weight);
  font-size: 26px; line-height: var(--leading); margin: 0; text-box: trim-both cap alphabetic; }
.patch .sub { font-size: 15.5px; line-height: var(--leading);
  color: color-mix(in srgb, var(--color-text) 78%, transparent);
  margin: calc(var(--leading) - 1cap) 0 0; max-width: var(--measure); text-box: trim-both cap alphabetic; }
.signup { display: flex; gap: var(--space-3); align-items: stretch; max-width: 480px;
  margin-top: var(--leading); }
.signup .input { flex: 1; }
.signup .input, .signup .btn { min-height: 36px; } /* one control height floor; the row
  stretches, so whichever of the pair is taller sets both and they read as one row */
footer { padding: calc(2 * var(--leading)) 0; font-size: 13px; line-height: var(--leading);
  color: color-mix(in srgb, var(--color-text) 70%, transparent); /* 70% ink on
     the cream ground: 5.6:1 measured */ }

/* — responsive collapse — */
@media (max-width: 1080px) {
  /* the constellation needs about 960px of stage (seed-d bridges the
     middle, so the arc compresses before anything else) — below that the
     bed re-plants as a staggered two-up cluster: circles leave the
     absolute constellation (no overlaps here — soft shapes need air) but
     keep the thrown look through alternating single-unit drops. The
     min() cap pins every circle inside its own column, so the pair can
     never close the gutter from either side, at any width */
  .bed { min-height: 0; display: grid; grid-template-columns: repeat(2, minmax(0, 1fr));
    gap: var(--leading) var(--half); justify-items: center;
    padding-bottom: calc(3.5 * var(--leading)); /* the dropped pair's
     extra unit stays inside the section's air */ }
  .seed { position: static; width: min(clamp(160px, 44vw, 240px), 100%); }
  .seed-c { width: min(clamp(180px, 50vw, 280px), 100%); } /* the biggest
     number keeps its mass where the columns have room (the 600-1080
     band); at phone widths the shared column cap levels the family */
  .seed-b, .seed-d { transform: translateY(var(--leading)); }
}
@media (max-width: 880px) {
  .feature { grid-template-columns: 1fr; gap: var(--half); }
  .f-copy { max-width: var(--measure); }
}
@media (max-width: 720px) {
  .hero { padding-top: calc(2.5 * var(--leading)); }
  .hero::before { width: 280px; height: 280px; top: -160px; }
  .split { grid-template-columns: 1fr; }
  .split-figure { order: -1; justify-self: start; }
}
@media (max-width: 389px) {
  /* two-up runs out of room below 390: the column cap shrinks the circles
     faster than the type inside them, and the glyph-to-boundary margin
     decays through the 380s (measured: seed-c 18px at 385 down to 7px at
     361) — so the bed becomes a single staggered column, seeds
     alternating off the axis like a garden path. The handoff at 390 also
     absorbs the size step where the biggest column circle would
     otherwise jump ~50% larger crossing down in width (+35% for the
     other three) */
  .bed { grid-template-columns: 1fr; gap: var(--leading); }
  .seed { width: clamp(160px, 56vw, 220px); }
  .seed-c { width: clamp(180px, 62vw, 240px); }
  .seed-a, .seed-c { justify-self: start; }
  .seed-b, .seed-d { transform: none; justify-self: end; }
}

/* Review aid: the 28px rhythm drawn as hairlines — debug chrome, toggled by
   ?baselines or the B key, never part of the look. */
body[data-baselines] { position: relative; }
body[data-baselines]::after {
  content: ""; position: absolute; inset: 0; pointer-events: none;
  background:
    repeating-linear-gradient(to bottom,
      color-mix(in srgb, var(--color-accent) 35%, transparent) 0 1px,
      transparent 1px var(--leading)),
    repeating-linear-gradient(to bottom,
      transparent 0 var(--half),
      color-mix(in srgb, var(--color-accent) 16%, transparent) var(--half) calc(var(--half) + 1px),
      transparent calc(var(--half) + 1px) var(--leading));
}
