/* Ora Decima — interactive poster. GENERATED by tools/build-ghost.mjs from
   css/base.css and css/embed.css. Edit those, not this.

   Every rule is scoped under .od-poster, and only the card's own rules were
   carried across — no resets, no element selectors, nothing that can reach
   the rest of the theme. The two @property declarations are necessarily
   global; they register custom properties as typed, which is what lets an
   angle be interpolated at all. */

@font-face {
  font-family: "OD Syne";
  src: url(data:font/woff2;base64,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) format("woff2");
  font-weight: 100 900;
  font-style: normal;
  font-display: block;
}
@font-face {
  font-family: "OD Inter";
  src: url(data:font/woff2;base64,d09GMgABAAAAAID8ABQAAAABN7AAAICHAAQAQgAAAAAAAAAAAAAAAAAAAAAAAAAAGoJrG4HJNhy4KD9IVkFShxg/TVZBUl4GYD9TVEFUgU4nJgCDXC9sEQgK/WjpajCBx0gBNgIkA4goC4QWAAQgBYVsByBbQipxBd22HZUgKb1ZVe5GuPU/Uokybi9w23h/u+wg2HfCjeF2O1BItf3nzf7//z83mYhcScxdkrTdRgfwXoHukeVVlKxsVfA+mLFmi624RlakYL9cJyJxtOsImbeeHBjtMqF6D65yZ0jcGpv0cLhunJmMVdJHMj2EbFHimfaUewpVhzyMnfI0CJ7K5aB81WnvMh5Hp+I4zNXmYi/jIUO3ZfBc/j0EqY81WqqtFgOWv+9Vt1Cf803JzFTf88131a3U3/m9zALqI6kivv3Q8TIBEzBxsmcroYJVAofxgUkAGhIEFLMzgii5S8yfbt66JEN7CAVGw/PpaoP4r0mDQGrIgAIpHGH0eWHEfOtN4ZQNx1Q0oHYw+FYILP9vvnCRzbWfyyIwbrGj6tS86T/P6+a57/8MQgwphDBExnIsVnGs4Bq4cGG7cS3cuBnLFXFDiJQqbqQQsaaCFIPGuCKlGCO1MeLCFdfM8LTNf3fUcXQdSJSURCoY2Vv/duWS6fYjc9m/wu/WrluXJg51eNhm/6yFM26zN2NuZg3tgaRUmIgYoIRKiQqIKIKB1Zs9s3bTbeoq7x/rq8VFxf8BN+1fgMLM7MQDdDv5Jjo5jyBWXEKQQoDiBUrN6ayrTntz/7KfftP+z5wZYAIJMSJaWausXlPaZ6afYoH0utm6VqMNIQSB53MtP2X3GNoqlIDj2brkQBhRZ/J4/mu/yHO7X89kJ4yK2QE6JIVsES0xurglFbcyMjUf/r+/F/y19j73vhSuIJUz8XBAW+HWgAIe4WAmoAGMQP2V5/lf+9c97wVhAjT5waJCnnsLjLKs3qpikJUAoIgcqqi/ogs4h6fv70HPlXBm3kV8ux+IEoFyicqpFvt9+P9t3y9uF9pYCcZVjAP7FNHSYTSpYg0XZ+bjJ19EfE1HbYJwac5KJ7mnNxQC30nHQWFsN3ZKAxCbf+iP8d33FT9FWgYvduoKNmiUrWDRjq++Y7KcF5qKU6Zi70FQa1lPiIU8FTYCwZGxsVHbCxWholByeSANrOPYAT/u0VoazUIBuTggfoQ9pD3guQC7aOK2ypHqfjpfyQ5KCRfe3tdpIFgNcfyB4O70yauzlhDXcpzhf1v9Hydjd29F6859Ff1X4bg3qidbJ8rGSFRELFAUUVAJFVH3tb1mzrL+t98UdOabQlRyAZ0Camyrta/qRgpsLrBvPpXRJZcujP5Q5WSy2b3PpdNBIC0GpVAeNxgblzLBZdMoc9AihN8noyjPmRgElH4PoVyuJtwoCIM6QFhcez+xyRDQTW1NOyb9qGpOTqEjOf6fe+9GAEadRJpsbgpWwHKn9oDv/7+5tOXqiwU7j1Eqd84xChkX1SLn1FuVncvh/w/D4zPLDuKsGEYpgDIblHDYAQUWJ6VQOYTULQ4hVikWTW5VVK4qF0Xn46Lv7f9/7tU25zRDlnVTEx4Y5CZMz7vJf6WUKB0qAHx5SV4JcW521m9WJxn9Dkh9GLExbjz/cW/q3jlAOy8NPBjyUoVbufOB0jTgSx6TgEYxIBCe//1k9M/l0Fds0Zq38caQ8eiGbDAmUxXEEiwxGLIhNuH/+Tm1eb09IyrJIRtXGVklA3+cNwaJRrGsEGZC7v9MNdv5wJIHXgQurvNeHl7cizWDYy6alOrFLnDcXTAsQfKMIFpLXVpA4Q0g0lqB4nsCeYGipMupcghhFhStOYryGwHHM5QhyinFzs9Fk0oXld25dFG76kLsXNS1S0OpB3JAX9LGmxygzSo6MBzhfBljH28TzD6c4xZhEd8IyTv/Nywy77vHFXAIgwxBgmQlWPkNIiIikhWbXtP+7Zfpwzz3yL3H1e5BjatECRKgygoxxBzTrz6G84GPahctYG07mFBbSYvJACe2iD6e93AgHHfyP6TLmJKD9AOJg2ciHoWJBPlMTFPIxCwSJpaSM7FSJROrqJjIpYTYRg9xyWXE7Dpyww3kppsoICAEUMABQgEsBvAPwr6jBgCoQIEhAAjd+dHE5+nCRXvrfiZPnr/x5vsfrd+0dfuu3Xv3Hzh0eHpmdn6hWV7sWLbjeqSIiSFZCavR+ApkmCrBYLL4MwaPm/T9zCVL0REwAs2PFsKyYfu110+wf8Bf7J/fL+9fdvevzN/5+fmRN2+s1/+JFliVX9riddmSkcyTy7u3tbdvFeQ7urvdk+6tP3krl+vp8l97lez1tve6+iQxwhCk5iu1v3Pkj6OcAJPwcPgqNGCe3hrxfUcmwPeKlclzEX5N8rQ5CL/x5yXzcQ4feACcAUVrJcCufJxZhM0z5agLgwvwSuy+b0IdkIlxpBSkIAy8jkXI9xUsaLM7gOfW5CcZ1dtHuY/nzZAp1APHdWcuTz30LNOdUOViklGgz8PhKsT3rcKEj5kqqVXTIJDE1BwofrSAoJC4jHZ1HKLzGbuYKWsCxVhJiKzgnCMMzYlRJFqbBammPI21C/WTaQ8zFsiiVAAV74P70QGlEioZeVwTYhBKiH8Ub/kdcSzjoEPSTpWEZsZyM7BLBa9T9tblBg4pSEXeeoZiqhdTfnBYFnVLKSlZkvU1IWtpHWEDUp0t3DA0nAG9DjhPFwtMdKXPPUv+rsOE4RQwBAKAgFcKlA7mM9fTXJnZ3ZLmQcaynLhKCfVn21tBhzrckQxdSSQFVpyIQ97uJoef7Mi4dcGe/mW95cDGCYzHNKHgYGt/bGCvCTSsYQUwUmBo3+Ox0E4BvLUZXwdMa/K6gynXg+2AbgIsnTDu2tjboPaj0/61CO1NYEs/QTosvW9ZmUAqcurBY3DW9iW3THFMuju7yQrsMYX8Th8ux1yoZg55R6TzB0xvXRycsb0R2HCxnD1o2hDtSyJzPTX38DSm9/w6YBrPjnzYdPdCTkwvTcuZLvrteZYjhY6f1/xCI0fxKkDOz0flm5CXhiGOp023s0Ic1b4keIkeWimNXPd4R2laTu3qRdvuW7NrqwayQnA7lAYkYCmkam02ymnrDU5J7ToHKZzNXVhaAWEoUDG9u59wtrFNyAGcpmL8dT46S8yT7V3WKqZ9j9KLyHZoKBiFZTlFHc6njY8F6WutZzcxKmITvzSXU/UnIR53rOlf/5VY9jUD6reZpTNGTFB+uRWJyduha4Pg0UdADTNEzV9lYXPzMCEdtjJh1VBefHf1OY3jSWwDzI88SHsbGhGreORlKOsSF/a17F+dHfssmVUizeGVy84g0HNl6+L2kJ1uuAKVPGJvaHBaK7TW3EgKzqVvZil0fnxQ7noNdNT2DdKNyIiJUWlEYabN4Beo7hpc/2xVscy25ooYa57e/dtK6aP25uXTNPn4sn219k1Ho4FlNojbYIuUTXYo2uIXrSL8wyTWQVf0dth1fdz0iMrPLJ9mYqY2S0ndFw0qPeD4Y+FqPfywcGBNdwIM8mUUhRgSWQbcWUXQXcqFhEQp4YN48vMhT3yQxaimrsnIHB8UuAB8jPKmQNgEuIFkFOE5b/WWh1qjVLrxhBFiruQfElLJApVptWxHiNwAuFAzSD67S4i5cFFK9GACueN+g03jMoRHVXWQJiV1vBDhAojfk1RJSUQepvQR2xPcBrTHM32udri4ronXAEGNRtyH+FcIrdJuAGk9QMZbTzwffhEv5I63wLYFhTb6iW1nK6EJfiVyEGlf33Ngq0jZ6IUIoJtO1jIv9Ozt3yv4LX/XnNw1E7ZBOjvOZzGm3H6LLTumyQatNufjRNZ8rz8niVAhMDCW2Tmb0hjSmNcjc50eCncxfslJpCeUKyl3YhJSGCWVBGoaWjp6JmaJLKxs7BySOLm45YiXYLJEUyWZZroZZpltjrnmWWChRRZLK6OCStN1qnMZutTlARh3hGNOtfflX55TyqoAzmFCmhTbtSI9N38K8GaX27W4rrY8VFJoeraoj+qDwhIxtTgziWe7wor2MHdPx/pLK2iGHj0ZSImP6VNjpS3dQpSKknEOOldjRr5JMPMTpTH3rTb+yCd2OWEktoModN98HDPaIGMNwhrU3gdQcaISR7Tf1yvceEKlBUI7wnAqae6gLjEFBx4CCCGCGL6VHUMiw2LHBGCQAf2QxBqstagWGooqxcT4FjSXaR6wAAuxSL/EuUz8MIBkEGAQCXbkxh22gLAQixxepHeiY0fAGhORbjhGFBtNEFIDKjY0qmMU0FHzgpIrwQOBCEIwQhCKMIRb7c5InTJ1BnUBuiIiMjLaeHXNpQWKhVjEg5lysRDPZ4o3EGz2weNko3Iy0HYsXbWxoj7Dme5z88Nnp3XI6CY4yfl1biPBIAz3hxvekgKPgJCMnIIpSz5ImpFGG2Os8Sb4xXJrsyFSnyFSEVYdmRGeKdh0IqJvWyYA0cuJwe4TGOuZIQqhHOWrOK8EgmASGmGlLD8Wj7Lm15YDM4NiGu7iSJESDnF4apR+2Tn0OZbYHuSNNKgJG22Msb8l06DpMZEZmgaOEBmUt5tY/zjtEAT2AhMcpSFptDp35f2dzM6YwmaNrgcoHvEFQlJEiUtIScvJKygqaek4OfuFkR05DY02xtgkjLUJJppksp/8IsniT5hX9P/U6PAfA+GIO/qvb4A+5ImuFPVv5pXvpsu9rZg7lPpp31jq58vNve3Sqv1IaO5Xe9V2tJbQfuGUx7qLzudq+BavMX97qE5maZd0WCRVNd4pXfQSzN5Mzmgf8wKf7C4i8th9gt5n7ian0nQsBayT5t4ebl7on+p2wYAgxcs+9HTJkR+7drgMhrSLDZdTelqvjcjEvIl0+73qT87nnT63cxNL5sLfVqhch2GGIsvQ5Kgyfdb2/Y9hNORZHsufwf4NvzH5qL1c4ubXj9TJdt3Jc9ZH5FSlfQdZRKO1w9pZlw0JO2MGhcEyPb16SmP8agwLg0nKXq3w+DR5mRSqCbjY+rWFh5HResn2uXYtErrQYiOZ7Gd/4VpTCV/zEsJqao9QAvM7LJRnuSs/6PTS1cHdH/rn4kFyIjs5JXnEkODDMvDeeLIJ0pgBmXVAxP4mipHPnODOWje1fyUz8Dl7qq9VNCEHVOYQbOtdDf0H+3fWeYnqVKGKkupCIXaAhMaj0lIULMU0mJDIn7cmaMhl4MRcYoglaN+8/qfFwmX1LnW9TflOhdhWJoPjCln2RRepkwwvH9WpqJjPXWhX18aR4MS8u0zeojiy+76UMaq9qBbBtuDRlA+NgqDUP4ykVGeh89UjpopHVsE6X5TEntMkJyqg3iWVukul5dCg9jkEqfw8y2qvb1J8+8jDCFwFQmcV289473lmXZ8YNsS3uRCHWd0+i1vuPeTHZheQphCVE72l9ofarbW1FHgh3lDzU02XCvHc4wzoBYCuZTpP6pmtMtlqp6mtHcJ5IZ2LMvdr2zl3ugbcGl5/68Pf5mB1BSJzITyKm2Z7Mu8SSk5bjVzburMqUu5Ki7f8+taOLpoMXdtRmUvTREqLDw4NCtzPMH+rqJ0Tc7fpIok9Tt/Zn/H77F/PPlPhRQyQLvKjlRMBtj7J8kS7YoOusIdNZ5ayGoHlGOC6lmSRvfqWJP5LftRz0rPMcmNYYl50PiWJRxmPmdNqf8E2clDPKY9je13p8qq/o+XKBW22rRaHh8u13nUW/GjkRD8i1d8Kppj919pz/i3wAt308sCupRFf80HVH3afEKW1rZ9U24ndUafMD5zeiXkTDw+6xC8qZu0JrmNwTDEU2Su7pmzDLF2S3oAvxBBbCvptbLkxMfmdyBafzGsvuExSTAzKrgVC11Lp6spBZHXj625uJZ3nUeUy2A+6z8A+2beUrMc2afpS+8r6aIEXme1mwOQZ6RzJuD7YCd9DKVpf1BOqDlDODe3QQ1OV78V+PkD64SoeRKUIla5kJ3ECwsSiFzb1VRbCmJSsnR6pmZZbgHs8duDDTPGHCXMyYoxhJKzc5yuB8mv5Yp0fkqF4lEoUTgY8LxqB3yZPdqi3jc+K5mxxL5jj7xiXpfiNNh2HKWCvMIKfiQpIJnJScVYiRNkqr/mk8HqPlmfuVax4yDsIofXMqx2ML4U4Jn2s5RBspeTYaGs/0FiXsCOukTjGc6eS0vSgUm6B6JM8Fn+ohcsX86KXa6uz2Srv9JS2M5tq9X1FOoCT0SROsamlmOb22oTvjdhIF/iqROzTsjGr5swR1BxPY9VTnPWlDcR7bks0yb4+uK4grH2uQ+M0C/9Liozuz0wESwCWGQwSAgBWJKfW1VT1eFxR3QrXxTU2L9qhBknp9sCnRvR57UxyHvzwLpnAiS2RPDLWQ64o9/vR/k6CYeZhaFOHrjY+oH+Jux8x5DuWigndKdVYh97Keub0TgxuMuu9R5MLSHXTlst3LGYUOC1Z12ppe7/E0PSkww/eZP776uYf9cqz1d2hNZPY8FG0/xUGcQ/u4YKNkeSPwoNqSxOMOq0a7lbQ1Cvrf5Xr5b++MbSe1rt6vkXh9b/l0Qfa77+4FWGgn5e4e5ujIfZ2KfccBR334a1Vrr+AitnR2/Qjpq/NwdYqz5AIcjTR2ZZU7R34tFsD+GMvLf5Or/nxXgyVbM3jOWEBSk7prxPYi6vXib2HQazw5+TTwyCzOCY1rqebtdX9P2W8QEYCiEeBRyNBJiMnUklBSqVKGQ3CYXoaH+mgI2JgIGZlI+HgJOPhoUCJUoqJM0lKscgqsilrtU+HKw446ppSlz1ywgOWxwKCUxAUQPDgrYu4Ew3HE+mdyADL+7kc4UlM/XmiMFpTgYVGjDFDqQhQz+4PHtoWNByggQJIwVwA4RAgAEp5IEASzfygZNwRcRxSMRvXVRAM5dv2AED6cQAAuksAEMsHAIgD4QUAAN0EObmWUd3gSA8Y1PVgqCuUojgxMGShVAfL24D2jru1o3GlUE5YU9dmZs7RCDSOV6wa4AAsvOmksY4TwEsa4WiSOovvFVcVXhJWIgEyNi3NKFDYV5IJ0JSEqkV5eQgoMneBtJXSRLRQ2rLURYx0U9t5dIsjLyuESnlQ67jowMDMXRiui3Y25Jp9E129ZVQJUJFw92KpsjwA4FlsqWtEoVQZLCd33JExjSsFEoKqOgKto+PMlUDNeGFMgQWQxw+Z5T9qBfMED7HY9TYS2Y9g0BqCHh5g2t4z4yExXqIB4KLe+450ozW5tYABzmUqUYIBNmm/AhOTrmrWQ2ptQ90xzQGefFU5W6QgLkWrFG5qnC5sCY2IhUKmVAVlFaFYk8Ij10XEJM6QjB1KdoCMsnSLq0TchU6c/ABG1BDboDqU7mBorq/At+wJGS10mkrWRFqvQEBNYpV/Jrd0F9CusAk46tbEG0vat5QUcN5XAF1BzOew4MeVcM16LzdtJxP95YfVOd34zEJLOaeLAKH0RjxlhU//pvbyWk2Mu17zw8ldqVpt+iOMKua4Ew429LBSFElU0Ued/OxPaf5MbS6nMba05HX8cs690mprq7/pJTa9eRVWLkK89GqaXXX3tKiH+Ge2uY7RedXzVPS07Ghx9VpT5BF1Vmu03ibv69AJYzIuH/G+Bk1dzMkrLFZ9bVzv3RnA0+DIvLji7sIdhQppaYf2dgNHo1I4tDvDt95qp2YmDW576CU3IskVq9ai11TxpsqWr0y1DeapscQy9Rq8qkW7T3wbYAumiDzaWOJOcjJJ9zt0xlbV8gjJaSgYuYWlNOhkZtXsmfdBkpJSTKNOk82WKlOuIhXWucU9FnvMSms0ataizYc66AXqaHiZhSiYdY6JiIiqqioAACRJmpnZ2OVPm1UlaYhjuy7iHrE5iPk9raxlNL9TadQpbYQb554Xqe2AlCbMCgqAlOZPPUQRIAWsm0NdBoXc1A+ASO1Fi6LYT1hYsYGtIktnBqOKLpnUwkZPkLOoYw0VJrk058mbLzd/gnIrcvKKq66l3qYW39Syy6+s6jY0r5qWtKz6Gnq1ltr7pG8H+AWvGPnoxzHByRzyZE7BlEzF1M6m2TVFc2R0Uz3GqZ+muT+OOToOE1QhW+0vzzu5Bo+jC62djte3OoKJHK+Kzw2Vb46394MSKTtHCqM7nGro9KAppioKmp6ZhDFySpYto4alC5xRs6Iwcpq9811hxhq3aMni6pbeqfcWomIrvKrvHFy3uP2n4diFZcMAoLyQo8dBkExSVKBR8ThhE7so4gg6qjFSTxP3ceDIrG9VmnUbdsecDXmxgSfmmme+xR6xXL21mqzXqt0WX+oEY56Io4oxjviTmp1kUgkZMThBTpKbvOzJlORmGl5+eV69wKxzTEREVFVVAQAgSdLMzLKl2GwkChaJiIioqqoCAECSpJmZZUvp3UgULBIREVFVVQUAgCRJMzPLJtwKUbAgIiKiqqoKAABJkmZmlk26FaJgQURERFVVFQAAkiTNzCybP/WRKFgkIiKiqqoKAABJkmZmFmnzr4ENilDA3LZfCCGEUEoppQAAAIiIiIwxxrSbyA9Vvi/MBiFuqUI5+XtaCRfAk/FnEWYGYL5rX0ELIaAPzRU1e0eseNu9d+sFoFXOQ4c7YhCIR8Dsy4gFMo1UuLz7uzU/rf8XFiGpV+BPjws7a/HlKuXjxs9MyWYqZD85MRVjiIgIFS8xJ2Vl3EMVrvHNB7+DaeGAHhOQavaEwpCajXML46efQ8vGL/0CWq6mp2aeS0FxuTnzwkP8ZW7vQDnlrrJRpUonWZX1f/9SSd1fhSrrMX9JrGxVEaoq/wu948FrdE8xOaEnboRAVf45dCL0eK50L+aQ4cZnpRPWmQ37wv73z48Qq5BVUnbZA68sEgEDtQpr1eRrluo2V7YV9nvEaht8EinzjyPZYUcTdYpTGWMsacnXajW3uZLqq6muV2vv+4mNdpKnekTTNA0rduWvgqVeg8uwrOvlDgvb7dJdtDU7f1ceYpHf4TiyD/ahOfYc5bABRAGW7vdMAEKEHMVGlpj3hMR/Yhp/YtsYVuhXtfX9oFoIJocWG6MgB1UN2AXjxUaBhXYUk+dGWbT5a0B+V4DDDy1sfrz3Z88QjFzYvBf8S2YJxxLYRAT/D3uIxnewORrYYCKobH/J3hAI6FIdIBAoTishENjSDgi0rNiiHkIg8NOgTR1lhEDL22xVQqClOVfFEGgxd9YmCAT0dUsgEChGrkMtPPi2zFcNdCh7r8V0qFj6DL44F7PRJeb4bD4ojszkiIGjZawPxiS3x+SwFst0xLKrea6Fsk05I5SdKfBNDptwgJwdmiHIR9iMMX0M6TyPQe5zYofhJUwBgBHoNiCGY7NCR80iEarDp2OT2U4pW4N/yE1eA4u2NmbOZ8NGzPUPNOSTMSdB/S1N+UQsSNKW/BQAnyUXlTK3MCzpBNyfzeaM0qISXLfE6ZTOxoBWw667f0XsEtoRsMzDV0Joefw+b8ZBrnFjnusrosjTTGW+SpP+U9lAZmqxXolZH1wUrpn0OZGPugiJpcUxEmKeeq/4WPvAg8lHeMZqZEAnxsRoSz3zWRfaytS6jw8vRpFT/KWVqwvdPQwKYGGjZVNrGm7tqKhWoaidd1676WUSh2C0WYg87Zt+io+dscOf65NN7YK3v9jQQ9vEWcJMfNjEhbaqPUTpCRt5CIQaKUS2qhwmSTnXQNZH1ECOHTUwnRHVsYVjqAW2HZsNIJUiiC5Tc0HdiM63EkAqRKdmeoJaET2z3h+UicDIfTHCextYeu1Vxx0z7H9XNAdo5Kq2PbWN2DTfobbOnNgdzniZJVyZBk2rGnvalmjZdqjUuV6bY6QkzB66UAXY0hS1IFD6GOnSneFM2MyEMXQXBnWjwHMfL1o4LbyH+tOCMH9Mptk9LLMykC4RN3dvfMJvNLR09AyMTA0kmFKDssZe92Z/q3WhMfisHZYuW4+jz+XxBWBE5isB8oQhbBKbyqYxBaWIywkUAN1Gtf/iwUXXAO2EYf8nZAC6Y02X6XgGdKuoR9An7Ss7Ezr+0/6188UL7svZy/mrJWv8Df4m7Dzmbd7bJVvKi06XT+x47aD2EFd8rjuul98g3Iy4XXi35L7xAewhOJT/v5JHysfuT5qeRj23vPC8CCh+4cIXz37x5pfOff3CN3/39sB3ot+/9cO/fyy7/8dPWWP04RWP/vb5ii9edVUnbuj/+28xgI46kyLI03gCKQhDgH9vh+lunQ+h/MhIsoPhx0G8QPUK32ucb6Hf0fkB8l+jvkfzGzv+JvMftq5k90pKV3F2NbvWkLuOpmW+6/8toAhU7wJYYAxA7hm2zfL/NgdmlnrS1qVKVPUE3upZe5uMSPN75G22Q9fsDXaM+O4xOwdUOKpXTs/Ce1Y5BGZBUAyk+67P4xAc7mefNEWAlynSFRrixMqODnWFbPd+ZsuoMOYqBIzy7FpztFRHwRom5r7KUOEjRAntmABBPvB2tBHiSCJPL8cFfUKfeGvct71iNf3nswLZYK5YMEleMc0QdggkOJ3p4JAdBio/D5sbObSX26/eLNFI4KaddMSfpEWkJq4kJAG2KxF8ajty+MDpQ8jnrQkdu3HsVQ3uGAtEKLoYNIyXMEeU8ETEiEO2mfDtIOSGgeg/oav7+2vLe2wLKSebiAnE3NiRWaISy5FZAGDpNcklkNDnrbhsKrcn7JX02dgvV1vY+3zh1g9D+LKrpgoEB81BgHw1BvubTW3fIoKOWyJbcuSffNxpZgf2BO6iJf3+3zJAvDo7ABAA/IXLCBCIihAxDqBAAXQCX/s0W5TEAJZfOp2TmIAufxmbl0AxpaRi4ZcpVZ4SCnp6CIClB3QAIaD9aF+H70/P7AM0X4jXZFED7Cvz7IMcouEHp7r+kP3hhxbTDmu34pz44szSLF/tomC+qvTv0xkXPvFCtU9UbdFJtu+CG/8kz+vikArhY/w6mXB4Xfkss+DF4GIiTIZpp3KCQDZ+X4nvwsGEmNSQHUa6sD3w8QBSIBQAIux2DH7uZukCzA56TxqajFynSmFOtayiYtKyMiTUEC4kpFpxx8HFezPdW8vIYXT0DIxMzG+j+zd1e4WDUgeDJt2kiIBDSIGFg0dDx5AqTQa2XHnycXAJFStRSqKZTY2iSzIcUqHPYYMG/OeiS/7Qxug2k9OOue6WmR4odc41l5UbccNNWTgEhDiMiJgrGTdyLAJCIvwABLxXb1IVpV3WLnV5QUHZ/CA+IX5ByVKhoGEg3x72QYhk0mVjyZEl0wU/ft+eXkgM2t0EIAdHoEAmTt8KFAD0GJAs3UGhroCtb/8sjCmZBXzO0YE2Nh3E+E8/GMDOpkMyvtIPBXC7WIe5iSQ0tYwBi/cCtgUAn4Dbp4DPMwB+jZWUJ2VTN4ZDIkNbpQ+P3s59rnYQ2pBZmp8aK8CqeopvPbPBtWcTHJ4DHo/ys8zGWxDgbDnFNxZ7+Amc9GJikSCER2PxqorqncRLN5krTrbVFn0ZKp6Xqkmc23jcKOUCzQbAdeKZcbe3nDPOIl4CBBNfcXNoEUuOO04zyZ7T9lg5JhvDvJRpS0meWcmgWd6ctvqn4PWmtdscNR82+yaL1U311a/seL/PF1ozqOdzHic5J8+kuMkLPV9TpLTKC8do1aKsFMUnLjwRqrlRZFnxONv4F9nMeFxElniG4Ti/TI+RbiBpqfShRLIcTwlZDx3L55OyCkO2cgPHUIFTMw6k83nbRR7Dl+R8bkBNdE8StvTOqUVV/iiShTWZJKr5P6xCIZaBpQ4lqxz3V4Q+55RbngfZ74X2C0kDxZaP0akkFfBHRQUeOp54wuj5m1sDSaFE3BS7B8iwx15ByPD/WHxm9Nz+9M31fz5CIh+RMAlLtdy2X2uTYpjFAwUs59bZUVLVNGtKV1KSCmU6HkJk2MrgxjznttwGdoSY2OClHWqswGq4qfKKrzdfXZdd1BdOsVhIl3wjv0pSNnrEiqublxMic3Gojowr/TjM7B0PKhLHbP2ZX1Gjt1U1ulEdWsw2fvukWJMr1ZuKbxuL7O4JyNvr5B1SnuDx6bgKHUyztFYLo6LUGqdqAcgpfPao/PBgocU6FCRlTmxGb2brm9pbnvuIN6xnyq+ssayK7zTUsOjXOGVACRYYgSDUSM/0mbaDmka+LokmfmztgdVyGh3DBaKNgRSjPNyN/x2VsA7KWaqpXshl6I/5DrcH+f5vxGjaXaN3mh4QsBDSfZi6qgk87qS3xAnWlutsrjud6z7g5oXqbpYDXk+RijILkeSoSkShG9qJZGV2lHJqrawiIOEU33vLsZEp10VKlb8c3xQnOO0zOqgumq+FmRycLx6JbCXrdR7pNjY8oscKgFUnKvK4Fkqo81FrqTqZozmwno+PuUPmzi8Ko7ao6mSKKbSabbn5hdopXYpAkDAtHb3u4PxgUhZfu0CEka03ijzKSzRmYIUJf9kmY31OOw8lj97Qnnlysuwrz0ECXoXUVustpiyD2tOER6PJX9wwpUsqYzK7jVT3IM5zWHaZCifNmRI2ljLAwQsHqaccciKjNFe2uMkpeI5XTC6KnrgQNHB05oac28K863K5Psji9HxmmlPcHC3NObI5O2UfE6J7ZuuCGcjbWVvsvkYUOVM03G1mvoVY5Q/qZ84LFDUTwzVs70medCbYfd/b8BiOk2fVS1Tg7/7xxhuhTOlZGQVLWAUFZWhOtiv9DuruMuctKs2aUctJJd7W4yOkTt/JlrXnzlR8kI22raINO0YPvpzyM5SdhgpqqKCPfqaeTyIfrAoy15ZdqrDa+lSj5GEy5fpAC71+mnP9aWkIBxknO8Wq22qDYW99Fcrgs6VOmNLDFXXM+veAZ1AYSEEVhmw/zzoCM1Rlj+6tQqnBn0JywS1HiGrKy+2+PVSlQAiLkbWmacsZPHqyUxO9Rgv3Mntx2II+u5mkTEJ5cuLtmek55t7JtybcU8K0kmRhTze2SK4wgo6KHi2bibBqxIc4ZCGtZktt7tVGzBtS0ckftBUIqYKImWnI/5l4EVImyWkYyiiSn7uwN/7cTSGasN6jUIJO+c/a4T5p1vd3hagpKQJphgBZCIu6F12wqLmWQOKgWTIL83IrJDDZ1m68ggyr7wI2pFTYwbbv/yA9rUJXxxOY81YFV3M8y3sV0WNnT7WTcDNyEqP0B49Tn4/7KZfX9UAy3vVSxq876sjREsLUtxqs0MTFVvuu2kIPJopEdCLklFVcNj1tWDtChaGGzAG93IV6xvcTseUr66M8NOyPjvDwUC8KzO2EHfMgChe34fYF1L0aG6bMbJYzC/lrF+Nr5YkrUMHxOMbPXw0zYhgdNJfmVJg0UfGfP311D7fVldS/fvmEWHtaWLWqULHBOxya5HFqcmMy7PMGB/z+p8eg29fvDASz4ZHfBljjsDWOWgPtTT0WLKro9RrNbiFdbNUZ6Df6dUXWpPtT6pW4uOoW1Zpd7fOhV7bqS3mW9rHNt3PH9O7h+2eO2v4a9xhiJYO12Yluvo3JaNsrLCphPV+XnhPtWv6Znpl+VOOI+GAtZH/nUttr9qZ8OPUs7Met/zsTuzsN/u20U6XJQV9w9NPJk4a1c4uuWo+dBUUQRwQX2hrhKKya42ojoMdMnSpKxFE31PVnEgXof3RFfMb/b49rwgjF4CQDNaAI5qxdac7Q0CaiAjAMgLUJfzND+Vs65IY0ObAcZdT6dddOH2a4tH7e3hIH+VmJxMCq6/zOqbHqV//HCajF1m6rKrTlcnrl/SMLGNDZoU3YGD4NLC2PeKvLF6h7/qdhTnRXZL6hUA3rrbbXWjlg9PHWZZbl/aMYFHLdG93AzZHN1t7qSnoDCsUxWHfvJpK8FIddZSneojxe6PLRFM8oFDhjP48XLzE+5trMvkmEIQdAnmFFiVImawobk5xhdErkM8C3NSbZBaLF3aru7D+efVsS4/nk2AcnkMbbdtc6XCn4XyCXvU7tEv9wwdlFypAjU/+WICroxrG8mfvfDM8Mf/dspgVYpGX7flqlGxleGgYbwML41tm7/Ly1YjZcVZICPWyDNGuaxBwrE3HX3y9ayZtmLXXqcnG4qiYcu2gUQ65JwkkIuXpdBxGE/cDdDbgwl/rNt3OpAVu74tuwETV/w06yY4vHS0tIOt8U/bP6qn271ep9z/S6FJ1fCREvs8XtHBHz10eqbycDXdEM8/x3TWVmmxUy8NnLi/IZ7XtRq+fwn385SUxc9+AYAcG4Ay2HkzTPPPxsaGbolxuHbh3dzK3/tKPUOhBOtr9l2ppO/fpb/iD4bu3K7yPHavhrdoLrjmicuIiiDSBpn+ir9u3tqC1e1Deqd/n86/qmi1MJE1tDtkd2xJPdqbOpqz4uM2UzBSfvJBmY3Y3RzxvJO+QGQ6tUwlvS4Lfj93Tkc7hm70UgC6p5lcpLr/5Uzra7XzP8PsN/jJgyIY/Fv87r8stvivVsYBFQntlPIhvHV+trjud5ST0lewEfKkVeMk/OFceJBVtAMF6khYClpjVMJ3tLgQhpDarzLX5k/6hs0uEkzejND6oNbXfGHHEyraE6UoTTumW98v54jwwuJXZ4U48dYOw/S9ounRku943ntWIsVpUzh6o6aV6y/yJvaEcF4YAkmPfNk7v+W3Op336jNP8LO8u6p3r1vp0ao+SsTv+sXk2VbgEtgV+1/LdkUwuf6HTCZy+rl3jTbHkbGdqcng5taieVQ4AgENeP3px8MfD7sJtjL/ouD0BILnyngnsvJUs9s83yVgRMnZYBq23DdL4w8guHnxYPg3aXsW8KddsHVNf203KF/VFpnFFYdjkJQ87QxZIc1iPWI2790q2uv/R5YXvX68LaNTPRtpVwU65jtyeRhCgim1UXxer2222P1jLprUUK9bUfxWCfd4cZ7swjQAigaDfgY2ZlX+PW7wee7dwWsKaWcxSKpZzsKcHtnWcDbd+bNyLdwta5LjuKI/97asv71A6pw33X89NjoFfEMV61udZ5BOPZ6zFoTXGyodytk72vdFu7vOc2P+d5YE70eg6+aT86/vw6jLFZz7vuojN++JbZindW8HNei5+Dzt8o5dn+XIZYLyms5US++wcn40ORCTkRWf+/bDqyktihyPfin6lojs1edpj3zSuHYtPD07/1f8+RHpe5s68SpOedgIs+8HllJ+M7/UrxfmJCdwje+9U5t9l5oFbvP/EyKJmjj4ARsiy2GPPQjLShvdk7oSh+SxTigs5/MdjM4KmIv0DiDJSwceVqxIAn4WC+VZX1Ff99qEh2YSSRLA5HYR0XYgI4HZLl0NSY1qN1pNSz2ter/VY+46m66NPDBY0EtApxZiHFnmWbbtmp2i/ygWOhcfGEQl9wQ8RfjJfJqDZgp49T6bQkayFssYUjv0N35BGGszgqxvxABgcu8CbiMUtBLnSl5m2MTLFHUXbY57hHeVFk5cPQgoz5OEMt9ckZ3EWS3o9Kg6bVphcUNBBQKkQOMiKXm8HPLljfiVq+B//EtL0NhSpNajwJ9jvxazBIZoj94hKwMG742gQPyKxGFzc/NlSYrpaXmz1umRrlNYtQO2Uy5HZzMb/QUIi6oFKhLzfzwz0b2pA2wH4ZrcCp/5O2arOFE9Xm+W9TP6XNX05kSBwxC2Hb4WhUVJZrtKhNhrwsKkFeapOKYrLdMJBw3KX5MAdsqqyc2hEAVE6GJy3lZmt/VJg+MRiKq9GITDcbXx2wMC4t2rujmBoMaZRr4KMvq1SoC4bCQn5zMXJbVobaaREBqdP4V21qk4VjSos3Xf0ZC3HNtbQnZ3AF/Wa06BLEXD2bw2nLw6lfWhhM5yYjwhf0YqgLTVl9Hg0CCliDnYPW11k/52bWdMAoUJp9TPjA43s+NBydcg+0bqk2ksoLgzqyq1GECkiefqG66dXhUESaJlmof6JW/rx8vPK/pxsNQg0KmRV8eH1Z2V5z/gNGs4BrYKKXFOWoDQO3kN8iRG2KpOjlljxAGRou0gd8Q+sRMXipplo8x2Rtt97cfLtG31FGrkam6MAwa4MFDj5mbS4BXkpfB6nYa8qTiE6nAVTHS88PB16aH1EUY4OHdSrb+eBq9ZEx4OBtfAp/+8FbBn+q5xLz5HXxGEVvj0Olsx2NV9kLy8gdobFma3/SPa2sL8zECZPiitHvbfx/bpU4ByZJQJZn7GVsEWsR2LiAf7bJxmgUWwOfFsx8+Vi12adf+6i4Q4q8VFKK3OmQiYl+48HQGNgHNq7ba1JnM9euVHQAp5ZC1IxvkGyoX42AHa8m+/Ul92snOPHXfZi1tGDlnjDMLbDP/WFz0e9eZHUyWoa/BFycpGvJUq1dzpyfU1Ydo6CsKR8ZR8ZTj2wF9p3s6pWzBZ3b1HLpKKKgwpk47i/g5woL6rJQSRnYXMcZ376THb3SvJL+m2lgg1ZVsnGdrVHfZErnK1TqJb6XTXurVcOgXLB1nVc3OT0pa2oUiAc6tDVzWZgiTIwsubC+VS7qrOOTgXcBazB5cPrgxmBcAgJ9GE3z6ttCHTy5bay/EThbd+IXW6od6pF6nfqc4U3Wkq1z9Nmd6uqs0fapIoxWkYDDyxMRtUVTG7nRfwXdzngZGquVnIDSxFY2mX88OFg5c8iJraV+puCKeIN149teb27UfWlO8qSslpr7atxo8IMBhyjWbv3nx/JP/yMf8XDrT/xXytN9vqelbaVyE/6RnT3uMZj0j7Too7E78gm83v6nJ95/xHfaPtXPjuE34z/mgG3/E5ELtaBxtMDY9PwUjdjhD2cFwFEdEFrL84fjQt1G2bsTf8VQ8M1+0Bw/KLL5FGXyL7zaHXzGqzjDCo07SvJgHt0oqNghhZH3avZ973X3TQvPySxJFYQUhrQGy/S+kT6HcqbRbT52bofKpoGlrn4PEPRzzmLjt2ow+r5MckVeLrn6vnRUM6XhNieipVQqurwZytWAhLL6zJMhxRkn7X2se/9rrPjxrLb8h7tZKroqlkFXvHU8S/vuRw9nGRiVKuHnPy6YyxF7G4r/Y9LOkSJDLnqSy4JuNlWIeE18xHJh3un5nAvoLwBJvwJ/Yr12O+6MBxAY5bgGQyct6i6Q/VrvJY1pgx3TKtxPxjhpY4ySLgXYtLksA5oGdEOU+Hj4GAfF5aEZeI4p237erHbuOw8qWiXns+RTb4kWjh3h11UJcpT42BoTsv2sSXJkJj06x5V+0GX59IGQicFJs6E6VZ0+7MRwb2Av0NlNfbmupP/80wbjy83Jya82lYyffioW6vrUZHFfC8nycjXJKuvFwFtJh3aqSJYp4PfEYqGL//U4ISm0vA//DnzS+J0zNaO4PlqBJKaIqxLIDBUCrqKfr6u89W6JTne/RHaxjBLb33FFa0BmWi0fBAq7ztf5davmZXsWKDq3CcJgtUNpZQQKWTGALK2crEyrS0oRE7DQ4vIECr4OQueYYt42k2lXn+drDbdLBZt8dd2y2NOKZaP/GdXDUmh3Py0B5SFn/K4j0u8I7lJTK8l0dUg2wARtAgsjKLPTvsNVrpmLL1jACIWqOFxmM43UxWLT+tpTWciWwNVVh7TXb02LItYOPDGEEbgLKdV61KawTfPypQbo7LK34P0jWYcf/oMNazXeEVZX3civWj0s23ZmG2pkknO6tH/WpVWl6Y0hBM2jKvVH7Qblm9f6vqnMtgxab3YWubslLRMhi0pjhslh6ZTeNia4beB4WP1z8NyqP8MTrLDr+4yvuVjJwo1qBVSbA8Jj1VtySdnaA65OqzWRr0nkmi3esQNkG+0cwiirsvbiZ/yec/ltUKKMRKOpOzBMllGYj0YiyDqg+TukyiSUGIeDFysSKFQoUMp/HgixMgkk2lXfyK9aPyy/5Jhn0MolE7r0fzekqtL0hjCi5ola/VGboeqTN/p+0yzwNqJvKMv24U1seIvxjrB4B1F2Ko0ZLk9OpXa3MpmZrem0XmYWuduQBuB2XU+EkgvSPFJLc2U67IPxid87EaLQrCxKDCM4hAyJieCkFUfDAz4Ov4iaJLHV/ZiejPyMvnOMEtFYalp7BiJCmp476P9BHRwrQ6YgS6oSqRkTmJp63G7FYjf8cmrxvQQM8T0CuHcR/DV4H32DaV/HEInRFIyJIaDoJNib+c5Y/7RgX84YPe4mEn4QQSm/PYF671BjTHd+KsIP5puhSENBC4qjEfHCMHShBXXHvEq+fIUpr90p4K1KKnnz7LjfCjEnCjMOpT1gP0nf2UMNMT35DIQ/i0ZIKKckGh7CFJqHVPKVI2p2ObyVpaG+BPSJonTckxATrVTtwIvGieQCKRarWMafFdHisZ26KNuSEMbqsvp57RXQ5Jh+vjgswlqT13RKaYSzyyPbI8PCOOMv666oHoMrfCBCtA68AcQj9o+BwvHVaG3UBrTpchQ5BfLPuH5dmazuYEGfGrBk1e6xbkwKvNfLnTYk6A5alA9O4SflOZwhzspebwrCLTvGtZpVVp29en79PHi+qnJSVuVwiVh3dbZM0yfoCo6o3M/k7AKF98fxnvXZ3nKN+cKiIL4srMxRgByO/JPCdf3l7AryiMSsg/PrAPBhhpdplV99VZ76wZNKyhffEFSPH0Lq3n3Dc+sXODxNX2sQyqIqPZgpLQdGMthi3Zo281WLnv9oW1HO1iAnLenDXQnJGdAUQr7bO9+qqF9Mb/1/9/iCddHFW7nu5y/kul/5+xhnm9zvVu51x2gwtnufcx7C5MoJkLPyini9HJJGldITm+nM8LHSPHCLwTH22SKNka8/de5hOvckHD5TqZ+4rCf2OfdlOvaB1xzVs5zxuayPdTr1Gp99xlIpn7MmZpneZn4yMVfcirGKq2rJo+oaolxVVZRfV8ke1VQbxnW158+MvPLWg0rl/nMpS25Z5b17KI1qZ92rFOPDq5fy3gNgQjm77/ujRE8CcfQaONhZ+I6w2zk7P2vZ2zI9Ow2sX/7RbX9zeKp1CkBNVwRA060B88kszc4UQJrSIErSHxYSyLQFDpCrf9Ig3Mo0V7p3wC8XqZ+54MPGZylQ1DY3H36ggw371fEmH1x/QM9yzfCZqyDHeKAmrj6k81wFMK6X5cGVA1MNUzE1az9cgJx/c/YmpGvkxgiAjooitTHSMsqJi9TIpNKsvPAB9NrZudk5Iy2aQIiGEPDR0Xg8RG0C5FcPumMgb1TQY7A8eJA+szITb0pI1Qd6/7rmDX48b6Kk9uiTsdjKRDKK8KtPEioj7ZyJgtaju24yXgnFJ7M+8YnDUQALRK/G257Zh1gCU0IFrjpyFC6q7GmQ7NbMXv3sF9s3fwG7DVYJrnNDqlw6Jgtd/VAqW30oQbL4q/UqUogLg/6zvDZJ/iOhofVeXMs7pHrpLwWkaxd9yaa8KCyLa71HaJD/KKNiNqPCmDkykmmsqFAlKyVeUfkeMoQMV7Pillx+S6FghfsVlbdjBe/zXxZT/01N//eK91snCF4QbFx8DJXs732tZsSlJCxM4lhyBUydI9Jr16XlRUvpkj5r9opNSl0OHVOOQpenYNByw8bQZSwb7IoVWzAwlV5Ufl02SJuuH3GQP3okdxgZUYWUMtHIe9rwovJp1sRE1lOlkhVWeCJlzAfc4InZ/RlZ/czsrIH+zGxmX2bmQEpk9vftXT2RtPBwWmSUWrQIsugR2YqKpM8RejhYpGc0xJHF1BwuZyiIdoB0IM/yKzdzRBouNY2LiB/18cBJmO3++FPlzvwkuDgzeEp6sGYDFaPDFkZB6GH8bdrhbMtrxIO8mKQ4dgJ4+mLVRSH3So2We/WioKpqW1B4VVtjFNyRqpXGJ0bVkkiRWgGJRi0JLZlUK1QZgDGCuOb0kfcrxY/r9WLj+4qR7UN9I7j4vz2AI1gylpLX5MAe9XfOLOKXZIvJpOjwFHTkEZeJX3/iRJUlJEaLODikmVf/GLiY1Hrv3NTE6lhAb5+fJzuLy2XzGCmnwrGYSC+XSZgPixshjjsdV8JFwyx8XgUJbmkRrNzGRay14U6GM4KS7O+OvHTbbeKn8ccSqTA/N9TLv4ECshS0OHDgPU3/QyXYn1+rpFn9+uFNf0h2EhKdngSZkpxvaO/bqCvytEs+heNkUeL7S/ZvbgSuExV5I7GsIhPkihMvIoWYlxgazk9k4pV4Qn5CWDAjBoHKg7hOA2Qmrz+eldueQCqEITiZVMt9fCtxLgHJFIwnADXUwjgLtTACSX5Q0Ni5g3vdo+MqwBfa+gyNo4eEYiNDI361nykeVkkVPdpsbw9yRnlqDk9miaoHrQdo2hBiKnaiiOwRFkeKCYlCIwh0NT0akRQVVBcemOYdMZhAyaqJxDMkp+MLolGY7A8tGQepXGL+vBZkqmrgwbw9+O3sQw/1/6yeCCD2BYHA9dM5tdTkRiqRCm+opbLYGiqsgUqkJjdqqKxafGIRnJgczyPioLxkIjypCAZ/uepjW0OFPvf0W1xB6WidY2PYnT+8gafsh70NvboLu37a1xrQCvx0nt4o51fZdkdrXNWmGcQysi/MpT3FxaUHqzTNpopBqkH4pFLjuydqS2uKILv9VGvqAX82xfz9jwjVpu+skJmST2VSOcZ3VxtYNAqmdIxVB1x7xA5RQv69u0dEAAQflOdKX7E83Dw8elzPTdaSwVQtheUDFSAO8IVTOUxqPpWZItytp9rMmQA2xQK827rhrE9tUU1phFMOvEoGA5BDwYpRXsZc+faOOAPhrfKqeAIgNPukYmu5uVXMto7sGrOpMa/A95OoGtZU0T0Jyl51LA8Pq2az2kwITyWDc5MVJt0VYDs/dbL6SetXZCxu0aQLpaavnk2A4UPaBIrFuB5ecqcSEhWj4GaWjGMFQl16DprxwQ2NNyyChvHVUD8bkJEWDpFIZLgihA9xecin7wlgW+YQmbI4ESmIyCiyIsILPzhcZrrq8pXl/GPLg+ubl4Cd/SSmHI4So0QX5QQmRU4gCojlVtWpJRMVhcGc0jBvaQoYHOPJoxe8veejqW6fNoWl5ppl4inpJZQKYOdokSsgRjoieXJKCinUi0Iy0HJ2osGNAfXBNRnQTx/fdhRcCuJnxJ9j8TJA+JlBi8GQB6xdgQCiEKZFlkh7mVvdVRW/k9CYLZdaw1HrcSFtA4SOCxjvFAoa9boDTdllWjssqBCCy7z+r59ztE82GjZ+KXqdf3Q5fzkLDKeoEMHcHNdZEWqhcifJAQ1b88lOqlluttL3mMVj7kzIPEvrznOrxj1avRtgNByytoW4uI5N/A51jMeXEXf32IsYKwKaWqQfLn0l3asQfCqJdOlUcMrYGkLvn0TAr6pNM1uFc369KD1sdEoVMzv7mJq1ERI33L24EjFtcNQFajSfGlVruhPCAZ1luqYzXZXlZ/wuchsb9jxDtp8m5ShXG7XJNidj41sAbMMaf9orRKRdw8d3AKKnJAAqfVMpzkJ9a7/n6mlK/DU0bM1kW2ta/LzDpQFYoEWA2yO6wvp5iO/Ij+XYWdYz0iOwkzmhTTcnssuXNu+WaWn/uQLg94yOk1ZpBX5K9z9hp2236ddrbNQH7JXTYy32Qw298SNTpbEP7zyBo3iaJPnT70QsW2WPBBG7uu970gM91CO16LGe6Kme6bkcehG9/Dc+qNsDhHGx02/zv34Ar+4f33vNh5KFXwH637e+RDe+itaCgCkCQAwgOOWQK3hVum+aWH/xr6VjFa3P0AH+pNb5AS7//y5g5wc41Es3wGLbouF/X/vpOkVw2sFDMX2z9o9ESCNk3Gdj4lw8cZkpu1SRMxhH0iv3w+mz2raSJmIQNJT1ht8vwxMyc3G86YsZvE1bdqQvAejWbeZcAezokUbOEkCnGl8ATY3+3wLsSOfhv4uVQzVZ/A7/WzvakeTSSKqP+63p0SwfQ0QUK+eLqTylH7tRaJl/fPfSm5Rt6uXI2WmzGfZGfg4chgkQwcdwELQd372HF+yPJsYKutW0tx31rx/g3gPfCfmxXpCHq56iB24suX45YAnHzJu4/UVNQPTB6RBQ6Vl8mmkigdbHsyMo0F5TBgq5YNBJlxytH5YFnkIhrz3VM3sc+YuTyaaO+njMsrmCh8e1ar7iqiY3/Ad3tk7zfQ/xJUB4yTICbAFJ3p+uWxwqh95O8wFoTvfylvH6w2ZoGIPy39pAwZLln6zV6/vZ+FoKe63YPmzSFjKCMtzJVYJb6HmDAP3QIIjN0WCSFitqWbU0Nd5zQ0hbbEwazm4x9oDg0mWEAIQB2/NiJ9j3/3IEVEhYBBQaWVXyrV94XEdU5hdjvMlMbh6kJZ8a4ryqaVJndamGmTQbU7sCVuIKrJyVtjhLutZ26J67vztEomFH+sE9ZMcNenJVroj11jq36gllPXqMNNLMS8GeROaTfB5lfvNnbs6DebPp/uw/lVdeW5Ob30r53nZf/2nzSTxP5/jNYT5MjGllhph5yMA1NrOm8ZF0atdRvWhiopnmuycI95vB1KY+l6qN90Vv4r/ZPcNO56R2qvC/bdct2nfjn/8/lUvOHLsv+b/0oesfshC3XDelW7e7lfsGD5pHjofQo8KjzqPd46zHnIfxQziNl1yUtDDMAtvcZgO76RrY8PaRIccGB5x1y/tutzFjyV37Jl/bJncjqVr/5NXV0XALbXWrTU1nn9L5nTMH9X81DO8xH3ufXB+VL8I3z3fRz9HP2y/ZT+/3jcHZP8gf5s8IOBjgGeAZEBwQF4AOyAooDVAHbAVcMd4x+QXW+6vI1nVbz96oNH+wbfe22zdVJP62Y3rvxh0jt4Cu6BquVW7VWx3WoDVTXiyvkbfK58rny7t3/rTz71veuPW0rVDx1q4fdu3bdVCJZv7fABUcgCAMQFgtR5VrNsaaRi0JvqFTO42Gj47AWyUSjBkkDLsiR8+hEGxIrbCLn7V8tUzGj1SSaXCh9NzvraMZmzzkCL/lYfi6jYWUNNGGFfHn1ZbSt+I4qqIL1fV/FChX1CkcAWuACiSAgAwAKu04eKvEGGIGKoYVpwhnW3zKT/RNxojr0fIID/ewFhPh7/uCIdCb3QH5MBtAJAwQLkzy/CnG1ZO+wCisdlKfkho2atHiUzpv730JfGUUV6cATi+1JGKED43wTqBjabhCL7zpr+pI/eaNeu7ki4kzTj4PpUAZ7RkARp3OocBefeFdXpvNZdLhTZfO+vMSZkTeJ2J+R+/KNBD+Q08nYEJyOlPEEuFnc+V6iijVRCO5Gqlwp9/sRz1SupdXWpSVk+uZNbaCaKOgYdBZGC2pH8shIOLqWwIK4iYvnVWBsNtl06unpgNJtZ+/XXbCsig5nVEQaMRkmYd4JMdghiA7EIdW43lgDbozn3/VMCUgQlTJUA1znSUPKkq+2JQuq4BqQc9PoiF91QNsRUNViXH2fH0wGnn038I43NXgkDiM/TKl24FEO9mxOg4EOfnS1gEa5gXAbunhhvJBo7B7OsGOOcpNysJAxOG2sdQCEn0SjDqWckjD7hzL+hi+5xO+BKf5ZngxNQxCojhnVACpYlaNktBm1rofpkIqmsS2NnB3BsTqonUFqMcMozFsau4WBogIUbf/usnQQ4UCkXxL1kLxFEiiZgJQuEMQgqpHI9fUkedoubEnmBdOTtD7nBtoTVkt5h9vMzQWK7nAIIp+42wmukOd9fCjNKKEtt9vevKSDQaWuatHJ1LJCn09AywDF/A1eJlzLp5+RcDzsAOb8l3PP5sDYCBhnyTqahniMX9O9Ewcjf6f3XnjcatxZP03JYq+tCAyKlZoYsOXr+6qRuAnhRzgv7NY78CipJguqFv9Qxhr9WsBafIr0BCvVxT49BSOOTjRN/FgBXY+GT9reCcNCfXLiT65OFtmTRUTaICnndF71XA+bFpfIB7ls/90NqWXDjk+1EBzdxVOqCvdfcdhGz1hSq8QMRD7fboBLK2AhNWNR1ZUgJZNWjf8yGgybUtvUVCnIUoPk1H9vARflla9Tgk/nN2Noj8NGBLLEjljYUY92Hl1pbeZT2s0Sin4ZrvxKd+XJJP7hJvLZEwvVGNHp3KsoyMlDcr1bhZXngyHv+Fo5+GnlNacV+Z3H3z84uva/6FVeDMKzFVEe+2Xr3Rh+IwKfFWoK5gAOUAdjAnm1fSwKGXDBLFp39bvWKmADAJLXQA3bzoy3QJDL3Nt/O426MFjJ0mZYNB6caTb04aeoFfggfiUMTwYxA+k0Bon1MjV6hQz3DYStSjOqO54ojUlSIrTthnYG8WruHqXC6vkYIgGR2VjFDHyZAYelMEJ4g5HIIaTF3IU4WJ39zm/o0PLDwbv5GOoetbxRXj6iasmg0WNcBGTNbD/PErS70/nNoQc44HSmybzq2OM9Uy1WZifzjc//vobK0Hg10RLF6oal5spT2uJrCsSaI1R+v6ZWxHyKFUBYsV5qrzh9JgfTksVkNSWiMP6bRbfsqLV12awynkPAJnwhinbfy7bjblCC/2PekmH/Pne4rvh1QgsUaVa/ZHgjUd/ZLL6k4Vsui4RgwNuSwi1BqFgBU7H1WrRIFlm+GSL5Gr1WA5lwCvqeCk6iwJMjgc8GYJKUeqxhyEOp3gLVyi6EbjVdSPrGXQsoxztSdUZtK2qBIPDnUpT0sxRzbWei0wuT5c7VrteGEPN5Q3OIPriwsqmBjISMioaZCT8WbN6jCl+Q+pxq6mxcFWA3v3wc0nzBU6NcD5ttgINC57uta0IYcZqa2Ko17IWghNY9QxakEi6KxtRK1RC1QyhY5wrfnBlfmoys84DXzLjUUlHaP9GjSbQucoE/YnD+jqhHLCIEUdNpsnWmczTQNtROBZDCfAFfTy7zCPqBVkCZTaZmuj2y55oKOylXYYuPHj7d3+/dCRXt9WfkqsZuxNWR4n3x98lh8x6CMA2HThQyfdOPMtfmOZmK+BTj9Q3qpaDPtH88EzD2F8Bwg7mgSAoggZn6L4QygdDOwzp02M+kjkxXoCNs+/bP9KU5+kBmDgHkWH0lynEKuAiQaSVep5groGzy9qvhspKhBLHBOonHIUlmnLamVswyEdn3xWgcEg4r/eZF/8kPl9f3A2UXeAgShiGvuBHJdhkzQfO91DvKb51gfsikKo7NfcMg6Y6BM7edJ4og7j+hkK/gaVHuTG20AcHpOTlnM6BXftCVryxlXt4r8fARGri7bdDY5FzGINac3gC9CyWG9CGU2uyneh6Zpc+HC7FyJSovHUOE7Ax37DomAqEL4TWkTPjKduy21Noz2LuNds6KeOI2qEJFrylR6c/H7pn+69N8yp+7UI+6VYj2JCqv3PhodPH+KAF7xKtOfITv0sUqXQTUB0uy9lhSIwA/JAzviTdAI5Dr4/M+urWX++ETsk5tJLK4AkH3YXFelTBtrXblghJknLA7a7HEe4b47gocPyrbuyJkjMnaZ82FBG9sVh8x7ctEevsQmgRecMz8BJj+QUxqze+b3QWz9SymsJsyrEOPsygLWDQjMW+QY/u9y5ZoKGCAZ7tZXL6t2FRTdDuHhh7GQSxT8pgeLqSVI85EAwrNTwigjGRsTVLapBUShWEPU79BuVvSeWqWOUkUrcedCpBPlnuV+hwz8rBEic9TFQ/PVwvJrctzf/x3hcnPnmIJZC+LDAGyDYLD9Wcq7dfBaKibIQns7WQeLhZQKRi2S6nPubT70d88Z5wyWQPLFNBQqgWVQCj/Olue0pKodDKZAyTAamKD1TEHhAYwSqPlX+wbf77/+xOfASy+b8Exvj12+6edr9SE4F0J3OjEec26sYCJ9PV5dnoWnbDAHDIgZEEnsHvu9/DYLmOMmr2RAvCatWt0D5DVCNX6C01t9aFdEOxmg1VEXcU1MshijRciiK2CgE6GfwG66JCEWXLqFTsDYb44PKriEoynPAdfQdWu5EunG/1DWGgyTowgZVNsnSdut2bbPjIvxOoXffqgCfKYCtCMF/6tZZJczmBzW/FrTiT9Eqfxn+Zj5KVeqkxu9JvxOFMEPR4GQR/7AG1xYHERHcErb/tq8uAp3ydUKZHvRNuh82OhGCXbXhcOu61HxazmXajfr80p4FXpfd529FQUJevy0hAVYRAH314nXS5yIbSFcnKZ9qRn5e3LzebV1ZIX90ZeSB9Bv8li1INLeOoi03NZ/aiaKmqHL8PUnODXn8g5YAK/YRL7n3PZOYJxG1ecZlgLELrlBCMr0u2gZriGiZUw6G5bwj6eilmlSfmCf8hVl0ugbA2LyNNEEqh+f1MQ3N0Vae5Yd92rlzo0FsNK2u7tVqU11v6S5/TYtvMp/OdSipkwAtD/r6thBJbqdmTTnst0v5CKET3Cz55ftRtGfXnOSKFHTp8q42ZIZkMawT4uNhGWBVwO46MoZV1aefLTz/A5AbiSwUeUiYWDyK9U2JI4V+NyZ1rXtZq5XxrxRLZ+aXnuFom8Q2M6u7l6EZIJCKvFWyfBDisoutUHDK1udKjcUn83J8v1UOqMPi50gNwMo0/GWfV8PMUIeKcxjMOM855yXxcZTp0Gv0ECEhSeRTRMkVSRiLByxWXS5/NPRQH5SnECCZRgCDU1TaSFTb7GKvakmlr1e6u50PIofUxbhHK8UwGBsUm//SLUwO/lF8NpRSqvviyREkjl7BVIuR6SklxR9KSTAd3oreZL4BCBR9C+LfuShRcCwBczZrWvwwMfthJa+hqjVUToCCXZRQIHwvQxSyHAAsXdxRRMXTCy87J9+phLY0HILj7kawxx2G9YdVmmIffY7akIhtqlp/NEiDzuAsWb7jQQpJHeeClGrk9jZCrVTD6YuOdzRY0HkmV2mvCkQx4ftrWQe631WIu2RkppXMNrWS8RJfj5XpcdpvFyDVAvfiyjpz3n9mF0Ni2m2sqMFTZ+StD3rksFEzj9H7oxHleAQpqGNJu7SmU4/7klqHdOy3h62qMJ6bM4+AC/r7ciPfMITzoWC1XTrEocT5N2T+rMPSpYIdtMzY4zr7mzlxUWkAUazz/3ZSabG+/DLl9Xh/CZxwVU2VbExzsLAiyN51TeoVbOglLj6HUfdwbKf4ssA/+S50+IKnMO55lh1zzplQcqG2ZaP7s+W5zvsN+n4kA3Z1kknGvFS4rULaYJjnQ994iUzcQbZ3z0k/OVjFvhWzaHMnWohoMTxyA0S1Nh+xOn2KjWJbDLbt6rj3Z8/wmJdsXmq63r4Q30uAy/L8dBG536swiZH9QyUxpel56wQwnVx4xAa4PP0kIxiQC4PWi6c1wdfJVvxdxUzzedFsaXcDJBmjg7RNPaqa6kWFoWcLH0VjJ1LzbxyEGN02l2myWwhCXQf+IffY2z9nXdQ7t3e1ERZ2pYoXAvGlhk+/bI5E4SLsO4YFldWhareiiPifB65+zTnYUb+FLlsEWrgLP3P0hKrZ3Bzgrlw2gWGkvC3F5IDKlKZfuP6BHU0z64wnlo+F5VuYdH5RAB9fI0aRz0h4Ob9J/Q9npo6QP2gw2lu3J17JWTDCWj+7RHMUxcCTOhlbNmSsX3zcNKmAYFgetZHj9f+3p5lBVHq6JykliuYY8kEZUCsUtPG4UPdZPI+jt5pMUZ7yxYGZRaf3cjUnpcPri2RoBBDe8m/CWjmoFVO6UFKXKfsD2McwqvhRu1+QJuLiWOU3g//mwIRmmYXDDC+TC6k7C/MlRVKQK8QcCUArTnBX3FFxx2Fxoodbeuu5dn5ikIy9kdnSUXbxS6NE5EjVfp0fKNpys9QhXVcmTNTsv0Zc/yTEiELE+0o5ZU5VO9enfyT3XYkh1nmQiMFhRvFFInr1VXPjHgx2pfmW9ALfCmM99qG9A9x3P0X+4XZxmQJwingnjGUhgivddEyqJlBAKXebhEb9PzNUK0JBvmBw+F68XQgM8fLWzScvBSQ8LMfV8KIG2zpEwLQ+Dlopaufwj6yKhVjIYg9Nd0mD4AzA0q4uHO9VFTkUjMPiFepCNr5nIeXPmeiAPTXzRzJVInoZJbHZg1Y6eoHwR54rZ4A+63Z88+vX1QZ/etmPqjhKGtzZXtwjwKuN2eFoTqhVRucdhkb+SzZDrrIZDUZrC9jnqhS5wY+4wxzlwxZwYIJRDw/6jQx2kkNSWOwfh9tLVL6sPDhHaaa2ed85f4XK+CLn2mRMMyImvI6ui37Q+S475RK3QVgn/u1vzHd0L0V4yWHganBWoi/o38qyldeVVmdvnCSIkIjgNuUtmjblXwz8+07WCiK002GuIEjOXtwaLr2y24J+0G3v2lL9S5gGrgso6jru3cdDyGE6BW9vV9FbXCfxWzwp3m+yFIKRqu5Z257G4GHLrWlDCx45PHgqJRKcTUFlZR5cKMne+pCoZgasUkv9RzBN+/c5EYhPFO2kZ0Vb76/MEWF+4nMzyUEuBLOGPVvicwoKvZq6OIxPNvmS7r6v9am/zg2ABrCh1/IV6XCDbVT9MRzVtiU52P1zuM5NYMaMSCD5IJjME4+2nWfxB2DKjh8EucJC7fJCVH75QPCR7618yHrvGNCZTu9RFOhyfM+FsQphDJI/G5MBxnNeK81bhrh7yvI2KjkwUt+v6VLCTvX5OIx2cIt9uVZpzHX6TdTtWLMZA2OP5TGyB6548nrCbGyubNnUelrs14oDGAvrRld2WkrS49uwgt4OQZz2flbL8lWy6XGfVU7JGRSBlxl8/4ntVewcn+6iYKSuqHhyQ155tK8lssLGx2Qg1+ipTOoRpKbgnfD3hCgUekfmDI1Gup7BwTspenmgHk5+Hc1k6zEGOFhGXiKxxrHao01LAQiSYcFgYSliPSpvGWY+Ytijyi6Y3eb2uxI1wfwyYDr4I/gzkLG0QQOCvD3pDzHHoKf8K/hobnJa3LlZMF7itHhSIrcaFs03Ogxx0ZatrfgqHIt1FxHZ1jRWYxVkbe5hxzo58Nk5CT5eMZiew7WiHN8JJDILAnzVYRmhxfPf1eqOiX/j99cDc5DLop3UAAL3Fp+dGqABusJqgc/5RUZ5SBqJYtr/bgiMyQTeS8Ub6gaSk3JeHWHefHdFjVdUv0a5fLeMabyccUufowXyJ/A+dQT58uTuYr5rCmcAEqpLb/wxQBS/q47c4fgzSdCxfKJ30hxHY60E8xqDPSwPErmcdvSYJh0IbFAVuSsx+XHZ8l4x1MMVUP13tpmtI0NjzJuIj3HXDgzvn1Ku0dCM91m9AxsfAwokSQvPI82MUNbOjHTP6sVV6vQouVzXz0IqCNS5ZMNqfwwMTBGqiKYqYdcBBVBwziw8+OFb7nKTRNMHzjkaFkKY6UzjUHNX5r4KhdP8ZaBh7rQlbJlva4H68/8hGjvbE8MsocH87sj8Cjw8O4whkBOrpGvIQEiH9XrA2pMCV0ntrHrsJ9MJlEBRfTlaYI6EMp8aUELz+PzDWYW7MM0moC799soacI510Cpxm0VcRtsA1Ir30pkCAI9x67kKPAId78HyOVoV9PkFKmCJgTngAQ5eGWmJ9TjDDIre7ZA1kVCH2HwKNB1wCdxbThfEm2B4oPLARGKtz3+RouQR53bZiIjBbvSpcb/InlMA8fSSX+SnsREZ9y7F8ycsQU73IuDnPsxyDaM7jI4WF6+ZoXuYabpzJdtOLFKZFPMs1BtIFqPlaqY9WyH2rYpfrBoXCj4jJ9q5WNT2uK8BnOlupJb+90bkq9rlupNP5CekxprpXxS7XGquJNgIrZJophZSmok0DhpeVSnV73LlmZZDF4Y1Lrh850ARkJGNZalbXb1PSn4N3TPMQ+wjMp4gZ0Z/xhjI8DNbCgoMjh3cyWPUz1G5+lqYoW4Rj8YAozlAPL1BXXWR6pdIvvU3n5eVKaKuZUtOZjxKGGYpeTD8c33ciJZstszZ6bTfYLnzT1LfNDTotqYYbPf9Pp2RTiSmIRbMce+tCVax00mMz2+E4KUyxFPF1i1UFnZobrY7KI0gEPx08ynoby7O4NmME93KJklc1DFtOEnN0IkhmsSWrptXjYzU8yzjC5qlC8wxxYj674aAfZZtmcixpO96rYar2zIDJ4wmFh5UUXxDaoNNSjhGTxbLhDcuAVEDopD0kxEXSTvMTLX3O/ajq+NdWp58rFKEDhww/MIWxEhWoOZWYkJCaZbd5JEtXTO1FxPrL51vQwxLW62lbk3yKbu764d0KW4kZNn1xCIc+gCFBg5hlu90a51smtUbyvmxj5xPCvJMjFRxk8ewTzVkY6x7vmgqumyzTOE3DQ//z+IFaZ1+lwL9U6LV87gXD+wIEmacKWoEQggxzwtPMt8dia5LKpFIz+u1CLgKHkMlcd7zcAlV+4IdyXYhss2Nmq8nwf6ISqgWPNfzcHqvg8gDaZzlPpYaLnmt2sL24wyRQYpyeeyAZC7tIurbsSYaJXE/M0jVo5GSTHIl60TfSWCMVKOa77+Ln9EyBEryQTTaxjah5/68pIB2xOpJ9JXlMVIU+F2S1/bT+EvN5fdeQT1PlgVU2r2OeWBmWa7AY8Uk1SUvzoMcryqO0s4vFiK6SBBCANM90L3xUvwDy4NnYMn6I7LgQPaEo6D48ksFx5iIjTRRH1CQrbV0LBq+SJDFpd/O8RlmkWYdz/l8yMAjuZfvICR4LMTlInPetNsMzqkCKZplS9sDf6U8jgZIXyWsfxvKEnqUmH0nXGxPbPIwiegOJ5i0CwUoFyDiiktIolUXhYDdqmCL72wx1RJGMOm0Jpz/8M+qQaLtRvLoTxXRB2ipeeNjkOsjA9NkTXW35eMjp8fWgEWHyPw/AuATvZXqYpkMTcgmyZ0iJ/LrWaTNZDaL6ogoFgxGapgh+Npr+jCgusVCz/YDmBzPnahkx2XUrbd07bl1nXt76tk8tsavJwR/+73/vEQtVI3Mc1WTvws0BA9kRv7elVb8/cVCvD0zj0wGHWobgXr3GrArHbyV83OaVaE/y0H8bwff/DvmxHs21rrAKSofJpBtQQrbO0+o5tV0l6VOhGWfV9X62TG/JNHkSMwTahCOaaIoxf2pubnFTs94FFs02zK97nt7n0KBMipGdYS0dnUSkD2mQ+3eF9sVuV6eN5a/xaOhOjo098NdwOPROH1myH3qyWFFSOgNVGNJ7e4n3aekSv3ho14Ej/lNq3jx7A10dKs3v0JNmi1+J4LrZZTe3ayyaK2Ook5LCrM9d1a03FEzoHQRUohGFIdV/N3h52mqimM8ylsiW3zyXdjTcI4eae09wBV4o+/AXx2MBoq6oR1s+HXL7vd0kRdD/c72/fqwshuGcPNJlRqnG630alV72VaJR54dynNVHSmfxc51au0cyBCl5Lnky4va4bjyKFuLEsfFCLxmPAxWWgtlpMFCQkrdnuL349g+q+3MojTRvZLEiasVK4IZNQoPgVhzh5NegOEVgNOODsrQZA5AGsVzDkPtTRwD/o448EIAOMfZPn91fK9GmC2dJRZMRgAgiIUjJIq9Twe7+IEAkAP3AfBF8v5MG2BlsxySUecoLhCkF40fWLXcI63IwdrKPoH7was5sNvNH8sBEkfP3O9221QkvK7QBK5+XkknpC8pQPLZ9Q5a9SxWRdDvu3HiOrZcME+j2nbbG+n4YYK3V+R6vNwmjWKmk8l8kkoEhyv69VEQqMAM63dHI6pI+SgETW5XS6vPlzRFgzxfOalWVtR6nYLzetz25ULIBZjiN9g2vcXS3kIrusBYdvwUUUpijFIU/GQ+FRvUem+SWUx8BXQK5WJu8dUI9Kw9PoJO0e0ZLwpUOiiZvLhSQZoLwOd1J83woHjcL7bLIThA/jd67VxELDKuGj2aGlu+r8gTgrROPolXineiK/mdaLgG5dXj+RDv9kDdD9Cmvzd05qYwMGfUcqHZdkn27Ui85/Y4r9HTLjHUEEkFhAbz1shmjRV4zDDG/1F/GLicuHWbunmTqi3qo2eSt/fdiuBmq0OzXGhhnMnusodGLhcSX6iKDwWTaQ3rJVBFs4C5Hz41Fz5XHoHLrNqdzq2lnbi7nfs6BUYx9+3o8FDH+gE/6ITWN+uiqzqKsC62trPBZdJ371essZGS7XfnvHt1VF1ngy4+TrGXPQ4lsGjjbkcWPXYxdT6LeBjRCdw1WSaUar1Ot4sNNOmzVq8SzD5M6hydRd7JNb+dyh85PCfrbiki/rHEJml3/llTKVDpJ6JplqQR/ac+R0gm/7XXofFqQGoyeMOyapJrtPOC4szz1GoEwecxfLOhSZrAgyJbfurssFQKUQmO6H71dQvaex/G2qw5Tp2GFxKq4/khqeDDLBMUnuV9g/+dO0NGLHcK9ZjkBg2XSZHl/FmKfImF6KJBCLZ5ascyJRm3yKPv0te2nRYX0/JICwNDp4qmbBKWOHH9sDOZrGsn1yjDyLGKe1FUV6ARLhXMIEsT/makJGYQCvPQrdBZcUb1CBb4mcHtFRs7jQIQgI4SSE3Jj9KFiNnrP4fg3h3ojaOfifvwc3fGCAK+hbJsHnTwYAwgChDBUX6g48gSqGbJjt65yB6KYyB/Vw1017SQuH+VQgxNFIMu2CBx4U/ySkqvToUgOgwZNvpz9Ss4MVUA21JMFtZplCXmLZaDapHkt9bpfjW/H9Wukc51ImJXt90rgFcVmfV7/xYBM5a5fsYqwKilJQjAnU/KYQmWyRaVS0fwea+cd+wEbHgbnuhoymb/fXbpxki3yMGJjabSMpuEh2jiLhC9ZQbONfNkd44ZHCPY1comZlmOUN8WJHOw+TKcE2TiMcgtPweuM4y7xkXLC2ypvF14vmiJHdztvVRwkTw2wxIORQ8rhXq8iHgwdL4TALApFjcnFSB4D2sJXQ8SV98xJwUKn6C5zCupdEG2TOsSpmVuGoyQww9Q0m45A9LhaQfCmWCJjr82tQoDn/jLrIH39ovKu5jg1PM685b0L5Kg8Lc3CxDr3W5BOU0bxYO3gefH4ugDju0qQrRR/0ODwfIWWWQFqniUpuVY5zL142GjPIMl914pIWAuzJA53oVApaKY+jiXYNrwY0QR0OgJjjw101FjyHerUlRbd3e2WdnokHD5LCpZCrDtxfmrquTmX2wncNj5edR6b+cbujwPK0/3K+iDnuhNoSUTwr0cDe75v2dFqvpznuw5utF/S9/e9UKoHqUS1V0SqaHdK8zcFt8d32Jhfq/wxFNVr7VTCb9Yp+goQNeeG7BLbJqTBgiNCPs1NU5tV0ekLVm6v9UThJ/LlVtebYkHOmf1mFfRU+46JcexhgJL8SLZpiQCPw6t889hob8jlZnSQi4kI8v+lTq9uLfiLRhXbVWgJrXFQLsn1XKVkwjzRBXoUSLz4f+1Of8CVP+kggUylFpD8NlgC7xHht81xcL5zMO7VNSW1fAZs575i92Gt1WhUo8Bxo0svlGAhOZDGutGybw1mIG1QgQobXBdpsYDnC+ey5azHxt3x8Y0QUnpSJ7j4XKbEEGtmGL3RfB2yfnq6otVBDwwNaS/0gUhKTs1seBRyMJtorWyv4VCD5l56g411heaDNFMHObgw0kpS/R5StmvkWh7DNQl7KVOxLcAjiZWbWhv+rsGlD5r0QoSYnBvG7YJVKBW58LD0eMQVZJdSswrUA7VKHmb2sQYPbnBkagictEwjUNo74M+tFABCSwrMdfJ9JRWMirGWr62V9PAz9+STsqHgr1IE8YQ3opgAJ2Hlch/FJGEVfO2cfkfBFwdTGOx2Ex9juFTIdIjFKIrJFbCmQaq+Igvrhmf8MzVYYoxqdf9hHRNUaF5V28gpBegTnwZ7fL3AOzaLJFA0t+OUBJ3aUqfG8h7Cy78jo/nGcACGaiIfnpO3G1NDmKOugFegH6MfNGpmh7B7ncEESpufA7mLmaZ/YlRiI5WxcFWElHcnktRu6xnuheMMxy9g2gQ4lZGktrMY5UjU4dxAqEGAnBeqkrU6fKwxjRDiol+1nU7L7vvmqknJbnYOLNsXeUiA56YjjApery3GyXZVqDmtsEkGgztGjCHG4hBXtMkbnoeXOYsHY626+0/UyQoh2LYfDfdK/WjewYQ9etOyWqCFrOX7jUOhbAeH5qWcJtPGg0rF/Z06SO6GYOLfW4+LN2zqLC7YWR7GrhXgPUDNVFE9NbMFXDxCF7ardWPN6mPjGnQfpOGEhNecPhVojjsvMNgdo9EKe/W7mcZ+RpAjrQVbAmya5zYc5k8MSB959l08PpiYv7EPacN9+QT+rhiXc4E0fpIHM3apnqcfmERsoWbdOJIQkTChi/uDmYrr/iJmbJugPO+EeQcny0ChPxxL4E34yUldbUl3hT+JpYjBBJn0IKB/X0QKxQA378S95B9vWRETG+ihz4x57NLhJU0tYiNsO13NGNf5Gs9FyhiBVYUviAt1z3Z9uelcr1yRlaUgNKLWmLXcaKvjkr2apdKIqaKMpEJpsCRwC3rQTmxFx3RGs0ElGb+oBl1u7l40WfLoSOOcd74UPqQ0bEhpX6Xm0mkC063zmyP5DJiUswQKvYNDYa+Fh9Tae66W69tEKEX8FAzLrfTBR+hRsgSzVOMykaQek3A3g6H1KyohLuKIkifX5oRR9YKzs7a6cj/bUxu0Y26XQZvJT5zTkb0uwgZ3wspAHPMLBPJR9XOjE5flB4JUEgb6Z+p1ONXwo5K/is0KP1h4Bvhl9XW8jSJ0EADCWkUOsD+bhpjG3U1mHWkELnmiNRU8WJODQifuri30Mv4h1rAGmLfgFU+1rfOghzzb49cZ4ko4um7sDwSabYeXVMqaUXOdwq/IsofbsHO5Ey0xR9MX46xrhw70NyICzCaiANTRSCJqPNnHoxpP6BR8HnBFD9mZBLSZQKqnXF46eLHLLRIP6l+ZthXs19zYN49dyPI5OT+xapBztqdxtCOaUZIm81eM2bTu8u94tnFdt38v13XpwY6u6SX5RACJVFpbmR/loBBRN8aF8PGF0wa4teDJpziFJcTtWddPdemj6gSIReEuiBMtX1NYegGLicbuepax7fpztcLZYcq0LqRRsU6QBM2FRlh1q41gFtENQLg8MjrFoJL7bpajLdrpTFdvynSEojxXkYSCQiYKntFKxfyoNGaObzKVdP89hYB6BM/5ZzUShdsNT5GdOZYnzPMdHhRa4MXl8YIlzukY3p8xd8U1XyqyPGXBIDhxMPPAGebw9lClT6GslXn4YZa1ciRSXMLgoXN+LEAibFoy62vABBu9kckPkCzLio20rUQAZqakamkfCwih5bTD9bhMLONSLYTtp9RsUycazetl+gFsYGEwjYer51RUAQdRE1Pu2M6ZEtfBWaCgZpm0E1kFJC11mTh3iBYVS13cH4KBQPA3V3lg5GNntWwh9deaHeyMYiwCFwwuXuaAi7OjyJBovqCz7EApYZEx6XjOYNnCWKRb4EqCo7AZl4hhs1uDIM40R8wqytSk3qNwhSvRbPsM5BSbqdFEV8LMdczMpck+EMvMqCJwEcZ/pkbA6mKe4JwL8jTq8cyV3jHoz5cFgDz43SXIolK+gs8WZU2B0cXInotLnlwRobELvvfHQcVt06Mq4HZGoLTjDj0yYVU3JpbGrFHz++4odRK6cPP9zkpc3BiTSge2acqKup/vN4IAf7j1wUFjuvCNRQmZkD/OxJxf3ouTbIvahy3L728LwmmOTC2n3++1Wvd/eWH/SylW8wmWO6kQEu1A9iAT3oyBNwl2WSOPr/0ZMn6tN6ldO9tmDiagAHPi58KVaFRNuvdNYenf8B2QR/lMcKNJ7SoV4RbUM6+5MhddF2OYuZzJlMf35czBwWX6hm/t/6cqqm955vtTPTIFN+YlJMTtq2HLF3iavI/HkCGbJgPU0sk++Y4XyoG4KpaMp/lvx2dnJUio4C+57rHGxhf9V3uZGXK1bKKkizb9/94iq0H67PEiiVa7bzl0zisjsXA4ftGMCAptWu3mt4l9nRPva9GgljoD84E2q/bSuWSQQ0kTspB3r9AuT7Jt1SYJs/Bii699zikxbBTHnectj5tTzSRnfSxeWH7LRYCt91sHQsJvcJo4/Wy3XidmmUbPeuDz0l2sI05YWhyblcn5GxV2A8/IRSKeYfr2+vphqSOKn16Rmc48EHr79n1SefyCt/wUehieTRLn1uTmDWaRcaAPZ5hjowiMbpiiyWthDI9QkpE1ty1I1A33xZg6VGpvmcD6Vp0VXPu5CdgSD0Rxy0wJeNuKqGFGalCmEsabeHjfyfIUz32qjRxcemnxYiZ7dcrQhSNXbJN6cqqKNxZ1mEl9mVOjhRqo9FAG9nleuDcr7Utub21hoaJgYP5OmMw1BIrIymGz4WAbiFan4ixaGmQMBpPLzMoX8HEyUk7Dk5BZyWAY9IE6S4aIAU00w1FZgnIkaABdEOs+w5u+U3P62l93n332/S+HI/Eko2OdP9y3/cLMEgbUqx2isUSC7cF0Mi1JGjVQh5px5vHGrqxrRV46XmRpb0ll8zQuR/QNq93wfb94+vae89KRRReo2tpa9QABCI7BUaIb2hkDWlPSfHhRvRoj8wUmfiK0qMa05iIAkh/JWxUFdhWXQS88JqAEpUfc4zrgGJio8GMzvScmMIAMkp100HmHY7n22+8qzz4T+mX8fa5i/BRyk287HR+g10dxz7ub1+n7aP4NVeigoYUoHw9iybTIklgQht1Wg2V1b6W5oUAwqHwMaxUCxnjTBopc/5WHHpyiPrBkv3taSSMbKV7rOTIEC0emgosGXlOFxsGVlctcc3czuLWi+tr/W3cd77z3xMwdrkdF588J1WPyteNJgENCQyIT0Hhyei63kJubTsZjkAiDITF4PCVtlhR8CZYqp2JL5FBXH4yPKxQDoKC5cFdYmPsBMLbXjFKv/gCIe8T3jMPPHzx0s2yzgnHaE1oAYKNF9vZAR4GBZtBs9tFHYHYZ5eSi4xk2/vURq46fDHb/7+D9VZm2fyHi/39yZu9LCfve2z4wbFR3jquj1wMJmAKPBJYAmMb9wg2pNHIxtmYzkwgBBCF7UvxBPLvseFvKf6BtWexi+JLFYPjJPqv/98gHRyNli96e7k9dacOgwS6GFVHYDoAHvDF1WZupa2DtPg4GgNqNMygvg7rgoHAwYTiAEIl8WgT1yv1zcIG4g575+QUN605fq/5lEtDJ61MVKRfyOYDjlSxf1kFFcd9TSwWKIdGMBa4ClyIZ6CBAJd4FNEflDJZHeHvJyCilwU/1E499Qyw60B11PsQEQTcGmoTuBLkJlMQLVkkCGEg9IGCEyp1isfCDmtMK/MUopIOglxOCeFJ2PJPpWcDDvf7DxNfD51dvbnqrhkEJQOWo9PM6MJYE4xeP+ov0hSmlC3ichgwATKfF0Bwnogr9GIhwPJpmAWIF53yEcM4FWRrzAqoNAKvQ/f0B1k0GDKULweZFtkUFUwgoLrQDncLEAMw3JHhVz49Kl3M4RpqBgS40xPEpTkyGRIYDRCiiJuDuBuinwW6Al4wlTqDzqo2AiFBN5j/utFJvqgGLDqBhQ1ScBtrCBACgI/r3jBd+GVa0dC+bCxVZ2tNAibrHGkTQKZb/JvRx+T8bPOy8sOwdM4MvBK+SrOr/n5ExMsse5wgwqhQAlDte89X6fP5kfw8Vr9xxJcVeRbyaDnXCSDK16K66Gb8/jO/9K+DLfzjxXymjJNj84yVImso4upeIihORfF1p/OM3rD/zNXDe/at7QyyBpj966HNQUzSzw5auWbv2oPjng3ff841a/5f3JrN7vvryz/cjnLPZkegLhfJM2jNQkWfUH0Ouf9Z3bZlFeOq1MMTNt6vqPnUCX2nz8yWKzbuWfM8ZJByWXgBuapzgBFFviupT85ATvLfesFzpsVV2OvtCf/y3h7Z7sFCm2IRKLLESoDQt9bz1sl1bRWxTJs9KqpS4EmpXprDUIE6t+smG7/7+lj66x4GRyJz9o+ex5Wnx/XnL9Fa+Naaxo6tw/t2Ald0eGWt+rHQd/Mx/RyZQ0LX9l2bdj85jJf94TwWsE48vnEBy7ZIBoCRMEEKuXIOOvAn23I4ddLwSTitUZkYHWaKg4lL7o607RYycTMdrjtkOkLDd7tTIGHmxlGPqWj6QxQpnH40zvHJrLxL4li9u67KZLMFCa2B2HvyT9h/oJU6IkcjSAgoHRfpb1B9tpi6/0GJXUQUQxF/bq/SmhJgouW+vjc3qQs8hnFntnVhgw90229gJ/0gAX2PeXlH4et5wX/Hv7O74/p/IHemwrA9BlP4u5uNSsjKwUjIAEF5fYNqHyAMOm0HE2fUGDaC5VkS3u8yBF4FBSiZ2InKh3OY+7/g0QJqDNz7gvbbjY3COoO+3Jo8JDBD4ckhaVTfP1py7ebn8cOTcd3VXz33BDZpWuCHjSXDjcYOa+xd8IxpbmW4kYiIQtcrWSgJR5LM62Gh8H5Ecke+jYUu002Lcv9CrYW1kotyQ9iy4+qyhNAhC8Ms1ij1P/oovuOE7nhpe6uhYQJlKUSicajve0YOpFqbXmUs+bTn7yP2D+F7DBLwwjX+3+I1ueXo5er/d77jbh07fPIqr/XuqLxQGGS0xAnz47DM28Cczhwlodl3CxfC3hmV2u8xT8dztK5rX9BBuNUCNu7EAcPlrSWZEME01uL/npzZcvm/0Lj1y4mbdmTMyGZ7dEiPDyXfgpb9p1hg2f+0rXQbnZxwOiFV5u76qWE0AjLBoUatB46ISTVnWTaiulMMMJYEQyjpmg8CgOfKLQCyPSTbNTXuGaEbXs71jbFzmgPiEvFA5lK7OjX6uyQsEzHGqm9CvF0/4VaSUY1Ew8yTfyT8EUP65rcU4AjHEKASyhA9Shq66EW/s+3wb/XGjMTNDVzb7sY2QVQiDJWDfZkvSg8H5YtHfdHFaIjFSVOmyGlmREl8kqKLGcB+kKSS50S5WCSfpJPa29/9Zce3P1pXIzWLXn352UYd0JI3FU9ms9d365bnJ5AifL9FqO5oar2BBmSElD2g8Ru61pvBhQJqa7E5jGH9SPBKNZkT/qIz+Scd2fyOVZ+IHE9gITyQ400xvvdMj6Uj3KFDyhNWuNStrkgc7Fc+niIiY71KZtl1FtOyRLqEzo4KR2tF0FE1xbvsg6j6czz+76HDEbpwtQ5hrzUXpmFhHVGt0Ozo40V1gDHhtU+55aBOFk7DWhXwBX0xphpIKMcbCtMwddr4maHHPaMVq1ZzmcAzDqfxZikow83kFuVe1a7lW3Q17hQ7pvjh96Zkh6HU5bDqo7nqP3Hc12auyosEnugOuMLI92qyJD265yCFrrklE/sKtqNd/7vcRD+ZgTp7VVfINgPDoHmpYRBqENBY9wWWoC1awFJ1A2R67x9Sz77NRFGdAJx1Uup8sMAxbTRnDxg6ZgUycofvgpLAwDlTDIAMGYYw0nIo1xBhi28qonwARV46Ifb/XatswWq2e71qXXRYdq2XTA1B5aQydN5Cr6T5LgbFNdcCShFkU9Bqkw7qZIUtp4pj2XuAXXYkGucSVA1WWFfk7rlEhJdhe5ZDRppL1V3AF7DgNgqThWXjpRtSpltYmqPfmkxMIZ3yFQ7M8cAkyQ5H4pz9Haq8CtjKPACDaG84z0Sv914VsdShTwvcqWJ80d4nBbKmjXhebFsuE9lIrEiYJ/avQtJERFZ1iafVtBjxgMhijPUEsQi2dHW2Nk1+6pNt+jfz2jN69Z7sxIP5OTGKHFl/i6+Vn6eHQ9W4GlQeF42whm6s3XKXFyJh/5vuqHfLKm3cWDLFSYxfGixEBsd8IwOyZb+hRXSmmzJasVJL6dGhDRb7DnXr8VPl3R6OM5hF4IOHhDsEODMnkMlo1rf7qiFG50lW6PBgEN+kCfEWiE0/EhJJwYn4H3fLYyMChJ8g0tO3NU2b47QaRG+viwphMDKROH+KvepFnTErG6+R8Dq4S+mohOfbZZr2LhQY7zJ9GPFMCGH/NWxPTjNLczwt6qGmJfYyCX0hMim5MD3CV8D8IJHOhtpENL2ZOUxMGPzEDgYTAB8N8Iu6zZVUEUZY5bCnejROncvS6d+5p+BHqqwHJyAiEYL7fzhD/7LPN666ukwecdACyM3vipFIVGqkZ3i3tttOb0DRkONmLq6g+ZnqXBZAuY+89RndzRboUJYzNHiV5akpYU5idWzOZOV2LxqoZaq8ITS5Y801vNjdz4TBnRd391GOjmL3UjmqLQ2OdUkIjjRiVcK4tJaYidsqHMZT4nFb7pTDQCq3UNefpTr7gI2tptDYoPhjoJm0qZunDyAHlXywiTiPmBQ9SMBp12hjRHrBc29lsiltsbFpFHKS7tOi0WFaGI1gjOeSzZBWFOhOwL/c6XRJJdO3UKklN7rdJZQJ6CPwUOTBJr39Mjyud1f7PHH5Gk1QQRrJqteEYwz4MfnXVEE8Ler0zA7FTSrVQSFxMhQ4yIwwjyau3S/U5y6MAcwVtAmRAWJUl/swFoCwpzs7S4t3PNuX5+JxXWTh4KcEWgaqCk3IMBv8Jv2byQ67vPtiyHAPBF9CKxVdxriRnCSkQINIcDn5AGxpzNHZ0dG07qY3sk27xkb0Vlp9PgIqVRXvyY3mBjyjBrfIOmEkWFzhe/K62VrTsQlQBHYZWdUWNe8AREUselncL739ao/QC2XM5KVJGN88o1SmNyXEeBI9uPHdH/Qpohkbq6nOZeih8o61hvJYRv+XrQdYLGfqjwBYdmo5aMf/xWgwzEgRVpHeA3do2RZEhbptGrKTqGv6vSZ8sSqNYPBJBAjB/jKLy+WyBJGkh6Fodqx9weK+sJfp5B3hIqDHCkRid4lsp0WG7L1XqpYxILBgzRioTeEXxzaSC1epLQXToOONoUGRPfXEIS1GUlJBPJaE6QBRRlbyILAZoQPN+j9MiK68ke9fUulxVBMSbPMDUDFWv3/+I+l+H43K47PP7z0y+niJu7CYd78nUlASEf0GPFdEZty+pkx/1vtm3gdQwjrIEOlDJivSVhXz43sYLbF+FscwvAAUvmMiy1NPR2F7TloZt4T2GEwSmfioqwZz/oc0SPI9qooWd8F0mv7U/gadR3L5mEZGHiq2pwu0h2lTtr7l42l9BDHZY+CRD+mR+LQchqQRl+9XkwJgfzJPXBvAHdn0iybfEStbnY/U7VqtGroI52gm/04blGutZVByG1+bLUMDDI+ggjbrA9pAIEpYG5OLI0/WDIFFn1Iu+F8Bb0pV3gntxGpVHqEZOf6goToWP7xampNRJJpXQz+Upz3omjcDpBbWE9JN6Jk+SRJ9dSS2I336/xjFnaEilbQl8rvSlh2l1uTDOFAexT+xo3oNvvWHpvK1nF7Q06BQSeqcz1Tep5ePWQS2LoBs/LTmx9MLievMmLw2C+sPgu0A0PwHunwlHgqn1xNSVA7wiKtUX7zv+AlRg0KmmfC9BsjlTNHlE/IaE0Tic0LFzhWOaLPdm5bfdTyuRG4GfD5A+IgQrJg35T7YjikMfIoevS8AJzqozj/ICOOuW9Tpgcxs4e5arjjtuRhOahSKR2h6MlCSVEmeCcZ/VgXG8lrvITbWLltOcRtGX9cezNYkzIa2QtKfacf6z+JJ5pbTdPpwUNEo5k+nt9mGLBrAAiNCocgWl8r7t5EmorcIU+zxrmltbdcTxqJFini5k5YND+NNg2qhdmo5jmt2+v/kKWDgR8O2dOTfMdl7ldwXtxqAH32dOXayUKOdaYwQNbGJ3HqHhtqrRF/SyHJQsWfWaw4K7gQ1HNwAO92fZB01VS80qqkHRxJ0kFYlq2MaCnxL/dPyqJ010wzcKquny+yWkgdNfr4HjHMUfP383t92vS3Xxx7/MxP0kATEoCeqAj6u6M4qm5NDpUCN17I5zD4xtJ9GIFABzGskJi6ZdAch62NAzax9hAZp6M3VSje+AJcPCsE81zpFkEuS+/r37vfofQyvn/mpjS6fY8EoUXgkj873Qr2mrB9blxaIvr/ws9o58oeoDVfHtIck70CrwhQu8RYaW0AJMwvc7D8wxy2gybhNBD+n4VlaB2HG15W41DnLQIZ3T639LDe3BKD+9xQew8u3sczx60LBGHh6MoGK5QJauAIwMLc63VC4+0PLGgmGHDbpZOTF1c6zuBDh0/H7LLofxAxo2mnA9McCvDkN2Br7vT988VAedDsb9scWjx6mH1ToJCEGeS8QfEkyo3qF2n4hHfPyNwF+GL38/QB4NccDgQ8kFsv6MgjRS0DntYWD5QetPRN8ng1G9j4AtAHp9tC1d04lPwld/Qy9yqwFDmPQkWwfo7aB7JSm9CVI2Bop8TvLGYwjE7afRZqAePWVzCLA3yBCQ9fU9ez63Pdx3AZ/b9hy/qKCtGjF8c5xobZ5g6FhhIcWaMPSmsqPwYllA1wxy4CliHsy8/6hnx4HvrqQ7nvvV+JX2Zae9feCm4z4F86bexpvwTzunCF/z0mGlIjl/UI7ee8z44Hqv0OF7eMQvz+YLJO6VrrlWQLhhwhYK0wq45HuE5/8xWpFXgK70RGYHvUSz5yLmPlWf4RLOABjw+pT8eQSkCls/rGCMHxeiGyAByZMeugT/KoafCD+7t3WQBiswIJYIldNI6gl9sytz3tTzst84vWIJtwcQBYrp8QSBNwxFZ9SGW/b3ymtuTREXQEPCIE/Ze4uQ+Ld8Fm/0qm5F9r4qgCghjH1PST+hisAz9pUWhkJXwMUZJLXlL77mq75uW/ibB8hJEPE7BV9Bjupi191acwUHrfu8DD/wlflNkji34lpqj0YVZPlGDLjKBH/LBBUYUej2y/bfLuBSd2V6fatJ35e6hzExJ2/4IM2U5RCh5CfU383O/XNmhoOYiSmW51iQ5Bs0JVBw2Qohmr0DD8lE8iruCnEi32KJZTcyDr0DC1c02Kx/RKIMQZ7XCMC+znL0jG9ltoeH2JmUDKGkTxcO35PTn7Swf1IXiyhiU+QRdhU+11DRjwfIUR4pVQBihHKSUVzyXhq/bP/t/DOJUS408fRXut/9e77l3H2+5FBA/p+enpER0+ltDdTMnkkz9Wr5dgb6VkpzUH2nfZ4USBJ6ct9qUQmr73ooJdiQ+8ug56u4JNF1MQXmL1bY++Ceu+GsbOWV+CVlTmpjeQ4o5mJf5suInY+OuWOwCNtGgwHff5OCL5x6FPC4e30Nfh0vuVdgr78RQnz3tbvXrciIm7tCvwUQgNd/g7L7+sjxhB85KgYA2G+RatXMrkH0n6xdK74BwGFwIPL/iLM8b+o0/OOfAPJbiBYClZilY98SmA+eYgTZPiykPKGb6OqacboP77M/8XgLR+D/4z4oa+71bOPXgz2CMq15T9pnJnqs/Om0his0hXy+oSOYjhFA6/iFx0njCFedecSOp0mjZxaClFKT2T1PQ/oztDggj9/DZ63M5bTf0Op2IS/ijoP/QBXd/6+goyRAZ5KIT5KuIDBn+5T+kS8zc9XxiPhPzuxmuVQP5tZ36JqWeX60Bcqa/lVqHZDZaxwoFrC1De45qIcjP9VhVsOknaV2XNzrGvOHFVI6DHa9Jr9e8N8RyMLaBau3/Kvq+WX9DHUtGL7MbARGl7uVF6Ujq09vX2PFT7DrqzqP9vutnG/zkfldjcOoxgFWtDd0aWsUsvb8Tuv2jWgLgJg8mM+24ivo0zF2/VGZeEe0eDQGDpm1SKRnb+d2D9qhF9csv9a/PnAs4Vu8wTW/EQ9v7NTeK73qJQD3M+PKFMnDv//5J1AwJzPTD0D03xD2D4gvI/OrmY9aKfm9kb/3Dn6Xxv9EOUZe+5EHtkZS96RudosRM4FpOrdB0vx97redhPnlzKVX0WM0tDA+BQiCGNCg25sKMDoQvUDvQp/b8iZl1EERFJ0QWLlp0UaASWxy+/JxBwVAehBSMB0dUgX07uozuHWRcZ1HBAhogUS4hQUiFacXPAO/rlEuANRgDRMJdZiRyQ9zIvwU5vk6HRaI9fhoId/oJyCCNP3DXUESH46Am8pwJGhm10X5sSn6nH9JOAZmVoS/BYk6HAs7H4W7geZIuDvCbKceo/7LYRVWaUDcJ7cxQCmRShI8hYrIHOdgY+eGKd+BU8pRQvYgSaHi5JTiB5Vv6USUZSraOxLSWtOb6ciInBPHGt0ZeLvPXSZPiDalioVaOsWkyMxyXO/vxaHinIosI5RLIkrZOFGg6dAQtD6eGgTb9hVTOq5SUZLiKe33P+5UsnSDuR9GU/Noo1ZsoJfZaThh46HiJ3GQKkCSXgZv7vNqTsBRgKdMMVpBcTFZKWHDVObhPkbhqzyfAIkoEK9QLjvHlaG7Akc4J0IpZHxXUQPdLVcJM3JqX19CBQA=) format("woff2");
  font-weight: 100 900;
  font-style: normal;
  font-display: block;
}
@font-face {
  font-family: "OD Sora";
  src: url(data:font/woff2;base64,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) format("woff2");
  font-weight: 100 900;
  font-style: normal;
  font-display: block;
}

@property --p-flip {
  syntax: "<angle>";
  inherits: true;
  initial-value: 0deg;
}
/* 0 at rest, 1 at the half-way point of a turn. Drives a translateZ so the
   card swings toward the viewer as it goes over, the way a card does in a
   hand — a flip with no depth change reads as a 2D reveal. */
@property --p-arc {
  syntax: "<number>";
  inherits: true;
  initial-value: 0;
}
.od-poster {
  --ink:        #07060d;
  --ink-2:      #0d0b1a;
  --paper:      #100e1e;
  --cream:      #f5f0e6;
  --cream-dim:  #a49dae;
  --edge:       hsl(47 100% 78%);
  --accent:     hsl(268 90% 72%);

  /* Ora Decima — Cobalt Archive */
  --cobalt:        #2148C9;
  --lime:          #B6F14A;
  --pink:          #E84A9B;
  --reading-white: #FBFBFA;
  --soft-neutral:  #F2F3F2;
  --deep-ink:      #080E24;
  --brand: "Sora", "Inter", ui-sans-serif, system-ui, sans-serif;

  /* the sheet */
  --stock:      #cfd3e4;
  --matte-ink:  #111117;
  --matte-paper: hsl(40 30% 96%);
  /* the slug is always a black rectangle, even where the ink inverts */
  --slug-ink:   #111117;
  --slug-paper: hsl(40 30% 96%);
  /* dial the whole foil down (or up) in one place */
  --foil-intensity: 0.9;
  /* the front foil's hue centre, saturation and lightness — all live-tunable */
  --fh: 238;
  --fs: 78%;
  --fl: 74%;

  /* Fixed light direction for the emboss, up and to the left. This used to
     track the pointer, which meant every bevelled thing on the sheet — four
     rows of display type plus every chip — repainted as you moved. Print
     emboss does not change with the viewer anyway; the sheet's own 3D
     rotation is what sells it. Now it is painted once and never again. */
  --bev-x: -0.62;
  --bev-y: -0.88;

  --sans: "Inter", ui-sans-serif, system-ui, -apple-system, "Segoe UI", sans-serif;
  --disp: "Syne", "Inter", ui-sans-serif, system-ui, sans-serif;

  --ease-out: cubic-bezier(.16, 1, .3, 1);
}
/* ─────────────  POSTER SCENE  ───────────── */
.od-poster .poster-scene {
  position: relative;
  display: grid;
  place-items: center;
  /* A 640px card at 2200px was barely converging; the turn read flat.
     Roughly 2:1 is where a card starts to look like an object. */
  perspective: 1250px;
  perspective-origin: 50% 42%;
  min-height: 0;
}
.od-poster .poster {
  --pw: clamp(260px, min(90vw, 56svh), 640px);
  /* Both faces round off by the same amount, so the card reads as one object
     when you turn it. Derived from --pw rather than cqw: an element cannot
     query itself as a container, so the .9cqw that used to be here was
     silently resolving against the viewport. */
  --sheet-radius: calc(var(--pw) * .034);
  position: relative;
  width: var(--pw);
  aspect-ratio: 4 / 5;
  display: grid;
  transform-style: preserve-3d;
  -webkit-transform-style: preserve-3d;
  transform:
    translate3d(var(--r-tx, 0px), var(--r-ty, 0px), var(--r-tz, 0px))
    scale(var(--r-s, 1))
    translateZ(calc(var(--p-arc, 0) * 120px))
    rotate(var(--r-rz, 0deg))
    rotateX(var(--p-rx, 0deg))
    rotateY(calc(var(--p-ry, 0deg) + var(--p-flip, 0deg)));
  /* No transition on `transform` itself. The lean is spring-damped in JS and
     the turn is driven by --p-flip, so a transform transition on top has
     nothing useful to smooth — but it does interpolate the composed *matrix*
     between frames, and matrix interpolation of a 3D rotation can take a
     different path than the rotation you asked for. That is what briefly
     showed the face you were turning away from. Animate the inputs, never the
     matrix. */
  transition: --p-flip var(--flip-dur) var(--flip-ease),
              --p-arc var(--flip-half) cubic-bezier(.4, 0, .6, 1);
  will-change: transform;
  --flip-dur: .72s;
  --flip-ease: cubic-bezier(.62, .04, .34, 1);
  --flip-half: .36s;
}
.od-poster .poster__shadow {
  position: absolute;
  left: 6%; right: 6%; bottom: -5%;
  height: 12%;
  background: radial-gradient(50% 50% at 50% 50%, hsl(0 0% 0% / .85), transparent 72%);
  filter: blur(14px);
  transform: translateZ(-40px) scale(calc(1 - var(--p-arc, 0) * .22));
  opacity: calc(1 - var(--p-arc, 0) * .45);
  pointer-events: none;
}
.od-poster .poster__face {
  grid-area: 1 / 1;
  container-type: inline-size;
  border-radius: var(--sheet-radius);
  overflow: hidden;
  background: var(--stock);
  box-shadow:
    0 0 0 1px hsl(250 20% 60% / .35),
    0 40px 80px -30px #000,
    0 8px 30px -12px #000;
  backface-visibility: hidden;
  -webkit-backface-visibility: hidden;
}
.od-poster .poster__face--front { visibility: visible; }
.od-poster .poster__face--back {
  visibility: hidden;
  transform: rotateY(180deg) translateZ(.1px);
}
.od-poster .poster.is-back-facing .poster__face--front { visibility: hidden; }
.od-poster .poster.is-back-facing .poster__face--back { visibility: visible; }
/* WebKit on iOS can occasionally ignore backface-visibility when a 3D face
   also clips several painted layers. The explicit visibility swap above is a
   safety net at the edge-on midpoint: it guarantees that Safari never leaves
   the mirrored reverse of the front face visible after a turn. */
/* Both faces stay renderable. content-visibility was toggled here to skip the
   far face, which was worth it when the reverse carried three holo cards, but
   it is one more discrete event in the middle of a turn — and a turn that is
   meant to feel physical should contain no discrete events at all. The reverse
   is now a portrait and two foil layers, so the saving no longer pays for the
   risk. */
/* ═══════════════════════════════════════════════════════════
   THE SHEET
   Holographic foil stock, printed with matte ink. The foil moves
   with the pointer; the type deliberately does not — it is flat
   ink sitting on top, raised off the foil by a bevel.
   ═══════════════════════════════════════════════════════════ */
.od-poster .sheet__foil {
  position: absolute; inset: 0; z-index: 1;
  overflow: hidden;
  pointer-events: none;
  contain: paint;
  /* The face clips with overflow + radius, but these layers are promoted to
     their own compositor layers inside a preserve-3d parent and escaped that
     clip — which is why the front corners were square while the back's were
     round. Each layer now rounds itself. */
  border-radius: inherit;
  background-color: var(--stock);
  /* the stock's tooth, painted on the container rather than on a layer of
     its own */
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='180' height='180'%3E%3Cfilter id='n'%3E%3CfeTurbulence type='fractalNoise' baseFrequency='.9' numOctaves='3'/%3E%3CfeColorMatrix type='saturate' values='0'/%3E%3C/filter%3E%3Crect width='180' height='180' filter='url(%23n)' opacity='.2'/%3E%3C/svg%3E");
}
/* Every layer is oversized and moved with a transform rather than a
   background-position, so the pointer never triggers a repaint of the
   sheet — it is all compositing. */
.od-poster .sheet__foil > * {
  position: absolute;
  left: -9%; top: -9%;
  width: 118%; height: 118%;
  will-change: transform;
}
/* One painted layer. The rainbow, the cross-hatch and the speckle are
   composited with background-blend-mode, which resolves once at paint and is
   then cached — unlike mix-blend-mode, which re-composites against the
   backdrop on every single frame. The layer only ever moves by transform. */
.od-poster .foil__bands {
  background-image:
    /* Wide periods with long interpolations between them, so the bands read
       as soft washes rather than stripes. A blur filter would do the same
       thing but would have to rasterise the whole layer; this is free. */
    repeating-linear-gradient(58deg,
      hsl(calc(var(--fh) + 0)  calc(var(--fs) - 30%) calc(var(--fl) - 8%) / .55) 0%,
      hsl(calc(var(--fh) - 28) calc(var(--fs) - 26%) calc(var(--fl) + 4%) / .55) 11%,
      hsl(calc(var(--fh) + 32) calc(var(--fs) - 34%) calc(var(--fl) + 0%) / .55) 22%,
      hsl(calc(var(--fh) + 0)  calc(var(--fs) - 30%) calc(var(--fl) - 8%) / .55) 33%),
    /* Cobalt-dominant, and driven by variables so the whole sweep can be
       tuned live. Every stop is an offset from --fh, the centre hue, which
       keeps the sheet reading as one blue stock with colour excursions rather
       than as a rainbow however far you push it. --fl is the lever to watch:
       the type on this face is matte black, and dropping lightness too far
       takes it below a comfortable contrast. */
    repeating-linear-gradient(-38deg,
      hsl(calc(var(--fh) + 0)  var(--fs) var(--fl)) 0%,
      hsl(calc(var(--fh) - 24) var(--fs) calc(var(--fl) + 3%)) 7%,
      hsl(calc(var(--fh) - 40) calc(var(--fs) - 14%) calc(var(--fl) + 5%)) 14%,
      hsl(calc(var(--fh) - 12) var(--fs) calc(var(--fl) + 2%)) 21%,
      hsl(calc(var(--fh) + 10) var(--fs) calc(var(--fl) + 1%)) 28%,
      hsl(calc(var(--fh) + 36) calc(var(--fs) - 12%) calc(var(--fl) + 2%)) 35%,
      hsl(calc(var(--fh) + 62) calc(var(--fs) - 28%) calc(var(--fl) + 4%)) 42%,
      hsl(calc(var(--fh) + 0)  var(--fs) var(--fl)) 49%);
  background-blend-mode: overlay;
  transform: translate3d(calc(var(--p-mx, 0) * 7%), calc(var(--p-my, 0) * 7%), 0);
}
/* The specular pool. This used to blend with hard-light, which meant the
   compositor had to read back everything beneath it on every frame it moved.
   Plain alpha over the bands costs nothing and, being gentler, is also the
   "less intense" the foil wanted. There are now no blended layers on the
   sheet at all. */
/* The twelve-column grid, ruled into the foil rather than printed over it —
   a white line against a dark one reads as an engraved groove, so the grid is
   a property of the stock that the light catches, not a graphic on top of it.

   Critically it does NOT move. It belongs to the sheet, the way the speckle
   did; anything registered to the card that parallaxes reads as floating above
   the surface. The rainbow slides underneath it instead, which is what makes
   the ruling catch the light. */
.od-poster .foil__grid {
  left: 0; top: 0;
  width: 100%; height: 100%;
  will-change: opacity;
  background-image:
    repeating-linear-gradient(90deg,
      hsl(0 0% 100% / .5) 0 1px,
      hsl(230 48% 30% / .12) 1px 2px,
      hsl(0 0% 0% / 0) 2px 8.3333cqw),
    repeating-linear-gradient(180deg,
      hsl(0 0% 100% / .5) 0 1px,
      hsl(230 48% 30% / .12) 1px 2px,
      hsl(0 0% 0% / 0) 2px 8.3333cqw);
  opacity: calc(.44 + var(--p-center, 0) * .3);
}
.od-poster .foil__spec {
  /* Sized to its own travel. It was exactly sheet-sized and slid by 48% of
     that, so past a modest tilt its own rectangular edge crossed the card —
     the seam you could see down the side under a hard tilt. Now it overhangs
     by 50% and moves 24% of a double-width box, which is the same 48% of the
     sheet as before with nothing to run out of. */
  left: -50%; top: -50%; width: 200%; height: 200%;
  /* An explicit cqw radius rather than closest-side, so the pool's size stays
     tied to the CARD and not to this layer's box — otherwise resizing the
     layer to fix the seam would have doubled the highlight. 50cqw is exactly
     what closest-side resolved to at the old size. */
  background-image: radial-gradient(circle 50cqw at 50% 50%,
    hsl(0 0% 100% / .78) 0%,
    hsl(0 0% 100% / .34) 24%,
    hsl(250 60% 78% / .16) 54%,
    hsl(250 50% 60% / 0) 80%);
  background-repeat: no-repeat;
  opacity: calc(var(--foil-intensity, .8) * (.5 + var(--p-center, 0) * .5));
  transform: translate3d(calc(var(--p-mx, 0) * 24%), calc(var(--p-my, 0) * 24%), 0);
}
/* The reverse is printed on dark stock, so ink and paper trade places. Every
   .matte and .matte-box on this face inverts for free. */
.od-poster .sheet--back {
  --stock: var(--deep-ink);
  --matte-ink: var(--reading-white);
  --matte-paper: var(--deep-ink);
}
/* The reverse is printed, not foiled — the stock's tooth and nothing else.
   Its one holographic element is the medallion. */
.od-poster .sheet__foil--wild { --foil-intensity: 1; }
/* the diffuse light has to add, not subtract, on a dark sheet */
.od-poster .sheet__light--calm i {
  background-image: radial-gradient(closest-side circle at 50% 50%,
    hsl(0 0% 100% / .16) 0%,
    hsl(0 0% 100% / .05) 26%,
    hsl(0 0% 100% / 0) 52%);
  opacity: calc(.5 + var(--p-center, 0) * .5);
}
.od-poster .sheet::after {
  content: "";
  position: absolute;
  inset: 2.2cqw;
  z-index: 4;
  pointer-events: none;
  border: .3cqw solid var(--matte-ink);
  opacity: var(--sheet-keyline, 0);
}
.od-poster .sheet__inner {
  position: relative; z-index: 3;
  height: 100%;
  --keyline-pad: calc(var(--sheet-keyline, 0) * 1.9cqw);
  padding:
    calc(2.8cqw + var(--keyline-pad))
    calc(4.6cqw + var(--keyline-pad))
    calc(4.2cqw + var(--keyline-pad));
  display: grid;
  grid-template-rows: auto 1fr;
  gap: 2.4cqw;
}
/* Display-sized matte ink. The chamfer is two copies of the glyphs parked
   behind the letters and moved with a transform, rather than a stack of
   text-shadows — a shadow stack has to re-rasterise every glyph each time the
   light moves, which at this type size was the single most expensive thing on
   the sheet. This version never repaints; it only composites. */
.od-poster .matte-emboss {
  position: relative;
  color: var(--matte-ink);
}
.od-poster .matte-emboss::before, .od-poster .matte-emboss::after {
  content: attr(data-text);
  position: absolute;
  inset: 0;
  z-index: -1;
  white-space: pre;
  pointer-events: none;
  /* deliberately NOT will-change: these only move when the quantised bevel
     steps, which is rare. Promoting all ten of them means ten more layers to
     composite through the poster's 3D transform on every single frame — far
     more expensive than the occasional repaint. */
}
/* the lit chamfer */
.od-poster .matte-emboss::before {
  color: hsl(0 0% 100% / .95);
  transform: translate3d(
    calc(var(--bev-x, 0) * var(--emboss, .034em)),
    calc(var(--bev-y, 0) * var(--emboss, .034em)), 0);
}
/* and the shadow it throws on the other side */
.od-poster .matte-emboss::after {
  color: hsl(255 50% 28% / .42);
  transform: translate3d(
    calc(var(--bev-x, 0) * var(--emboss, .034em) * -.55),
    calc(var(--bev-y, 0) * var(--emboss, .034em) * -.55), 0);
}
/* ─────────────  DIFFUSE LIGHT  ─────────────
   Sits above the printed content, so the matte ink is lit too. Matte does not
   glint, it scatters — so this is a broad, low-contrast falloff rather than a
   tight specular: brighter where the light is, shaded away from it. That
   gradient across an otherwise flat surface is what makes the relief on the
   type read as three-dimensional. One composited layer, transform and opacity
   only, no repaint. */
.od-poster .sheet__light {
  position: absolute;
  inset: 0;
  z-index: 4;
  pointer-events: none;
  overflow: hidden;
  contain: paint;
  border-radius: inherit;
}
/* Oversized, and — critically — the last stop is fully transparent. An earlier
   version ended on the shade colour, which put a hard rectangular seam on the
   sheet wherever the element's own edge fell. */
.od-poster .sheet__light i {
  position: absolute;
  left: -60%; top: -60%;
  width: 220%; height: 220%;
  background-image: radial-gradient(closest-side circle at 50% 50%,
    hsl(0 0% 100% / .3) 0%,
    hsl(0 0% 100% / .13) 15%,
    hsl(0 0% 100% / 0) 29%,
    hsl(255 45% 24% / .12) 50%,
    hsl(255 50% 18% / 0) 80%);
  transform: translate3d(calc(var(--p-mx, 0) * 22%), calc(var(--p-my, 0) * 22%), 0);
  will-change: transform;
  opacity: calc(var(--foil-intensity, .8) * (.55 + var(--p-center, 0) * .45));
}
.od-poster .sheet__light--calm i { opacity: calc(var(--foil-intensity, .8) * .45); }
/* ─────────────  MATTE INK  ─────────────
   Flat, unlit, and pressed into the foil: a bright rim on the side
   the light is coming from, a shadow opposite. --bev-x/--bev-y are
   the pointer direction, -1..1. */
.od-poster .matte {
  color: var(--matte-ink);
  /* The lit edge is built from stacked copies at stepping offsets, each a
     different hue, so the chamfer is a thick band of split colour the way
     light breaks on a real foil edge — wider, not further out. */
  text-shadow:
    calc(var(--bev-x, 0) * .008em) calc(var(--bev-y, 0) * .008em) 0 hsl(0 0% 100% / .95),
    calc(var(--bev-x, 0) * .016em) calc(var(--bev-y, 0) * .016em) 0 hsl(0 0% 100% / .9),
    calc(var(--bev-x, 0) * .024em) calc(var(--bev-y, 0) * .024em) 0 hsl(0 0% 100% / .82),
    calc(var(--bev-x, 0) * -.004em) calc(var(--bev-y, 0) * -.004em) 0 hsl(255 45% 40% / .4),
    calc(var(--bev-x, 0) * -.009em) calc(var(--bev-y, 0) * -.009em) 0 hsl(255 50% 28% / .28);
}
/* Same material as .matte, but as a filled block with the type knocked
   out of it — so the bevel lives on the box edge instead of the glyphs. */
.od-poster .matte-box {
  display: inline-block;
  background: var(--matte-ink);
  color: var(--matte-paper);
  padding: .16em .46em .24em;
  box-shadow:
    calc(var(--bev-x, 0) * .026em) calc(var(--bev-y, 0) * .026em) 0 hsl(0 0% 100% / .95),
    calc(var(--bev-x, 0) * .052em) calc(var(--bev-y, 0) * .052em) 0 hsl(0 0% 100% / .88),
    calc(var(--bev-x, 0) * .075em) calc(var(--bev-y, 0) * .075em) 0 hsl(0 0% 100% / .8),
    calc(var(--bev-x, 0) * -.018em) calc(var(--bev-y, 0) * -.018em) 0 hsl(255 50% 30% / .38),
    inset calc(var(--bev-x, 0) * -.05em) calc(var(--bev-y, 0) * -.05em) 0 hsl(255 60% 4% / .5);
}
/* ─────────────  WORDMARK  ───────────── */
.od-poster .wordmark {
  /* placed by hand in the layout editor */
  --byline-x: -0.168em;
  --byline-y: -0.11em;
  --byline-size: 0.1em;
  --sub-shift: 0.172em;
  --sub-lift: -0.02em;
  --sub-size: 0.5em;

  margin: 0;
  display: grid;
  justify-items: start;
  font-family: var(--disp);
  font-weight: 800;
  font-size: var(--wm-size, 22.4cqw);
  line-height: .78;
  letter-spacing: -.012em;
  text-transform: uppercase;
  font-variant-ligatures: none;
}
.od-poster .wm__row {
  display: block;
  transform: scaleX(var(--wm-stretch, 1));
  transform-origin: left center;
}
.od-poster .wm__row--pair {
  display: flex;
  align-items: baseline;
  gap: .1em;
  width: calc(100% / var(--wm-stretch, 1));
}
/* the matte lockup that shares row two */
.od-poster .wm__lockup {
  flex: 1;
  min-width: 0;
  position: relative;
}
/* The sub moves on its own wrapper rather than on the lockup, so the byline —
   which is anchored to the lockup — stays where you put it. The wrapper keeps
   the wordmark's font-size, so --sub-shift is still one wordmark em. */
.od-poster .wm__sub-wrap {
  display: block;
  transform: translate(calc(var(--sub-shift, .06em) * -1), var(--sub-lift, -.12em));
}
.od-poster .wm__sub {
  display: block;
  text-align: right;
  font-weight: var(--sub-weight, 700);
  font-size: var(--sub-size, .5em);
  letter-spacing: -.03em;
  text-transform: lowercase;
  white-space: nowrap;
}
/* parked above the lockup, out of flow, so row two keeps its height.
   The wrapper carries the position so its em is the wordmark's em — that way
   --byline-x/-y and --sub-shift/-lift are all in the same unit. */
.od-poster .wm__byline-wrap {
  position: absolute;
  right: 0;
  bottom: 100%;
  transform: translate(var(--byline-x, .04em), var(--byline-y, -.1em));
}
.od-poster .wm__byline {
  display: flex;
  align-items: stretch;
  justify-content: flex-end;
  gap: .34em;
  font-family: var(--disp);
  font-size: var(--byline-size, .1em);
  letter-spacing: -.018em;
  text-transform: none;
  white-space: nowrap;
  line-height: 1;
}
.od-poster .wm__byline b {
  font-weight: 800;
  text-align: right;
  line-height: .94;
}
/* stretch makes the slug as tall as the two name lines beside it */
.od-poster .wm__handle {
  display: flex;
  align-items: center;
}
/* The handle slug does not follow the face's ink. On the dark reverse the
   surrounding matte inverts to bone, but a knocked-out black rectangle is the
   motif tying the two faces together, so it stays black and leans on its
   bevel to lift off the dark ground. */
.od-poster .portrait__handle .matte-box {
  background: var(--slug-ink);
  color: var(--slug-paper);
}
/* the handle gets the same knocked-out slug as the dates */
.od-poster .wm__handle {
  font-weight: 700;
  padding: .1em .34em .16em;
}
.od-poster .sr-only {
  position: absolute; width: 1px; height: 1px;
  margin: -1px; padding: 0; overflow: hidden;
  clip-path: inset(50%); white-space: nowrap; border: 0;
}
/* ─────────────  LISTING  ───────────── */
.od-poster .listing {
  margin: 0; padding: 0; list-style: none;
  display: grid;
  align-content: end;
  gap: 2.7cqw;
  font-family: var(--disp);
  color: var(--matte-ink);
}
.od-poster .listing__item { display: grid; gap: .6cqw; }
.od-poster .listing__when {
  margin: 0;
  display: flex; align-items: baseline; flex-wrap: wrap;
  gap: .5cqw 1.4cqw;
  font-size: 3.5cqw; font-weight: 700; line-height: 1.12;
  letter-spacing: -.018em;
}
.od-poster .listing__what {
  margin: 0;
  font-size: 3.05cqw; font-weight: 700; line-height: 1.2;
  letter-spacing: -.014em;
  max-width: 95%;
}
/* ═══════════════════════════════════════════════════════════
   BACK OF THE SHEET — the reverse of a card
   Symmetrical, ornamental, and carrying no information: a border
   system, a burst, concentric rings, corner devices and a
   medallion. The front of a card is where data lives; the back is
   pure decoration, the same on every card in the set.
   ═══════════════════════════════════════════════════════════ */
.od-poster .sheet__inner--back { display: block; padding: 0; }
/* the card edge */
.od-poster .cardback {
  --cb-border: 3.4cqw;
  --cb-pad: 1.5cqw;
  height: 100%;
  border: var(--cb-border) solid var(--matte-ink);
  border-radius: var(--sheet-radius);
  padding: var(--cb-pad);
  box-shadow: inset 0 0 0 .35cqw hsl(38 55% 62% / .55);
}
/* Deep Ink field. A twelve-column grid was ruled over this and fought the
   burst — orthogonal lines crossing radial ones read as noise. The ruling here
   is polar instead: rays and concentric rings, one geometry. */
.od-poster .cardback__panel {
  background-color: var(--deep-ink);
  position: relative;
  height: 100%;
  /* Concentric with the outer edge so the corners nest, with a floor: the
     border is thicker than the outer radius, so the true concentric value
     goes negative and would leave a square corner inside a round one. */
  border-radius: max(1.3cqw,
    calc(var(--sheet-radius) - var(--cb-border) - var(--cb-pad)));
  overflow: hidden;
  display: grid;
  grid-template-rows: auto 1fr auto;
  align-items: center;
  justify-items: center;
  gap: 2.4cqw;
  padding: 4.2cqw 4.4cqw 4.2cqw;
  grid-template-rows: auto 1fr auto;
}
/* the radiating burst behind everything — the device that makes a card back
   read as a card back rather than as a panel */
.od-poster .cardback__burst {
  position: absolute;
  left: 50%; top: 50%;
  width: 155%; aspect-ratio: 1;
  translate: -50% -50%;
  /* Barely above the field. At half opacity in bright cobalt these were
     black-and-blue stripes rather than a ruled ground — and masked so they
     fade out toward the edges instead of banding across the whole card. */
  background-image: repeating-conic-gradient(from 0deg,
    hsl(226 60% 52% / .17) 0deg 1.8deg,
    hsl(0 0% 0% / 0) 1.8deg 7.2deg);
  -webkit-mask-image: radial-gradient(circle at 50% 50%,
    #000 12%, hsl(0 0% 0% / .55) 34%, transparent 62%);
  mask-image: radial-gradient(circle at 50% 50%,
    #000 12%, hsl(0 0% 0% / .55) 34%, transparent 62%);
  transform: rotate(calc(var(--p-mx, 0) * 4deg));
  will-change: transform;
}
.od-poster .cardback__rings {
  position: absolute;
  left: 50%; top: 50%;
  width: 140%; aspect-ratio: 1;
  translate: -50% -50%;
  background-image: repeating-radial-gradient(circle at 50% 50%,
    hsl(226 60% 58% / .2) 0 .14cqw,
    hsl(0 0% 0% / 0) .14cqw 4.6cqw);
  mask-image: radial-gradient(circle at 50% 50%, #000 34%, transparent 72%);
}
/* four identical corner devices, mirrored — symmetry is the whole point */
.od-poster .cardback__corner {
  position: absolute;
  width: 9cqw; aspect-ratio: 1;
  border-top: 1px solid var(--lime);
  border-left: 1px solid var(--lime);
}
.od-poster .cardback__corner::after {
  content: "";
  position: absolute;
  left: 1.1cqw; top: 1.1cqw;
  width: 1.3cqw; aspect-ratio: 1;
  background: var(--lime);
}
.od-poster .cardback__corner--tl { left: 2cqw; top: 2cqw; }
.od-poster .cardback__corner--tr { right: 2cqw; top: 2cqw; rotate: 90deg; }
.od-poster .cardback__corner--br { right: 2cqw; bottom: 2cqw; rotate: 180deg; }
.od-poster .cardback__corner--bl { left: 2cqw; bottom: 2cqw; rotate: 270deg; }
.od-poster .cardback__word {
  position: relative;
  margin: 0;
  /* It read plain because it was merely medium-sized in a medium weight. The
     brand's own instruction is to reach for scale before reaching for more
     weight, so this is Display size against a Label-spec year — the contrast
     between the two is what gives the lockup its voice. */
  display: grid;
  justify-items: center;
  gap: 1.4cqw;
  font-family: var(--brand);
  color: var(--reading-white);
}
.od-poster .cardback__word span {
  font-weight: 500;
  font-size: 15.2cqw;
  line-height: .92;
  letter-spacing: -.035em;
}
.od-poster .cardback__word small {
  font-size: 2.4cqw;
  font-weight: 500;
  letter-spacing: .34em;
  text-transform: uppercase;
  color: var(--lime);
  padding-left: .34em;
}
.od-poster .cardback__handle {
  position: relative;
  margin: 0;
  font-family: var(--disp);
  font-size: 5cqw;
  letter-spacing: -.018em;
  line-height: 1;
}
/* ─────────────  THE MEDALLION  ─────────────
   The only foil on this face. A real card back is printed matte almost
   everywhere with one foil-stamped device; spreading holo across the whole
   thing is what made it look like a gradient rather than a card. */
.od-poster .portrait {
  position: relative;
  margin: 0;
  align-self: center;
  /* Sized off width, not height. `height: 100%` here resolved against an
     indefinite containing block, collapsed to zero, and let the image run out
     to its natural 1200px. */
  width: min(100%, 60cqw);
  height: auto;
  aspect-ratio: 1;
  border-radius: 50%;
  border: .9cqw solid var(--reading-white);
  display: grid;
  overflow: hidden;
  isolation: isolate;
  /* borders and colour shifts, not elevation — the brand is explicit about it */
  box-shadow: 0 0 0 .25cqw var(--lime);
}
/* the cosmos holo, clipped to the circle */
.od-poster .portrait__foil {
  position: absolute;
  inset: 0;
  z-index: 0;
  overflow: hidden;
  contain: paint;
  background: #05040e;
}
.od-poster .portrait__cosmos {
  position: absolute;
  left: -14%; top: -14%;
  width: 128%; height: 128%;
  background-image:
    radial-gradient(closest-side circle at 50% 44%,
      hsl(0 0% 0% / 0) 14%,
      hsl(0 0% 0% / .6) 44%,
      hsl(0 0% 0% / .92) 74%),
    url("../images/od-poster-cosmos-bottom.svg"),
    repeating-linear-gradient(82deg,
      hsl(53 70% 40%)  0%,
      hsl(93 58% 34%)  5%,
      hsl(176 58% 34%) 10%,
      hsl(228 66% 42%) 15%,
      hsl(283 62% 42%) 20%,
      hsl(326 66% 38%) 25%,
      hsl(53 70% 40%)  30%);
  background-size: cover, cover, 240% 240%;
  background-blend-mode: multiply, color-dodge;
  transform: translate3d(calc(var(--p-mx, 0) * 7%), calc(var(--p-my, 0) * 7%), 0);
  will-change: transform;
}
/* the pool that lifts a dark jumper off a dark starfield */
.od-poster .portrait__glare {
  position: absolute;
  left: -30%; top: -30%;
  width: 160%; height: 160%;
  background-image: radial-gradient(closest-side circle at 50% 50%,
    hsl(190 92% 90% / .42) 0%,
    hsl(266 88% 74% / .2) 18%,
    hsl(320 88% 68% / .1) 34%,
    hsl(250 80% 40% / 0) 56%);
  transform: translate3d(calc(var(--p-mx, 0) * 15%), calc(var(--p-my, 0) * 15%), 0);
  will-change: transform;
}
.od-poster .portrait img {
  grid-area: 1 / 1;
  position: relative;
  z-index: 1;
  width: 100%;
  height: 100%;
  object-fit: cover;
  object-position: 50% 16%;
  scale: 1.04;
  opacity: 0;
  transition: opacity .5s var(--ease-out);
}
.od-poster .portrait__note {
  grid-area: 1 / 1;
  place-self: center;
  z-index: 2;
  margin: 0;
  padding: 0 12%;
  text-align: center;
  font-family: var(--sans);
  font-size: 2.2cqw;
  line-height: 1.6;
  color: var(--matte-ink);
  opacity: .7;
}
.od-poster .portrait__note code {
  font-family: ui-monospace, SFMono-Regular, Menlo, monospace;
  font-size: .95em;
}
.od-poster .portrait[data-ready] img { opacity: 1; }
.od-poster .portrait[data-ready] .portrait__note { display: none; }
.od-poster .seg {
  display: inline-flex; align-items: center; gap: 4px;
  opacity: 0; visibility: hidden;
  transform: translateY(6px);
  transition: opacity .35s var(--ease-out), transform .35s var(--ease-out),
              visibility 0s linear .35s;
  padding: 4px 4px 4px 14px;
  border-radius: 999px;
  border: 1px solid hsl(0 0% 100% / .1);
  background: hsl(255 30% 12% / .88);
}
/* ─────────────  SHOWCASE VEIL  ─────────────
   The veil lives inside the poster so a lifted card can paint
   above it while everything else on the poster falls away. */
.od-poster .poster__veil {
  position: absolute;
  inset: -140vmax;
  z-index: 5;
  appearance: none; border: 0; padding: 0; margin: 0;
  background: radial-gradient(38vmax 32vmax at 50% 50%,
    hsl(258 60% 10% / .74), hsl(240 45% 3% / .95) 70%);
  backdrop-filter: blur(6px) saturate(.75);
  opacity: 0; visibility: hidden; cursor: zoom-out;
  transition: opacity .45s var(--ease-out), visibility 0s linear .45s;
}
/* ─────────────  RESPONSIVE  ───────────── */
@media (max-width: 560px) {
.od-poster .seg { padding-left: 4px; }
}
@media (prefers-reduced-motion: reduce) {
.od-poster .poster, .od-poster .poster__face { transition-duration: .2s !important; }
}

/* ── the ground it sits on ─────────────────────────────── */
/* The ground, lifted from the showcase: a pool of cobalt, a fine grid on the
   same rhythm as the foil's own, and a vignette to keep the edges deep. All
   of it is one layer that never animates, so it paints once and is cached. */
.od-poster {
  position: relative;
  isolation: isolate;
  display: grid;
  place-items: center;
  --od-pad: clamp(18px, 5vw, 56px);
  /* How tall the poster's band is, and therefore how big the card gets. It is
     deliberately well under a full viewport: the band sits below the site
     header and the page title, so anything approaching 100svh puts the bottom
     of the card under the fold. Override it on the page if your theme's
     chrome is unusually tall or short:  .od-poster { --od-h: 560px }  */
  --od-h: min(74svh, 640px);
  padding: var(--od-pad);
  min-height: var(--od-h);
  background: var(--deep-ink, #080E24);
  border-radius: 4px;
  overflow: hidden;
  touch-action: pan-y;          /* vertical scroll still belongs to the page */
  /* The inlined subsets, under names no theme will already be using. */
  --disp: "OD Syne", "OD Inter", ui-sans-serif, system-ui, sans-serif;
  --sans: "OD Inter", ui-sans-serif, system-ui, sans-serif;
  --brand: "OD Sora", "OD Inter", ui-sans-serif, system-ui, sans-serif;
  --od-tension: 0;
}
.od-poster::before {
  content: "";
  position: absolute;
  inset: 0;
  z-index: 0;
  pointer-events: none;
  --mesh: hsl(224 72% 64% / .085);
  /* One pitch for both axes, in absolute units, so the cells are square.

     The showcase draws this grid as a percentage of the frame — 7.4% across,
     4.2% down — which works there because that frame is a fixed 9:16. This
     band is as wide as the page, so a percentage pitch stretched with it: on
     a 1600px desktop the verticals fell 118px apart while the horizontals
     stayed at 27px, and the grid read as stripes rather than as a mesh.

     The clamp tracks the card's own foil grid, which is a twelfth of the card
     — about 35px at desktop size — so the two ruled surfaces agree instead of
     beating against each other. */
  --od-grid: clamp(26px, 2.2vw, 36px);
  background-image:
    repeating-linear-gradient(90deg, var(--mesh) 0 1px, transparent 1px var(--od-grid)),
    repeating-linear-gradient(0deg,  var(--mesh) 0 1px, transparent 1px var(--od-grid)),
    radial-gradient(116% 74% at 50% 46%, hsl(226 78% 46% / .60) 0%, hsl(228 74% 28% / .30) 42%, transparent 72%),
    radial-gradient(128% 82% at 50% 50%, transparent 50%, hsl(230 62% 4% / .86) 100%);
  background-repeat: repeat, repeat, no-repeat, no-repeat;
}

.od-poster .poster-scene {
  position: relative;
  z-index: 1;
  /* Bounded by the HEIGHT as well as the width. The card is 4:5, so a height
     budget H affords a width of H*0.8, and the extra 0.94 is headroom for the
     tilt — a rotated card's bounding box is taller than the card itself. With
     only a width bound, any short viewport (a phone in landscape, a narrow
     embed) made the card taller than its section and the section clipped it. */
  width: min(100%, 460px, calc((var(--od-h) - var(--od-pad) * 2) * 0.752));
  display: grid;
  place-items: center;
  perspective: 1150px;
  perspective-origin: 50% 50%;
  cursor: grab;
  outline: none;
  -webkit-tap-highlight-color: transparent;
}
.od-poster.is-grabbed .poster-scene { cursor: grabbing; }
.od-poster .poster-scene:focus-visible {
  outline: 2px solid var(--lime, #B6F14A);
  outline-offset: 10px;
  border-radius: 6px;
}
.od-poster .poster { --pw: 100%; width: 100%; }

/* base.css sizes the printed area with `.sheet__inner { height: 100% }`,
   which needs the face to have a definite height to resolve against. On the
   dev page it does; here the poster is a centred grid item and the percentage
   resolves against an indefinite height, so the inner sized to its content
   instead — 30px taller than the card, which put the last listing line past
   the face's clipped edge and cut it in half.

   Making the face an explicit grid and stretching the inner into its single
   row restores a definite height, and minmax(0, 1fr) lets the listing row
   shrink into what is left rather than insisting on its content height. */
.od-poster .poster__face { display: grid; grid-template-rows: 100%; }
.od-poster .sheet__inner {
  grid-area: 1 / 1;
  height: auto;
  grid-template-rows: auto minmax(0, 1fr);
}

/* The reverse needs the same thing one level deeper. It sets `display: block`
   on the inner, which overrides the grid above, and then `.cardback` asks for
   `height: 100%` of it — indefinite again, so the card back and its panel sized
   to their content and ran 57px past the face, taking the bottom border and
   the @oradecima chip off the bottom of the card. */
.od-poster .sheet__inner--back { display: grid; grid-template-rows: 100%; }
.od-poster .cardback {
  grid-area: 1 / 1;
  height: auto;
  min-height: 0;
  /* A grid whose single row is the full content box, so the panel stretches
     into a definite height instead of asking for a percentage of an auto one.
     The same trick as the face, repeated because the reverse nests one deeper:
     face -> inner -> cardback -> panel, and each `height: 100%` in that chain
     needs the level above it to be definite. */
  display: grid;
  grid-template-rows: 100%;
}
.od-poster .cardback__panel {
  grid-area: 1 / 1;
  height: auto;
  min-height: 0;
  /* The portrait is the row that should give, not the wordmark or the chip. */
  grid-template-rows: auto minmax(0, 1fr) auto;
}

/* Tension feedback. The rim brightens and the card draws in very slightly as
   you lean on it — enough to register as strain before it gives, not enough
   to read as a separate effect. Both ride one variable the script writes, and
   both are compositor-only. */
.od-poster .poster__face {
  box-shadow:
    0 0 0 1px hsl(250 20% 60% / calc(.35 + var(--od-tension) * .5)),
    0 0 calc(var(--od-tension) * 26px) hsl(224 90% 70% / calc(var(--od-tension) * .5)),
    0 40px 80px -30px #000,
    0 8px 30px -12px #000;
}

.od-poster__hint {
  position: absolute;
  z-index: 2;
  left: 50%;
  bottom: clamp(10px, 3vw, 22px);
  translate: -50% 0;
  margin: 0;
  padding: 7px 14px;
  border-radius: 999px;
  border: 1px solid hsl(0 0% 100% / .14);
  background: hsl(230 50% 6% / .6);
  backdrop-filter: blur(8px);
  color: hsl(0 0% 100% / .72);
  font: 500 12px/1 var(--sans, system-ui, sans-serif);
  letter-spacing: .02em;
  white-space: nowrap;
  pointer-events: none;
  transition: opacity .5s ease, translate .5s ease;
}
/* It has done its job the moment you turn the card once. */
.od-poster.has-turned .od-poster__hint { opacity: 0; translate: -50% 8px; }

/* On desktop the poster becomes a complete visual chapter of the page. The
   site header remains above it, so the footer only appears after scrolling. */
@media (min-width: 768px) {
  .od-poster {
    --od-h: 100svh;
  }
}

@media (prefers-reduced-motion: reduce) {
  .od-poster .poster { transition: none !important; }
}