Min_DeveloperGuide.htm
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<!doctype html>
<html lang="en">
<head>
<title>min Language Developer Guide</title>
<meta charset="utf-8">
<meta name="viewport" content="width=device-width, initial-scale=1.0">
<meta name="author" content="Fabio Cevasco">
<meta name="generator" content="HastyScribe">
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) format('woff');
font-style:normal;
font-weight:400;
-webkit-font-smoothing: antialiased;
-moz-osx-font-smoothing: grayscale;
}
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font-family:"Source Sans Pro";
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) format('woff');
font-style:normal;
font-weight:400;
-webkit-font-smoothing: antialiased;
-moz-osx-font-smoothing: grayscale;
}
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font-family:"Source Sans Pro";
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kpmiA2I8gop/VbxYgwomS0jJVxMkWmyUxJkzl4kgb6MQCjWR3jWAPjaRntjQ6YzyZ4mU3xCpthAROxhK2wlK2RzjbYwGfwMQfhEz6LbRyO7Xweu/ki9nAUvuV8fKf79ARfRS4XI48rlPpX0BZX0U5zsL3SvgN+xeO4gY64iU64hc56duqCO3gCv6ErfsdgVsQQhuA5VsJQVsYwhmI4w/A8wzGCVTCTtTGLdfCmMuEtPoG32RWr2A3vsDtWswfeZU+8z75Yyyexjv2wnk/hA/bH55yJLzgL/2QavuYc/Isv4RvOxTHOw0kuwBkugZtLcZbpEuE/P0QaXfznh2D/SaKCnlni9LTSUCZJkrSU6fKmnicOyyeyWc8hX4v73xb2UQwAeNpdkD1OxDAQhcc4LOQGSBaSLSsUK6/oqVI4kVCaQCg8DT/SrkT2DkhpaFxwlqEzXS6GYJKNttjGM+/N6POzE4BrEuRt+BbiC5P4+0zgr38gB/nyvEkgnNZV70m8sjhzbKwNd9LpmmRRPwaLOup4v4261u9vW8qKufJgF/FWE3Sh5/MpGCpRHdsd4h1zsomTzZyITNgvhP1MYMAvL527RpO8acNDoMErKj0qY3RFYxto9Mog8tbqmJTrR3+1ZL7gzKs1N5cHSheoVAQY40FZQ0OMKvI7Fp1gPDEEnBrlYvBPTERZVEkM7TwarFGTYY01nBM93527pgsVJzW4+Qck6mvkAACwACsAsgEBAisBsgICAisBtwImHhgTDAAIK7cDJR4YEwwACCsAtwEwKCIYEAAIKwCyBAgHK7AAIEV9aRhES7BgUliwARuwAFmwAY4AABQAcwCSAJYAAAAM/zMADAHmAAwCBgAMAj4ADAJ+AAwCkAAMAsgADHjaPcJ9SFOLAgDwZWa7y2tuO57pvt3maTudbB9lutbUXe+ZbbaWLa/P5lq6tjWX2Zq7y7xz9+zDfWm2bIlIiIhIiIiIiISIiIhIiIiIiISISIiIhIQMef88Hr8fDocz/s/oOfCc6dzwub0Ueoo7ZTxl9Xzaec155/nNVDjVmTp9gX3BcWE7jZCGpmFpvy7qLsYvLuLl+HF88jfnb6sEHmHhEnCp/FL80kZ6enosfed35Pf+DDDDmLF0GbhsuzyUmZ3pyFzIPCWmEUlEJhEmFhAVRA2xhmgmOogeYoSYIA4QR4kzxCXiOnGHeEg8I7lIW6R90k8yjpxOzibzyEKyjFxG1pL1ZCvZSfaSY+Qe8iB5jPyVvEheI38nH5B/AXigCWgFQkA30A+MAFPAPLACbAH7WZqsmixzliPLkxXJSmQNZI1mTWctgADIBhGwECwDtaAetIJu0A/OgyvgFrgP/qTgKOmUbAqPIqTIKOUUHcVIsVPcFD+li9JHGaZMUGYpy5St7LrsmRxejjBHllOeo8sx5qzn7OQc5pxS06gglUPNp0qpKLWSaqDaqC7qd+oB9RctlZZJo9P4tBu0EloFrZpmojXRWmkhWjetnzZCm6LN01ZoW3QVfYA+Sp+mL9BX6dv0H/QTRgojg0FlQAwxQ85QMaoYdYxGRgsjyIgzPjOSTDmzlznEHGfOMJeY68wd5iHzlJXGIrGYLJhVwFKwNCwDy8ZysTBWJ+szm8/eZO+xj9lnuYRcMJeTm58rzR3Nnc5dyF3N3c79kXvCSeFkcKgciCPmyDkqThWnjuPgHHGSXDwX4LK5CLeQW8bVcvVcK3eWu8zd4O5yj7hJHp4H8Ng8hIfx5nm7vCNeMk+ep8qryqvLa8xryYvkJfJ2847ykhAeAiA2hECFUBmkhfSQFXJCXigG9UCD0Bj0FVqE1qDv0AH06wr+SuOVM76Z7+B7+BF+gj8gIAmYAlhQIFAIKgUGgU3gEmCCTkGvYEgwDgthGVwO62AjbIfdsB/ugvvgYXgCnoWX4Q14Fz6Ck1fxV4Gr7KvI1cKr/UgqkonQET5yAylBKpBqxIQ0Ia1ICOlG+pERZAqZR1aQLWQf+XkNd63l2kZ+er41f/F64fWp6/PXV4RVwpiwRzgoHBN+FS4K14TfhQfCX6JUkUlkF7lFflGXqE80LJoQzYqWRRuiXdGRKCnGiwExWywUy8TlYp3YKG4SH4pPJCmSDAlVAknEErlEJbFJXBJM0inplQxJJiVzkuQN/I3Jm4SbZTfjBbgCbcGXW8At1a2lQnFhsHCiKKWIUEQqohZxiqqLjEXWovGiA6lU2ifdvV14u+S2/bbz9trtLRlBVi0zyqyyJplbNigbkU3I1mVndwh3wDvQHd2dljtLclCOyAvldnlc/ln+RT4hn5Nvyo/lZ8WEYmYxVCwt1hTXFduKncW9xaPFK8XHJRklcEmwZKckWZpRyi9VlNpKY6VfFYjCoNj8o/qPtbL8srk/dX/+QG2oE/WgITSO9qFD6Bg6jc6j39ANdAc9QE+UOCVBCSiZSr5SrJQpUaVWWaM0KRuVbiWmXFAelPPLsfL5u6S75rvdKrzKqPKrhlXLqhM1Tk1QA2qmmq8Wq2VqVK1V16hN6ka1W42pI+q4uld9WFFS4alYvUe/V3NvR0PSSDVuzaBm6X7mfcV97/0FLUEr1Ua0c9rjB6QHlQ+CD5YfHFeilb2VOw/hh/6HiYerOr6u51HqI8ejw6qyqqG/Kv5ar3ZWb/+nsSa1xlyz/Bh6HHs8/Hjs8dTjJf2AfkK/oN/Q/9AnazNq2bXi2rJaa21rbV/tbu1h7amBbpAbrIa4YcmQfII+8T6JPRl4cmJsMk4+zX5qeBp6OlMH1snqqurm6pF6Vb2zvrt+pn6lftckM+lNTlPc9MW0bjp4lvmM/6zmWfDZmjnVXGEOmfvMw+Yx85R5y4KzECyAhWnhW2QW1KKxVFlsFqfFYwlZ4pY+y5BlzDJtmbdsW46sBCvdqrJarWPWfWvyeebz8ueNz7uejzzfs1FtCpvN1mtbsh01kBpKGgwN/obBhoWGfXu6nW+vsWP2Efu6/ewF/EL3wvxi8MVOI7vR0DjYePASfml92fly4uVmE65J2uRomn6V8qrglflV76slB8lR5RhxnL0GXsv+7+vrxddrToVT46xxJpzfnJvOPeex86yZ0Aw2c5rzm7XN482LzdvNP10EV4GrzuV2dboGXdN/8/9OuFPdDneLe+EN/Mb9ZvLNcQunxdky3rL6Nu1t5Vv32+3W/FZ36/Q/7H8c/2x5CJ5yj99z0qZv62371rbZttd23HbmJXhBL8eb75V6UW+l1+C1eV1ezBv3fvZ+8U5657yr/1b+O4LRMT52AyvBKrBqzIQ1Ya1YCOvC+rBhbAKbxZaxDWwXO8KSPrwP8LF9iK/QV+bT+eZ833ybvj3fse/MT/CDfo4/3y/1o/4R/5R/3r/i3/Lv+38GcIH0QHaAF3AEPIFIIBEYCIwGpgMLgdXAduAwcBpEg5VBQ9AWdAWxYGewNzgUHA/OBJeC68Gd4GHwtD2tndTObIfbC9oV7Zp2Q/tuSBH6EpoMzYW+hTZDe+GasDnsCHvCkXAiPBAeD8+El8Lr4Z3wYfg0khYhRZiRUKQ70h8ZiUxF5iMrka3IfuRnFBdNj2ZHeVFhVBYtj+qixqg96o76o0ex8pguZozZY+6YP9YV64sNxyZis7Hl2EZsN3YUS3bgO4AOdgfSUdhR1tHXsd0p7dx7J31nfTfRBXaZu6bf89/r33+Pq+KGuCMejHfGFz8AHzQfgh/GPqx2Z3fLujXdru7h7tmP6R9LPno+jifwCTTRn/ia2P2U/kn/aejT6qfTnvweRY++x9WT6JnsmfwvShBpVAAAAHjatL0JgFxHcTf++s25u3Nfb+7rzX0fOzPa+z61u9qVVlrJsmT5QgJfAhvbWLINGAM25lwZGxOuBEIgdgghAVvC5PiDE+eDfErsAAkKYG6HxOgjDviQZr/q4715sztrO//kk707s7/p6VddXV1V3V1dzWm4ZY7jr+BPcSpOy3VxZs7JHeUe5bip/fCr6HuM4zjL8AEG8BjgOfXwgdOcBt5wVlvfafie9E4nv9Ozd49x3Rx6/jRnZH9DRZbHOBtgpbI9Yo3Yk9aIVScUkWhG9hEkhtAyb7v43F9ehhYPdyfT6nRyNRN+MJTlT128Fq2ebr4X3Xj6xcUrrlhEE5cNDFzG8RsvAf0T/H1Au5VblSg3YUJNCsoNGDBgyhlgxYBVaoqBMxGye9i7R7me4mNQJSYTJQsoKZqQGQmiTrRX7SK63GzyGtUGj8nyub9OffibX/zm7yDTYPn6au915cEbP8rfd/EmYBtwdBFoGwTanFyQS3AHt+WrEwNOSkwMPnESEmLF00BOjHPJfAsAQYDDuyB554R3CcrLaiXIOx0mXucMIvyaRfZKvdabyCKnvUJfF39QXRuLG70Z//RMcurS2q+/Wy9Xeqf3vGVwaA9/nzkxXHTlEkGd2jg/XpktCujubDwevr/57weyyT/E7UFcYeN5vsQ/yIW4PqktGky6RtEWHwZ8lNMaC2Y6ptQH7xyU0t5hvlpxCboCEqMmoNlVrdQbggn+KvCFyt43jgxdGVnxVKPRgZxn32xq0L2Sfv3QyPHVEhpfuXN/oRo9KHgD9aXy1TeEvQdKpezq7UAbT3i9ALw2cB6uti2nW3LwGMgkpgzzVWjnYRY1KsN8rbcA76yLj+68dV+hsPrm2b/4Qmay5POVJjN+/r7ErttWV0+upG5xlZcH+ncVHc0rKI+ADvQroKMH3m1HRQ8Gepg0wvNVZIzooEwP6WtdEfMUU9cDn+rZaHFGnFWnCL8ji+jB5svf/z4yNw/z952868SHT7ae/QsyFia2fXYXBro6Pbur7dmKJ4qL6KPNF370o3V42AMnL7ZkYRJkQWy1c4sshDAQ2iwLISYLp0FMNFyIPNUHT/W8gnzUxFrVymSkuvbm8amrwyvuWiYxUvAcvNSRMFz7nPimqfEb95WpkPRGZCHp7j5+a/PpSIHKCeERv5f0z9xr6J/TwCqpV7qKlFuYb49y6rO4d4BfZ7HkOKtAn4j/W1x/5tSpZ4BVL7988SZkaZ6nz+R+CM9UcfFtn6nCgAo/E9eH61lnigRxlo3n0Zfg+1YuK31fh4vrFN9nKo9ItopwshFEwLqatWoFmRajieRNtpInlV73VHfVd14d/dNIuDyGPttcLK4Ox/oHJd5cS8bQ9rpKjQH1K6lWPQb0lHug9TkDUa0gcpwe3pHWVe1VlV1U6UC01tV/9bvfePZTn1iA5jb/E/U0LzRvRfarviDJ84+AHk2r3VvoYUJH2s2zcWzFY2Qd8c1rgIXnT8r9/gjUFeBu2LYuLQa0CiCAgYCiba3Rc5paTNI2i/zODqW15J0Lag6w9tqFagP3aQ1kuwGWTgR7F1QFkLj4O9cl1ck3fPQetVarUtevGriqV63SatTvAl58701vQvGLN/3K3T/Q537g4sUH3H0D/e5fSW3Bus7+Cv3EeqEF2DFgV7RFKeVqeKMndJugFnuL7gIaQkC5KikGESb4gc+PqjXG+9gLkPnVD/S+tf9nIOpT76uf7P850cVYN9wBusEOg1/Wxd34cd0KghjJpOccZFx1g2bwkj7UwECvEU1AVXKSGDMxqgV9gPaNX7eUzS5dNy69TiwtTcCPobj/juXl2/fm8/tu37V8x/7inTdeecX1119x5Y3MPvQDz0zQM9trx9YowraXY86AAUa+WbYWzs3WwinKJva52qGpVHr60t6D6z+9dWhgN3+fs7wy0Lda9/4L2n2smvkG488S/0ngTw+X4XZKtPjxo/0KWmwYsGFaznBJ6HUzp84CapG0kN9CXRSMgVeA9RBRlpRRCGvLRLKgarFRqyMaofENwi34Qd+zDSSOvV/s3TsYlvh5/DJhKeOMm9Dc62+66fXAvouPdhmOLPY09r1xSuLtOz7vi/p0GtnugvsAoub+r/hfrYF0BpqGQDBw40zM3J3GJpnrZmLIHBl7EkyRVWqK/YcL/UND/Qt/d/vK+i97D06mRmqn0JFyqZS4+Owvf8nf5ygu9c8eEpovQ0UiyGM38Lvc0vku/HyXgsICBgot/YmdQRdXIP3vYr7XadDfBeKPydoVnIQikpjMrBYIaZAPIeqI4U64RdybLuSNHtG511OMu6LDe6t9N2R2hkeTibzZF3OuDk5FRi7tH72z8pVgIhowu6zmrlh3ONsXS83UgrnMIY8v5Dc7AY26V6fSc41IsYj1gAd4bwfe67gq1+6it9rFDAXhPG/B0o4lRoOlRaxFgKHiN7+EXvrSKd5y8uTF89S2zwG/dhF7M/hqfkRnA6SRFDEVSGyCtMCI2typ/kZj8H133XHnO0F1rB9ZWDiCrmv+7qc//OFPw3M3XoT2VOG5Rm502+duUSNGDBglT57jjKR7VFV7EAnVYQSKVyXqfmfJLJjVJrdp8cNf/yI8+mz96jr8j0pgYRHWeaowPDfC3fzan+vAgEMBRDAQUci4gAGhRVmEKFgzfEkg7/xQWpLxFrVKulV06qFTiaYH8lqTVt1t756+fRp+q3VGXf69Nz02qjdq1FqjfujL0Kr/XT3a23u0isrN/105Wqu9Dt6BYk4lFmOxxUTzu6Rve4DHOWirp2U7EKYTbfV/WoAHAx5F08wYMNOmabEkMutnJr4SNEhVFWg7RhA29fIcSvyLz3+6r8dlUvc4u3s/9rk//fSYQYA/XD1DH0e70NAJoRoKVYUTza82H73bWw0Gq967iUxuvAB0O4Fuc0s2Xp3uzWSa6dBtI84pPv6Nj/ebPCa1yWcaeOgb679An/5wfCqRmIp/uHnpLzDPYE6GLhC/eohrd9csHbwe7EIQWwEeosqCKZRGXANFYMgh8E5iKNx8GZ1u/hCJzdQB9JWTB5pzJ4k+LYKv90/oAvjG8ZY0MhnXdxCtLcYCOyZGImGYSviuhRKEu8dGRgd83YL9ckyWHd5FyTtMqkgdx956g+gxXXIYlJzLaRVx52Hnu8HccRMqvmOdj6XCo7He0usHjlx9a48qPJOJ1hPO+0Jeb8yxa/Depf3mSNLtvDwQu+7G5k+qflFI17NuweVY68lwpK1joGdc/OOgZyPcXZtGnm2zV9ZqvAUDFkXjmTKXvTILk0YL8cVoIwXSSAvzMKBWmQW44RGmsJw63GJq2LHmhhm/pOjFqG5sXR2YEPOzVZ84sDMVmQioDTeuO1L2RH1fLs0//vCCNxAbO9Q3etVULBzuvc9mmlp8Zx7LD/Tp16BP/Vvmza1GuTHgbs2VeghtbgtepaCdwiwM84IUs+ZYZuZwtTDvmRCj9eGRki9nG4jtT/ceGE+8MHz5uBjyHgwsjI0tuEyHwkFx/HLK+yTQdIHwXmzxfgtVTOvZOshZB/Wrh080zIvUcDbCe5vMcZO8gqGXVzA0Mu+l9iXxRGqzuBFpTIp9O5OZule7fmu32jsdK+ysBR4oZt1JmyPjEOsvDB2ZiPndC5+7OFH2irGJIyPzkw7P/7KZJkh7cR88Q8ZVlFvZtr1KlW2ET+gwMhbpkLHKNFPJMbLBI1FPPZMIFhipb+LEGdPFUmOr+dqumlfNN7/TPVWp1cuJQ/napZMJNJrIizX9C4OXT8Rio2tVR6Srrxo54A2KE0femK0XKyA/btA/N/FPwus+brtBwdaQbJu7jvQUXijiZbGnTqPhLP4LdCQoJoSJDKCqk0xhaw3JnUEH/IIveODA+vi4PTddCVWt/M7uSCJ4Y/MudPt1Gl9yujdo0JK1ruhGntcBf03gXe/iruPajWKLzhEMjHDalp9Vh89HCJ/rRYm4CPFo8RrYY6AHMVIHpHAW+2mPcZOszGPcPOG+IPm9WQRjVqvrxRJT663TF9wUAZom+WNJE7xxDSBQbOTvAm9XzC4+OlipjCbjVW/Y4HvLjMMbdnvT0b75VC7yZ7t0XcHaTDoQ6tZHMsuXXp6cfd1obmdf+HuBZDIAP8P+gOgVLCqVuzSYUhtTIV/ZqrZN5PITeZfhmp6oIzuSdnTrLUa7bWAiOVb0mYMldG06k0ynUpk09PMYFlQYkw5u/7b9vEU9Mj9EVn4Oun55lva1WVZxtjYVh5W6lcqmVRxb1/nnqytz64GwP+VeB012wJN9w+HmN1GknvIIzS8CWTV46A/4fwC9ZObyXLtbr+84fyJykYVHguPXW8ePhMEBg/veeKkUTxSLN6yv833ZaDSTiUazc00L0Usb39oY5J6B51hBVzQ22QT9Zq9Wi5/jhqapYPKgs+BHS44n1d9MeStJGF+3pierobTZ223rCQjzmBr4Qeeb9vRsPazXXqtSJzJ8v0QZ65cg9ItiXYQtg7xCv7zmdRFOsS7SqOrAWdI5xbH3qz/2yT8684njI+/nH29e/41vNs/95cxtmBbQYzagxbplTcTWcZVT6Yr3I0kt1cbWrV0andZmiHsSvSET//jF7wg2/jqNzp0dSnC0zaoAjOcI9+CryaJ+exd4i+OoXHfnZZ+4i72jGslwlk6yYZIhG26tbDx4pn5xo7APh/VUm0TrWq9jYClC0+XamD0yV1neCfIdL8GvRGEdnR8N5bOpaPmaQ1TMS80vshc6ByJjEdrv4K5+7e1vjcUOayy4uQ7WSGlg8oqByRrTNjCB/vBCa2Si8yPBfNvAlGwb0b1t6y1bbFvLGZaYqmFMVdovqhEbipWEWGpif7G4NpFKTawVi/snUg/kC/kC/J8n7gV4FMPS69gCdjQWqG83y7uApjbfjk0a9ZtXPfWbt5i0HZat8CSqi6xN4dU1O1uvdskiYpc9jS7ZQrf8CwGvHVAWt9w7hW/3NPYqAnPJ/GyFeHfhQa+GunbZTPKD/B9gn2IcfLsrp2I+z1XMtSN+1Cy6QNopcnduy3smB/rNbpO2owOvZ94TnixSj0pqmfk1+VCgRrAV386HSg8Tx1XrGY928qEC4fLF/Q8suEObfCgyJtD7oa02bvdrHxPKhuEhYJPHufEcHQCWTaOZLqIw8fctJJy+HrfJbfEPOWAArFVLGs2danWq2vwhpskJ+vATQFOptbbDXKEWCXkM5NvXdvJslw27Rn6CifCd/Ka1neSmpR28siMEVZL8rEWHw5GgNRCzC4WE21eZzvbtC4/7er07LD7R7i4m3d7ehUr5aOJ+r9flMNgtRn2XWyyGov0pIene73AlDVaTUdclRMvRaH/WkwgRPluhTdfzN4HinNqWz0pV03LqOObUqeDVYaF7XGSlB2a6ZC+nbeJQ2zu5YL3tllvEgMHTLTjqscJY2g6OnfYd77jxrzNxrfoarcFfmclimgaBphfQeaU+3NLVW4Z3S9t3MIpWC7VO2NPuItaQetT6tsWjhlWeDyRqg+vBsD/hWsezzTlQi2C0f1BPeQNotmmZSoDLQnW3AS8YAK1b15G2zGz0r7KOZFcuFYiGU6N47aXL3j323t/9PDr/r/HFZHIx/q/EeSF+On8enrt1HekVnss6Uv9a15EibIvdDJCDrSNxXHgLtUq6W8sv7g+VtN1atc7Y1bhzR5dJr9Z16YrvvuXhvN6gU+t6dLk/QOd/Fp9NJObFn5HX2fjPmpYnxOlUalp8gq6VoeehjVvXj15B273K+lEPWZg5jXcByEoSNCSpoF8nKBrw++//eK7b2aPW2/TRBz/wkY+XDIJB3eXoSj6I+OeWnVkn/L+88X92O3PwzrWbysPGMLoINAe4aa7dGduiprbQrJioGOELlDyBKIgR1LaQZFIRk7Kgs+njqW7dn5+a6bF1q/XWrsH3PmxLVsdyQtjsneXVsYAX/fgfo9NxcUb8x2ZPcabo1miOYzqx4/WnQOfWdSb9f22diSztqqrOSOLsY+j42e8037QLFW5cav79jRy3sUFjJlR1PgEeLMfp+N8iX0f8xW3wl9vwGRm/2IbPSrhK04bn5fIbnetXoTb8dhnv2qa8UcI3gjgWRMbtbeVvlnFdG36bjMe3wZNt+P0ynm7Dn5DxrJIemc4k5dsWuj4hfy+/DV5sw/9OxsvbPL/a+fmUr9LzcezMRoQ/QNY1U60ZOwvg6BSdst1obm2T4h0SI8zGsKLycD4yqt3sHV7j2hpUQ/ep6M5okgbYmFTMTCkCbdBdjgFvadziDhhSKRp044wIRsHS49C3gm+adbOjnBfSEY/uoyQOh7d6g2a7vYvsVW38GuY0HmivFry1k9vuVbUMQYdNXx6KGkmzutk7rNKloYgdT5282GUhWsMJ5air6ixiT5Y030rarnFGatBkFAHDjI0zervakXRkeEfz9V+c/Ciqo5+/9NRTSIdcpcPZQ+85ef/9NNoD9y1X2BBxLA70rZb0qYAOM/x5vkT6XMvG8FpH/OXOOIwlJb4m4yqGk71nUl7Hyg9THGRtgYw9HZOxPoZPtOE+hnuhnqsB13I/lupFvyL16plOCnfEX9wGf7kzDvQp8VkZ17ThebmejW3qQW34moyrJHwjiON+ZNyOkoryN8u4rq2eGfm5F1s4P0N0j57ppBZuUuBJBR4gOknPdJKy/idkPKukU25XkvJNohfHFoBOUMMYEbnXbbsXJmJAVIwQLwa8bDbD1hrpApBIvf0iXizB40KUXVUvuKn2c22BTaI88oWWVmhFO2msIbfJa+kGy4+VwYRZ8Bub32YRUMjiCVscti7NPFEBqYhHL8vxJGlvN5OTGzrh0L9KfE3GVTLuw/FOMu5E13Ssx9hWT15+7kYbPiPjFxlO4pJIPT2MzmV5XO0lctXD+knCC224F+PAeLwn/AUSayRwb+Pa/fBX2LxUrhZv2jfGyzPdnFWOgaILyegc9jXg1UKXkhFbycALyjQiwYUXlkGxNUQr+6/WqJFIKWcV/eMzz/zz9Kln1mdn1585NY1+tndv04ujpdDPxrSXwT9iv56HFj1DeGKgOoGjum8nCOoOBf4ixTeeA3xYgb/M8H8DfJTwnOIXGf7vgI8QnWCgOoHV3wW4SPqOlt9gOMx/uV8S2aDlVZ2fqzKy8lPwV5OMfYrrJHwjyP2c9B3F7RiHsZfZiCAN9J27FRWyZewp94k2BeW2+9ZkMOrPkZkUWfHeNK7ExfVU1GvusesidjKaXN6eJLaZ1qJXHkfuVMRNx5EF5NZM2mhk8nmUyaEPx4wBbmLjYkHWPz8i5c2sjx5q4fy/SLiqF9288T1aD471knEnisrl/6OFgx+v5l5gekxZ3s7KGzFO+s5M9NsGfq7ic7BHbd/zYZzui6NnSezBIrddCJUy/lkFb/TyJqsWRkMX8cPpaODluXccbLyuhmexDafOiZ5tXjM3d+qRR06e/Ifsm7Iwb71w2Zsue4iN80cIXRZG752b7K2V2b/FTjjoHSU+I5e/KOHQT9QOWxl/lfZ8TcZVcvlgW3m7VF6251bGv5a/cAehx8bs976O+Ivb4C+34TMyfrENn5VwsN9KPC+X3+hcv6pnG9wo40Ecsybj9rbyN8u4rg2/Tcbj2+DJNvx+GU+34U/IeFZJj0xnkvJHogukL7XxHf4U/2c4BpTLcHdLMpvAIproGLpxGr7n4RJkNZFnUb8JFrmhZ++gAosUs29hpU9DT0vlfDIWlN+l2Kcg63TRuIjYXpogx0AldcmGvBfXEJA+mp9Y6irFeieWdFr0Zm8Ah58dnhlemApE8NvXzY0vvN9/45X52KHo9Vf4K05UT79+DMf0lRb792XfRELRarsH6Pp3ARhSgbHr4CLc3m2jkZVhAxq26ofjd3Gkn4bEDNBIv245UsBHXfmzLCpZctPBYSHrqkF+ABz5qIkvVA6cmEN/+NuzZxFqTkzfsr/ygL86kxWE7EzVj+ZWb9uVID5KauXk6sBK2Yk+7igu0VgP/gMqC+ieHDcj0R3DZMYUdDPnisz4OfkEAA3psEFJLdtnh74DbR9XRkpi9uOoP2lZn3XAMPREIonWWNwkOmyw9ZcyRWVI5eJwINStvVEKoOQ/Zkp7yn2m3J2ruBOkQMuQzus3CV1YXmlbsLz+bts434z/tg2/WcLlcUXxGbn8RRkPYl7J5ek4wLGUERJrmuAq3CWb4mU6RVe3c5kYSay0BbzZDK+Bc3QxJSlv8Ofp9gGOiVEpQ1J1m4yqchP5YkoYvmo6ITHUX18sJSJeS48VPNd+sLUHGOfflhx0qKtrt+2UIiunXr/c77IWnZIBRhE5hJXp6j2El07G4zrXAQedVpd1/h6iq51M58/Iul2J25U40aVOajtxPW2fT7R9z8dwEl9Jnu9idIkd8Zc740CvhIs4TlPGBeRmuK8Nd8o4rmdNxlVyPcG28nZcHmz8MpR/CGQl3ZKULVoijYG0QlKUG1BhKGpnO5ZhsmMpbcxghRJvP8DQ2iaQ9hMSRUQCq5xWcTky9Ya5K+4Uro0P5ty+6kJ57JB/0Z13hROTe7qvM/am33YKfaRxaDJ59e7bDOFsXzw1XQ3k/Je47alwsGred7sQ+53mCWgriQElvBQYL12EBx7gpZ30ldDGSw/wUok75fLBNtwu4xNtuI/hJEaUPNfNxvVCR/zFbfCX2/AZGb/Yhs9KONh7JZ6Xy290rh/mc0r8dhnv2qZ8zza4sQ1/RMYDbfjfyXhoGzyyDS7KeBDH3Mq4va38zTKuwziJ0Y2QGN0Ud/lrj9GNYyC+deWOqMG4RTp1FAdFaAGFGMCzuHObAnm3aj4ynQDrzqJ7HZnRHNZ20jx93Ox06m68RRnwO3XFTNlhLTla8/Vk0KnVPfBQK/74m6oYF+VmuXbjvcWv6Rxi7rHgqQ9gcrg+80R0LBDZ2moROeqVSPJ/1GO3RwteHJtM2jFtDgrmbq0qBpbPnw3ZNc3v4jhldFhqhsYkOMD4sT76JpGZb22ReSX+2zb8ZgmnfSrjM3L5iwrZAH7I5SXZIHHLpH4vq//DHfEXt8FfbsNnJRzGGp3XkphbUt7P6td2xF/cBn+5DZ+VcKhfia/JuErCob1OMhb8rL16RfmbZVzXVs+M/NyLFKdxu4SeAKPT2wmHMa7E12RcJeEwp7xA6AkwejzE92BrmCCXEe7Apoi3lmCygx0K/y0i+9gmKOkn/pupKJ1INIHwBs9i5+NRLnQWe3TSYUTifdrlcyd4QcWKnPKpxNtvj8tnFRcW5JOJn5r5Mu+Uziui/LgGLEHrPIwF9Erfthqk5TOfgXJ490+dPYNnD3g/MktPvinOwTSkczDrB7cchLnSienZU/eeOH+smv465l8V5P0WsMdaGOlz3KsE2it277XwZ7e8sOiXzw6xsCB6ygUpQz2w69uI0LiCJ7ULjfqCofmh5BsXRq5ZAHf32tHRN+zMqNAj+pXpwrQX6ZeWdi2iEbGQX7t9efmOtQJ2zQTv6lrcLfmo6J/4p0EegkSufoPloQP+wjb4S234EzJ+oTOuUrfhj8jlm234k3J5rg0/L+P6zvSoDDIexLHnMs7G3ZZ6tK16+BrfKh9T4DYFnlDggioi4yklPapxGc8o6ZHpTFK+baZLlZG/l2urr4UX2vCjMl7a5vmVtudLfE1SvkrPJ/O3Avp3dAFMbB93Lde+W9/asa1hoKYwuq0j0qdh+KdI8GLN0tplFriaHHasO0tDjy3sGPWjXAlv8Mph+LotsfqdjLMUT32Gxebf1x68X06CtbbrgvZ+d37I5HR3G6Vg/vtZvH56V1swv6kkOGw6zbjZVsi74kGXtkai+/G6BO5jzJMebpCb4D7KtS9KbolX1nc4gMWAFAZSFChYWtHCBRIt0IoWPg1a2cmlCBYAlqVYPBSNluqTT8qPkncBeDdBo6Uom8ApNyFVK45QEcQt8TDJwmVkXmtogB5mZ9HRo0JzwydKV9cL067wdL48X/ao+eaP9ON5f8VXSRzK7dgTru2vYHa+/UN8JBMcjaELsbRY1hLuhkRnTwZ1BWIpMZaMj+3HEeC9FYflMm8wI2YwW0O7DpjDwPxqfke5l9ojEZ8nALmkezcu2U49j75GxkuY6Z9oR/ylzjjoASX+lIzzDE9C375NxcNcO0LXbvkhhmP7+Dgv4Xa0g+ETbbgPNaSzB/woiadNc9dztNeUq1e27feelYs4AfkopNMiiUIUPkwQUYgW8dINvFqkEPIU3pBgB/RI19t1rdAi+fiBWKM7FK8nEXEkNu47kye61N7xxKHrpSMI99+/PomWbabh8elhhwd9RHPxqZwndNct/ZeOiX73Qm5mfp7x8RnC3yizEyaZv0r8hW3wlzrj0E9K/AkZV7fhj8j1NNvwJ+XyXBv+lIzzMh7EZyZk3N5W/ryMazvTA/ZMxvkM36onpsB1CjyhwA3ETkSZnVDUT/R0lNkJBZ0yf5KUb4ReI4uPLZCzHyWu0fLTtsRo5jCQo2rZz4kkigGfAcnJyjjXdgakV14iamx7BmTzfma98WrHQiIZd5fH1m3VE208ELd3GTWvcE5EEINes6yL4zusPKIHRwpVjvCGnMsgvIlRmeJeVuBPSriKa8OfknG+DT8n47U2XK5fZWjDH5Gf22zDn5DxCxTf+CHuKNXrAI+zvbt3cyW85wZzAY7okDjr0xjdi9sotOFejHNo4yI7Q+Fv9TQ7HmbrGJboApPqPEuDM+j+pfcsjZ+04kkki60yMDUDU0u8GrwlUFva2wT//FvKoxSTk+uf+xz6NDlN8UNkJEHb3+BzY5qd8zNF0u7/BKrPYf6hPNUR3L2kfaBBUUiBv0DxjfOAxxT4Swz/CeAlzFeGX2D4M4BXW7hKzerHzHLg/mHlm53rh/6k5fvgr1/jMc9wLcNrG0F8LgT6IcH2Mu8lYy69UeBe4P8BZg2xVjTblmjI1m7maZjMh8iY04OfgF0iN3CbP7v9/qXyUMfYeirstXZZu4L2ASE/ZHQIXem51skOi7nY7rDoWydPYC5DaEXngZDaa6L0tVLYiaqO1NDYau5poGFrjhB9h/1HmiNkbH0dV0f67VsbgyhB+u0BJhf3sXHiw2dXoH9SbL0vKZ9vCMLzDNyebZ/XWlJpnVhpZT8xkPFBwzz08jEOAwtEdSrOsqyrHvrk57/yieMDQO7f/M03m+cen30zpe15VFRdB7Sl2R7xe7kGw/cTPyPN9ogdnFT+GzC2GY4uct8me8HQRmQnbaTlndzXWPkgPisj43aKw78gsqvexvAkyP493NOtz7le8FtmFd/zYRwfH4bnh+D5ntYe8ZZjd8oTH1Z4Q6PMrUUap4nz+dBAGKxdHOfwxgNwy9l2OGcIkQ1jZ8P5fXpIxxgjh3QGB9fH0KEnW+d0bou9OY6q/5q8mbYVn9cBmjNMT35FilkAfYj1c5b5Gr2dcPAplPgTcvkLEg5yxJH6s0yOREX5p2Scl8sH28rbpfIbE224j+EzMHlw8eD98ViKdFyWrTNTHwHTmWM+lLMj/sI2+Ett+BMyfqEzDj6UEn9ELt/sXL+qexvcIONBfDZHxu1t5c/LuFaBl/lW+ZgCNynwhAK3E18px3wlRf3EV8oxX0lBj0xnkvJHogu0T2zj5/B5D/SAGSRJXpVhK8ed9SEHb+KKfWU9lHQTuY+zlS7wjtr3hoV4p61hl9AQzglivq6LuaKFug45vSF86mh+MNso4rf7i+JkINe4zbFzJO2bsO8cSfmejazV8fmjVC3TH6ZvHfZ6lrbleZWNzEV7uQHujZuioVptKWGg1FphomcTuuRxijcHS/CaAW0Xgul5hrQtBGM6ww7N00n6Djm/1YBihkl3BXWsga88xWR+4WO5dLpQSKdz9ydG9xZruwLB3TCvrOB55TN0XllNHM7lV0OhXY3S6kiMP07mky+w81djmAmFdCbfPp3MZ7I5cfzy68g0Ujo3FuTvIKdhNu8/6/9/7D8nX9v+s0vagHbRY2R55OmxNTJR+YAZ7mdPUXCHujXX0AaNLfB2U9pT6jdEjowoT511d2m8fhOLUaLtwTZwzxadoMR/04afl/C2MRgkPtOeTboiiPkll6djhswvyPm7FMjZ3LYrHq1MVViKEsSD0BCPks4ncvKaRYVtOeNtlVfcc1YpBOzPeyz2rsxiX1Q6ridkB2PxINmHoSs7aunc3i32iN+p16TGL+mTeFlZGMxbrQWX5Jeg35HO8lEdj95PdEaR+aK/lfZl8XkwCQe7e69kE9AHW+XBh6Tl+8DuKsvbJd8S40TXFpk9/m3b5xzYY+X3fAwnZ7/Ic0qMrl92xF/qjANdEi7iM2Qy7uL+jeG+NtzJ/UJRz1Myzsv1BNvK23F5emaXP8T/NeiHqzbNPlt+ww4M7NhmldCMU+URBRshwy7G/j4ND6LvqAhVFTvQVGKcjqBa3oamwlJQY5FigxScyED/JYPVxarXHXR7k4WkVyhO5fPTsWq54A0QwOVzRUKFwgfRz0u7B6P+4mA4Vk5G7FbB5Y3XEtHBnNftvCrmc9p9gieSjwQyibQvkJzob2aAJ/gs2xtVPPCkzHy5POGVFXh+PX+TjLu48wz3teFOxlsr8FaJ22V8Ar1ZgfsovtHEZ+hUu2VczX2Wuw/Kk3NsRAYqTBcESD2b8Re2wV9qw5+Q8QudcfAnlPgjcvkm8ivwJ+XyXFv58zKub+G8ukUP+B8d6QT/Q4Gr+mTc34Yvy3hwGzy8DR6V8SA+FyjjdlTsSL8WlyfnCAu8AeYdqVaOgy3zji3b1O1OtZuoztZ2NZ6QdLF0jOGz7UcHt18Nb50mrCTY8jeepLHl782nCzdN2Zy6GXLckJyL5Pfx7wYv4MC2/gUbyvrtj5i0TnXRRX4cT4pXllytzWutYrHS2mrhsIrsXvf12Oop6VgkbVfBFBDM3Rr+3dhw9hmaQ+SEJOqVGoU0RsFBTKckV/uIjbyTyb+tI/6bNvy8hEP/KvEn5PIXZDyI+SSXl9ZxyJlJIre9rP67O+IvbIO/1IY/IeEw7ihOzv6R8nVWf3dH/IVt8Jfa8CckHOpX4k/JOC/jCd5MxoUUQ/U1Ti+Xb+HazvUD3yhOzgQSehrMxv1nJxxsmRJ/SsZ5CYdx+qeEngbTn/9JfJcMjNMm/xPOBONUlmB2YNrW4QjqGWyC8Gmo7GmYHVMvRpDzyiUsNP4/Da/5c/S1dJZ6hYP40Bd1DO1bXcIEnQfgWCkcIOrK1JBQ8uYaQ/cOLESG9jeKe0bj0b65ZGCH0zvwvsRNjrxnVJyOvD9xzdySwdXjsfUPDgyj5wZ/7/jg6+Yz0eEDjfpqf8guLO6YGes3eY0HbBnP7JiUd2pWzju1tu2JULba0mICO+fa6cy+FAaml3ehBdG6JZuUUFPmG1hXe0ejxZ29fpxuINbwqqV0A4+q3vzwtOCV0g24hfkvSfkGEMmP8o+gP7fm/+iUHWXbjCibsqBsyn4i5YcCn9agzPC75ZBsK8OvNHOyWaQIWjwjcJ/FM0U8J6J+rqfY2rykW2nKlAXSNuXXWhkJHogN7EwmSMKCVtanl6SsBHMsX0HTQlM+sTxPPyK5tsRWnid2xq/z7FUNn9DZqrpID+7RI3xqOdcCzsIVllOjRRT7rZszZjRiah6l9QPFQM1bTh8ulvcOx2AKV6gt13x3JPOxqv4nMB+DtloOeINA8BBZzh/b78rXCzUim7mNYR6RvCuFVj7NLWfEWfRTCwhiIIi7/AxOScXyaQblHTKcDCBNBZOdXZb2NFv8J6FRSbvcNzBQT4qzwUZBrfaMiJjxpDOG/Oqem+96S/rq7N+74w7opXi9nHFY8+Kw4IuNHaj3HRqL+UKFpvPy1/n8yOT0/onNND4yPM7JZ+S/wD8JrZNPYLIIy1ZjshjIKkZe67g4fCjnsrKDUMXP0j1yu7xHjo9f4GV7s4VmQcKlbGfx97AISh3ZnvGqPesVzT8BH0oAfz9Lg/W59fFxZ36mGq5bfQavwxv5nD03VQlXlGmxaGosITFZCfTortNoI6LglfJkMTs1zf8DaE6RrHMl2DkaN9jNo8AXCU+jvZRfgH+C8OueTbFw+s35714h95Ay/tlikSKNsNNkYRrbXKS5VPws+v1RLnKWsrcLR5azfZAsPdMirVNuZhxjakOZa4L/BEss8ZFWFjEf5uen5NQTWppm4sm2rGLXYo5KiSio7IBlR/tJ7u4xbrt01C1XUToRr5YFRsfOq+lxCAVOkYLzn1adkd7ZWRSbm2ueO4lOnTzZvPYkiwXbj2PE0CfY2bMn6Now4McU+IsMDwJ+vQJ/meHg5aPjODaN4RcZDt4wugHHxFFcpVHUvx/Ht7LyG234mlxe1fm5KmNb+ZtlXCfh4Afsx7FsDLdjHPN2I0J4G+EOb8vbLZkpWqcGW355xPKaGS923DVhvXHI6ydrF9LpNE/3dVL3OAtC+0lPGpuA7RWvRQ9KsQrwF/ZbH2R+X7Yj/sI2+Ett+BMyfqEzDv6gEn9ELt9sw5+Uy3Nt+HkZ13emB+Zz2VasBV5jYLidzac316Nt1cPP8K3yMQUeU+AJBZ7G68kMTynpwevJDM8o6ZHpTFK+baYLx2Kx7+Xa6mvhhTb8qIyXtnl+pe35El+TlK/S84kfU+CtxI9ptKL+t/gxVQxUO+Y4aC3WVS1bnRwPSUv4Ck7NK4VjdfZzygkPno6GHP3u3DCejhpewe/ZMi+tUkeI8Ib5EjAmHmr9TfrqISbjOQX+pIRDG5X4UzLOt+HnZLzWhsv1g8wq8Ufk5zbb8Cdk/ALGpb1Q8M+37oXaXmkvlH/84oS8/kj2FdHftu8rEp3Icwxv7SsCTvYVKS7vK0Y3fNz38T4gK+8EG0z25jeC3D8rcDvFW/uKBFfuK0qfT9B9SvY9H8ZJZneO7Cv2tDLTs9mIrYMFxx6rip09xR4rOotVLShZmG91nwPXBscjsB1EFNq5Xqms70TvyDc/h0zBN4dQ3/m85IcMtPwN9LfYD4F6PTD+7+EfBPF2cZPcfRI9Rfz44itdjaDMUtQP0yE8YgJy2J4GkH521DDAFQnxeuxuA9FF+UKQJHxKb+JpyO/G2DfZGMNzRBOyO9gmAs50TxDJmW3tJZEFc5hNDqNG1YTwu0/XcqlsYirgcA/1dIsll+CJorvTq5nM1cO1lYbfHsm67U4P+Crz+4Rk2eOfiHkShnfaaolQn+cr8YI3NBmzJlDYlnI4CxHBn7z4E33UHRKD1YlEtJGLmcWpkDhc9C1Phmv5hDU85A0vFQavq1qcajrvjIMO+yX/LvB1k1vuRTC9yr0IwW3uRaCx4fSqlCCP9NXVgUhkYLUqvdrDbqPRHbbbwm6TyR02ZFdPrqzctied3nPbysrJ1eyb7JXVsbE9RZutuGdsbLViB3mcBnn8Z/4E6MyJTfeNmDrmmKTmXsf2tuUMAWRZjhl83AnY1Zq+95be2ei1tzSvvQXdcLDb77h44RYyBrAf8xPgTagVLcK8ftPmSQ55JvVT8ZySO0t3TWjesAZZENs0QYN5+AByRuJDV8+lSxmx7l4uXjFZXNwRxCsK7gHhrc2x1b4r13ZGi+Wkd1elGqjNF1J79uxJqTQngTYX9NsPgLZiK1aCLemZOkSPtXLM+VjsGL5Mqv0eJLyEb2C50lvZ5sRaRVqYb1Gvla50wpOzSwJT6eIOc2K8N9snmlMgdsH53OUD5ZW+cKPamEmM7istXSv+oT+WjDmjgvGYQQjZI/Gg95JEVsiPZipTLrVlcTg3VfSU01Qm7cD3F6Cvu4CutU320dRhwfIMXlHA4pmlM3z1udYCrIlNubrY+SGM23HQJQ58oxlvRCc4fzWc6hQl1Lza4DWtov1z9zT//Rd/Oof0R0MrQW/dd+/xBx+8Gt3RfC8+ZwC8/yHQF2vtULL5j6mDXyrxXsBnMmiqc1AyXeforMemvBcHsxkkI2kHX3TTOs2BwES63N/Im1xOwTRuQ8ee7bFFHOm5HWE8l1+6NvF5b7xSLlVUekNXBo2dvEWvc5fmq7XdfcFqgsQ+PY/+DeTFyFVaI4hpUFOHVe4z+KQxpyU8jctraUU597e8p6oLquz0XiTdsKr9dANL2OyKFIsxd8WlcXhDH7TW/d6C6OIN4WjUnJ6q+qN9i9nC2kQqO3OoMnJp8IpyvZr2i4lKyIjeZvM5igsNi8faBW2pVJZ2BGILt6weePtqOh8C6sAyo59BP5hbd01s0QktzUW1gYbNMkvl6rCqgXPfm1Q68RNqZ3Io3/wxOt2YiFvUp3bd/Zabhk9eMvHm299/iN6bhtckf0H45wZTsrYpBqH1vDoG6u1jrk4iEfCYo+G/mJ92dpfWo5z/HJXS/LnW7nyBB/PRaO1a65SJozeNwAL/B/2peMkeKwed/ncl07FAZvDpkXy8FKzvzGVnK/5KpDAaHthTLa0MRL6UKSZTzqDHZXT0/m6+FM/H4sncj/vn3Wr/TDU1VnB78mPJwoxL7VkaSYwWfZ7CKB2TUWj/z6D9PVypJT8s6Y6pQ1bLMxy9DQTLj2iRklHlWZZZ8I8qLHAdtw5LP5hJnK2u3ZZgyb/grji7G9FwqXSZpe73FUSnJDyVABOeNBGeQ0G0zy/u7MMS9DUsOjt3SKJT3tUSnUIQt6eGc4f8v7V70fracDQ6vFav7cev+2uOCLZ7EQd7NeT3nVhaum01m9tz29LSiX35Wxzl3cMjy9juLY8M7y7j3INJYGMZZFzfopLl3TR1vE9Fyya4dMSSPJvEzokfv6U6F7luHf2MWLi7ce9E4Nf3/h/bt/zgFTPJbEbc4V4uXTlZXKgFIvWZuHvQdUNzt8K+VStK+wa+ILNvME/4LvFv49Bp3cAHLfonG/6b6WD4/J/J5/3w90VoixZ9z8ox3fDd/xHdcL/akRjMNf8Perg+HjNv0Q1k/eJ59Gvy7H/pxn9X4O/fkL+/b2n5WEsd754y/PfvntJXVgcjkcHVivSaz2bz8GNILbxxdu74Qiq1cHxu9o0LqTe9bu/eo0f37n2d7E+Nd/CnDP+T/lQdS1uzpvSnljrIm+F/zp8avGo2WUiIDeJPFXbWg77KZNoz4LoJ/KnSnvnxUKaY8mB/qncuJ45PTCUlf+r3Qd6WwBoObvKnDFiZqYhI4YOGBpKYB6s1pePUw4JM/+cdp0P+eCHuFD2mYyZP1B5JEcfJXRjLVBbAcVoZyc1UvMRxAr9p40/AbxonftP0Jr/JIKlk03/JTYq/Njfp/7sRvCRfv++Dxz/1qavRvc23kUcJwNMfAj1ii6fMT5J5GiY8dbHtu5ZLhBOvdm261krpHNVfxTeKxhWu0aXeRKO3XFfpjV1ZNH/ibSZPZaHa2NsfrCXI+GW+EeiS7xG6c8DHnwHdZhDELWNDqSaEV3Ahlpbf89YTIycumTxx14cPUz3BfAh4zr/Qs7rAH6wXjGBTK5vO6hIOgavFZQmHWsY00kpHjE2oapMJbR0canliyef9DUHjDIi2aKl4zF0KhasJl8q3GD5wdbR/Mdd/aFyMTh2d9OaSCQfSBmP5ftFUrw9WnrDasRENx244WlnpCxZW37Jz19sP9WqNDnrGJQ/t+Q+gX4ue1XOyrRpX2ioWU2ToaKs0r2arHiG26mscERQOPfXf0h1apjuQPChVm23VW96VTokV9y4hX25EQXcEPIXxNMzFLm9esnrkA8NEc3gSHqNSdxBbRXQH9CuN0fJt/AnPAR+06N/11FaRcQCfP0c+LwPfnqe2Si/J23f/q/L2AbUrNUTN0kTCCvK2+z13vmUU5O22t3+YrbVhO3Se2iU9Pefy+6y/fk2eO7TxPPcr7hFQXm6uw1WsqnNkc5GeZgCxGqomElX8s5yq1VLJWo3euToMU69HyJnt9jV6Ugde/MGrIqLywo1Co18v1uuJSu+l+29yjCayqURhbnzPLV6gkdCE/g+fRBeh+kmg9SLLPQXPacObBF/YeF51Cp6fQBfNHAefokvoehn/GTLGVoAHKv7jwEQr2NIO1w7Q5K/2ZFWnEnWK1l6tOaVxHklLbeY9d9/d/LsH5JbTuncjFbpA6jZyuFqpuhASG/ZqgyZ2IJX+qr269N13o0qrNjo/+wz/eS7ApbmURGcS05mk7rRV3kFNtpLrJ4bVWyyhWlA24yGN2S+GnfGgP+tYiV66IzNXC7oi8ZBN9ZEKpaXy8+iOUiou2kNhr2M+XXFkxnKhciaZKQZlAnFMxjT6fWgrps/HYdLO4OVmfGSpjSTkMqk3ZXTvHVYnlaxANUpTIrCJJrvqIxJ/UNcWovKYqLSCKKIUF9AV3A/5P4I+6OHwiRA1vd8lWTUjcQV4Hljmgdd/TWUFXYG+CWUTPM03q8UxlVBHA+3mfsr/oTJ+YUuO69bRPHoPFjzDhJwtPmM7+dN8XqUL53Mw352e5a8RBvIoGU3kpoZnrhXxc2bQEe43/GNEWs7gWnDobZac3app20bIDNSkDeez0UJpZhZ9UqppcoTUhNsCNKO/B5oTPM3VqmfxofAM9KPWmQX4zfCN/dxvuC/yGOEuviBh6EfcF7kkw0hp/BlQVuZ2cM+hvyCZ0DFftYSvjVpD0Am68jsbN9zQ+JtjH8g9+GCO9kMdyv+HoryGlk82BKcu+ZkbGu98Z+PCg7kPwFco/VA/+jyUT/DkXCT8/irBoR70BYLTHI1mjBMz+CSKoDK5SI5ez8lL2R7E7G9+g8rHaL2sHK/lbex7f4f+DOW2fi/ijGTBU7kZ5Q6zcvx/bleO/9uL9VY59NNt6zvdnMblCB2kPqCDxmkPcT8BvfYxHq/kcziuFL6Z4k6gMvogzAswz7rZ3USNTb7+w/5SzOGIlfz+Mn4tn3AmKsFgNe50xqvBYCXhZPnkb0K/2PhrRhdHKMN04XzO6BfNWN+ePQSd3VhEKf4H4AbiZ0r3IQn0biqB7AwJum+OTE2NXNqoVBqXfuno99/xju8fTVzx7Wuu+fYVCVJHCeqwyHXoSHZtquZ7STAPluBkaUelsuNSUtF72ZdZVaSOtY1jKMN/Hb4tAL0atta0uWfxhuzaU1df/RT/9aWLo0vE3hxDSP4eJ39PJX9PsOKLucXaqdc99dQ8/xdLFz6Nvxdiz6tCz7T4cwbP5XGwELyzsPtsT3MZeLUQ11PjZO4UWZKp4XkHOXMP3gL1u2SXnpzfRpmR8WGVWtUFM3yY53fB2+HxEXvIpY4lEjG1KzS/NLTiyySTbqPXaUT7kNHpNbqTyYxvZWgpkE4vFPqqXequal9hIZ0OsDvNj6G+NrorhFonvHOQdyK5DRLT3Q2vIr0MgPjL8nVj9B6yGtuAIBeGOPE5YDIlgQ/GWhTaO7Vgfgttr9AOqg+MG0dQnX8C+sXdab+MJymcVOK3jzx5hH/iwkPkO/s2tNyX+efgO1iucH8SXQ6due/IEf65Czjbix/qnX61eu2i/8jfSvXyinp1rGaNXDNIixVqx/U3569t9qMnKP0JdAj9Hv83IOOOrfHx8FWs2RpVgajDpG5t4FrhJuOi8Ub3tQNDyyvonmPlWffNt3hmy8dyBw5QH++P0T9AfT2t+pifROvT1QRwQRrOpF381qc+1XVzF/6Fvqy/ueuRR7pu1l98SVGHs1UH8xNJHQ0h2ZCrEcgvsaHLfaqrS6qQvflbwx13GGjF8ju6TvEwzEf+BMbzWMsHaaW8OINDbfDqMAjdMDP9+IJnkCa6ZKltsPto1MojNm1B/nWyF4bNnPCpcGUoEA2XhwLiPws7vPXU4MxgKpvsMXhKs8XG66N7y4OhQLJ/qj+ZjZvMh/b2HwyhFXfE5zE7E/DiNgufcviTNp8vnB/N58bcloQQ7c+409mdVbfd7vcG86PFxIRgSXsn96bddN/9j3k/yUNt2bKLa9p8X5wJs5TcM8708QCyonvW14/UDk+nU1OHenP8fRdjyBkYWOsb2VtzNfvIOnF+47f8X/DvJ+uKUzBqz3D9ZPcYMy1P4oWwv5SH6bV4TnLtx3AY2Dl5ZXTLvVdBvqpYWxQ23eus9LXytYO3jo/fekmtdgl+PVibTE8faTSOTKel15VwbTpRGHY3LGFHqVzJeGL2UmA0mZmpBtDU0m178/m9JxaXTqwVCmsnloavmk0mZ68aHrpqJpGYuWo4N1Pxie4hq3UoXx20myeFgL86h8eLWm43vss8A+KxuO0d4iyhhnzNNtViZnlZBWd7Lcm3ifdvvdlcyugUfxVG/eqDsZGCz18cFpNvuGchGQ81n35V9qAXTMFKLF6PWQ9+djTgvcX+KiwhbQ+jBnqE/1/Q5yJQ3kd2B4pFvDmAd0zwmVpp/wRnsfOekzJt5bki2xnIw8yhTLAMvOYJhr+ZY7sFNJuDfZtVQKrSk0S944tpRMwjqvOdP0/P1UOh+lw6PYtfZ9Mjy8sj4d6k05nsLR8QC2J6MBjoWzLDPydqBOvzudx8PSi9lvdMT+9xpXaI4o6U62I4GrcuDg5eZe3pMdextUVv4Nf5T0O7fdwhDp/Ko3tbeMbtJSGOOJuYjVwORLOJqeTDEVqWkb2LXQppkO+yt8hnFz00TBTv1lVDqDqCyBViog5aKDjhFw7Zcopo8IaEQ+2MHz/Uo66N1dQ9h55ZQ8a1y/hPXzIxcUnziSM3fuYzNx758draj7EOsKHDQPMXYHQOcCeA5n6cnQd++i2Ubk6+OCPFgjRtxdPkXgIbOezkIb3kZ63CuX/6WZ4fnPsnK38T3wuK6yyfpZmCetkn9EQm7ksa9kwycMo6UR7T0lXt9g4Nv2+iUbZmnAGHNeuNje4IN1x5S8yKr/DMhKLWSOHUZn6gw+VBi9NpMOjthmwiPSBYh3qsxq7uHr3NkEk44gErmlbyCvOpvLGq2sd/jJvm9nAjoMUGYHyOk5GaZH7SGW4Or5vKXtQu8k5D5g7YG4kCEqQLeJt2dNrT2+BD+drqps0ThU6LO0hsMJHz8uyJT1+6ctellcz4SjI7quedk6HB2VB9PutJGHnTwYJzwpWNOoLjx+ZGbzvSX1x5/UByJRwuHKnvvOf1w2ik1xKyu80hQfQYv/X6P7xtvPeyu5amjk5FU7FAfGWqsH8qI/gy5/Z5ihPp+hU7c7XL71mdv3425rIue4TC4fdeMeHwvCvgz1To/L+88X2VkX+c8GiujUcSF5Tcmmnj1iLhEb6dPEnkKAoI5Zb9v8etygii27FOR3n0hlOr87fuLUT7d6YzvXreMRmujPork0l33MBbLinYKtZYwO7rv3S879rVamb6QDE06Y1mVkojtx7agZa8oktvs9gCjh4UP/TANX355ePjI5ePR7NiML5zMLcykgBu/dWyMz2Uzu8ejuVXb56bODzgM5l2Oqzx5ZPhzA0moyeRt+P1gygowF/z94KmCHGf3PYGuS03kW2Jkm/dq73lKDCdBNAwAK2c1ACvZltZGnwbW9l2sFc3w/0stUrgLE5zCAILMwjyU9WRH6dIfkQ8BO3w69r5vaZdB52rjmPws+ugcfUyYa/rqLD3+6ZjxjOHrz/8GfgHL2fOnEGe66+nd8ugh9FlqnmYf4ODjB5l6xGPIptqGLBdMuYDbImUW1ZgD6MVgq3ImAjljpPv7m4rt5tge2QsBtgq+e6qjFXgu/tJub0ylpCfsU/xDOm7azI2gg5zz6o+Ath+RbnD3LcIdkDG0uiPuc/yZcAukbEQqnNfJNhBGfM2f4su4+6nfNlQsTU9FbJx91C+MMwH2BIpt9zC4LsrBFuRMRHKHSff3d1WbjfB9shYDLBV8t1VGavAd/eTcntlLCE/Y1/rGfJ312RspPk57lnuJ5QvcrnPcd8i2AEZSzdf5j67cZLyhWGh5tu4LxLsIMXI3sDz6DL0IbJniH3x7uJr2CYUXmGb8KviYNbtzg6K8OrxwKtHFD3wY/DXF8vlhZrfX1solxfr/t07pqfr9enpHXR9DX7Z0DthUEY5Gh635W4WvUW5gK/CC/ifOeAIeQXDvuuQZ1yl7zZ2NfE9wT4otQRtErgch3cXtwxpqUXcWZond8uSfV2Koas6I/mdR4I+R9Q6NHhgbJc1EHfe3PxB//Bl8UDY49qxPDXizudyAhY+kJ3n0Qo8NwV+KU6PsiXYBRt4nXyCk5fzt5lYKj8duw6ZTWTEmhz8otjZa813LhVLQuRQLOsV7CHTUHi84CsnXEFfMO1JN4LV3d6bS26hOix4HC6XtS6Gzf60J5S1GIqiLx+ypROk//GC4XHguwb8oQUOK8ItK/R0OYCuCZtkurFew5fgdFtojLuGXf/BsXvVG+BImJGAd/PAp6g6q9/WqlOZf+0/8qX3vrP/Y+k3L65Mr63VX3yW8W030BAF70VBQeuAFb5JrIvwLSTHIZvk21MV+3bAqEZ1S0zTpfaE1xMW3VafqWD9twe0Ro/eWxAdrnQjUlvx3uwRRHcg0GMI/9XBukpljRSDgUrMyfiDz1StQp92QQ/WOZpab4s9wGbYRvjjlUOYovI1KA127C2IWApFSboU5vYbdn816NeIN5nCjmxGEyv2jTnj1cDyPndxIpfZYZ32+Gv+TOyHPeYd5eh4X7ASdx4/VFjcEfSaObZaw6H9wEMzTHnwdP01hR6IbI/nzSqzN+79I5SIZNw9qjflF2amkpf0Z5aW9pbxXDPB5LobuqHBzSu50Aoel8KQuuDPKLswie71RmVnu4tMQGk4UkYRhpSAKf1rDUJ6d0BwBdOB6KTHbbMKkfflfd6wM17xB4AlohBIu1L1SKSRcl3vDPgdgsskHHZ77U6HxSncH+01q23ZoCflM5t9KY8/Z1JbeuNCOmizBVN4LLC+7oYRjPvaV+wQrmaXbb9PkTRcOmzYqLRHG9Ub2i0bpYnkl0N+Tcxl9/vmWHeXoLsT1UBqOOPyFCaz2Yb124GM6PF7fTcrejxQXygUF1p9PrLx+9yz6BmSa6m1rivQvBkNgVxDonvIFRUMBiHq2jUZje66JDI6uZDP75wcjYRvu2vy5HAY6hGhnm/J9Wihs+R1Vpg8kFT+uqQYjU4uO2ldzuX+4ZOTd90Whtp25vMLuDaSS+wF7rPcW6AW79Z9Piof7Tt96ZjPF8M/O3yJhM8fi9F2hTbu4L4I9Vha9bRCwKWkOlt2+0KJpNoD1UTjo4M7DWIgFPBGK8W+ZSu7c+8ldBn/IPOLtMwv0iIbfx/zi7TMt9GiJVJuuYXBd1cItiJjIpQ7Tr67u63cboLtkbEYYKvku6syVoHv7ifl9spYQn7GvtYz5O+uydgI9zD3LP9z5hdJ5R7mvkWwAzKW5prcZ9GdzC+iWIh7B/dFgh2UsQDXRKP8Gq/lr2N8agJt+O972Zm9JrqU/H2C6ENWHuanUZiHYAWDgy3OYBOKt8RZaEWXbCKcZ+ls28tiUznOS00c3cpS5u8NIHIKtkGz+zodby/W91/JC25HwR2PzCVHZ/Z0q20FrVkwVhLN/kytr8vlspgmHe65nY9HbMKSydDQ+G1BOmfKAJ1H+afB0IeBZ3gKQC0LKlKnPUjoUeFzo3TVwIIPxdK8PtKZWBMLTrGz08wueaoELnrL6Ogyx9T2vDA4LSTLPqFgU+uXjxk9MEx8Pp+Xf/p4xeq4dGd2PO92usRDPfpcNZfysfOgTZQDXgagZ5jnVaRullVepRDooFHEuW5ejzsj4ms0CkPAUGOpx2UKpRJhp7cnY93RFHKj6dRYzu0yTHR1V9LpsrFr3ORm+dtxPz9N7g0aYf2IvS6c61Mv3wveA696OfOdhfWlk/GJIxneWF9KOWTZWeaG8ijt743Mu5MVjzdl1hzbq+etOZXJ3WNyGwQx2Dy0NzmUE+yW2jXNSsjq2m203GXoymSredqPmEeTwCMfyFta5tIZHLyDE8tnKUWuTXnQ2/e2tDqR5SRFDeol/GVsqOD1ZvvC8XrUyqu+ri2EE1HRN2pyB4WopinkR9Kp0bzbm+sLmaw9sZBz2Gb/piceDNMzKzB2LvI/hjFQ5LBbSSNudewUqUqOYKPHpIz4mC7hHkiSdLzWyfwiiW//qrN2W+39/cfyeWOwJDpEA/8+nvd4LcsvvrigNvjKcUGn4cjNhifQIeCHiRuDmTyOUYnAc4eAIw0W3HSGG8f7OYQ3Q/IhFBt81iA9iQN7ZttzdGURCLVW18t2cVrW1yUApbLY464cQEx5F/iGwuu/JhkOp9zuSI/QY10tmCwOq80nJKo+k7/nLdUuZ6zk09sNPS5fbWT0qv2BSsK5bne77fDzA5vNaTF1I5UpnBbUXV6HNdKjNuQCwXzQrNIsmLz+jM+I1F1GQ3cy3zvR5Qj/h9fr9XjgF703EHTpJUSOA2yU21l/SCOdrXZLYxi0DHMVnWLmmM5ai/QVj5m8Zq/5GP/0Gwdtwbnhv/1aMGgxf4/6x9DXH+F/iu/pBrmnOsTI9B1HNyaURgik/7A3EvHCz9KxY/zJgCAEg4IQyDe/QuR54wfcHdxHoT4rG/V43BmK9IYBmyzPOibFcs4CevuI8lE+wdtj0xj1DuMxg78osofeoVEt8rzgR4vNr/gqcRdqShQwXt0AvDJwSY7yCI94co6qiPfSezjEclnSd2TnCi9MCCSXJai5y4/f+tbj8yJwqnnhzvd87UR2mfQB2JqvQr2UQwbGewNzj6SkNFKSx0Qtc6xLr9JoDF1uWz0NVT1oMfA7NeqRXkoj7wP5DnN5juaZwyu9+IS2lp330rIQQq18YttBdDS+i5xc8KXoZKBaes2s6nlHITrmd1Sijeoxq9sZOmoDV/IYvyvrCO1wRWm/B8+RXwrZWiM6sl22MA3obLt80ee3y9eeLt5BBMzotWABw49qly9mX8n82yfrt61T7sYrTLlPh/vzPl++Pyy9Bvz+QMDnI/o/PZoXhDx+zQm7y+lMuZxJlyUb+VawkfTZWYWNtClaaGI2iLY10N5WlsVQcLabwz06lbXqpfYwF9ceU1jDXRGrmxpDceLwj2VjiO3RW7HfAbQECS0GJpn2Is22ajlLD1VTvhhkvowgxbIlS6WBTQ9lzXmNOeca2elOVb3FJN+1fKxsEgwejyv2b3Wr/eAKto1ZsVn+e4P5Lke6cJD1uQXosMn6xLqpv43tPGD2WJKwssfs0Nl09m570gT93R8Na1QHeLU3/FWOnXdsIg/UnyC2A8u1WJRyR6rBk6P5/c3MpuEbxM1sr93uIqv4SezetxbxsY+PXXSSv2KwlEimvJaQxzLdn+pzFWyiVUx7zGGPZWYiMuVF10S9ZkuP1iqEnPkBr2XIYPGYzV1aiyviKgy5HSS+A8byS/xn4OlYR9iL9J6RLnm5BHNCxZJOGKXFmBHUynogDfK+fMWwtrgo2KxGmynuHa6jjQX1vn3Lt/vdmjmNbnaA8iMJ/FgD/9tOxhjVhngLnOrBlh9JlhSiiSF4EnmK5Gd8YEf5qNnn9x3b08Nbe5uzg9/685A/eK75lbQthOvXQ38ehPq7iG5CTI90FaXpiLTxoRL1R1N+3pu+8rpb+V0PXn31g1hjI84C338Zvu8ksaZOpS5itDplm2+WKdbKJ66k+qWnFJFoRqLlaMCssiX2pOwqS+CypbcELLzFfwu/69SVV57CP82v3HHw4B0S/avwfCvpDwvTPzzxN7DE8CSCBGdr7+F0VE6S7GGgtunTjl9+g8+vdriuvfx11wfCao/7WvTFj/dWKr2f/0QV/pF+0HP3ogPwnADxsmxFOn33FCX/QQfeThd5kgne2RQB0yNIVRWCCA8H3EJ8uAbMVq++WyP4tZq3Hcvru3VqjUEbv/K4wR8tBM1Cj+1fVEiwmdDIPe6cx10Q7ml+JVQMmVWqRRqADG1Okj4TOXrHrF7eLeNYNg56TkCDNT9eQXfilTrPPbe+eM97m79GQ3+1vOMvl8k+uRsKToK9VZGj7GVmwdVFGgweJrsjeDkfLy6pLVIuIxPLbUrGuWh/FW9y6er+hfArepT8T69q3om9yuRo3sO8ynjQMSR5ldvTeZpoalW2Re92dOpelc7HrtqzMPHfopOHcdBE46C/vDBesaRYmT+uZ/FNNH9sjzx/8SmsV71RxfZBcZgCq2rR4fp0vC5aVaqvG4bj0ZhvJBgbyAieXF/EHVHf6GkCHWGTpWfcAU64Jz+aBNrcS8GoL96ax6yB3goTu4ElN1jsnJHJhbddpDz2W5MWKBMxJd4R8ktzlDdg81FIqLuWV3Vqa84zMo/+uJqn85R8ciQnpMPNR2HqcimmJ8idBH2zD6jJkV7EGjRQpFGYEcKf1tUddrY1hHVpSrGUOYQam/fiWIIi5axqr1B0iFGVLeUisyuvJ2NT6Xdfsts3FfgA0G3wG4XIjw09Ka8mYrbun44PZQWbM9R8fHrOZn/CYLm2R59ILUp+Dvch8N9wPBTVa3yRRi1ljmFXr4JjWtD70Cz/R8RXwBFxDub/0uhcL/OEt/dRvhKsJV2uZC0Ir4KAX+PxYCCRQO9zJnvDoRoOFKiFcMDAdDoSTqfDEXrWxMHtQRf4EeBrphUrxBLddEsZn3yEsT0yG0cQWVxINoQ6uXNXR3xzQUfOyid1ytzEjqGo1TI4N1Wq91am5oaiNsvQ3LTQ620UpvdWYrEK/vnYcGEs3HANz097PNPzw/nRSEMYnp8xGNwzv83Xavk8CRIGW7bxIfQ0/yx4roc2RVabOlypSaOZpVu97GR/lsqEhcmEl20LJMnFm7g8zsPcusiFxj+Bi0tzxymCn0AhgkZGd/kq4VgiOTA5kFxaujx3uTiamIplkgRYmbm8NBtA3/d4glF3JBgujJVmj1qPXaVJhq8MBKKiNxaJFIbz85ebjl6tyxFbWuJwZPy7QLLXNt0vYeqQq+EMF2NhXEqNrT5Lo1N62KWzeMvAJXuWjYgzUqPxnXjToDUNlRc98ISURn4+h1TNkfwQQldNanVd4b6l4o490WVrwp0qajWn3oaQ033y5EHHrrrOqNuncaQc+FBgJrnsdBZKtpjtoM6ki/X6qM/D8Wr+BNDwDq49xYNp832Spg5Xs2EzHOAcxDh62DtqOg1ynhS8COBRJIXDXexmSyl039gjK0u7wppW2b3LIrmbB35Uv1c1uE1qo9tYObV+20MPPbT+kY985LZ1/sTdkfEw/H9383vTjen1dfiF4tA2J8m1/i7QRddtuqWrc5+lyXwO91mGbeyk2V0gaRJLRknHJ22jMukCW0+j/Vxo5ckivZjorQ0isNENfA5Gdpdxo/yI9iZJlaWLXVo/fI8AfiKqDxtKU/sq+X3h3fY02CrDt3+AvvywqS8TyDqW88Ubj0+pdQYd/D+p2bE2GEoldtndw33zTr1Jt7PR78dXE3KDG99BP+ffDyMrxjU4mrmxm+grr2xHwywWJ8LihLpZR3kt9G4CRMKUQ/BCBhldVqdDS5dIWodRA9ljsbj4dGAyulLetSMU7l8qriRHXBNBnzNmRn9sGc3nx8xTnoDmssu0qbH99dq+kbT+8kPqgHCJW9U8r7YbyHnFjU+i5/gHge/jm/SGBXeJgN1QQrpePr+WlI1IF4sn0LMrE6lyMOMlJh3zxXAiENUIwiOKdQL6hy6XOSqqdUdvFDSu7GQ1UOhx9Lh6bB5bj8a6c96o0fpLMxV7r5l3q/RZsXHN4/ml/ohed51GhZAhXM9+6GpttrGrIvTo6Ln1+saHYAw9C+SZgd8f3ZRRvSVrWxQiS3jXWUN2DsVoJSiijKD52LuZDsUpo6V3vfK7GnuHb2oX8DJcBplJ/woafOpQxLlVdCLLoIKdZ5KRv6qjfa2qN5DZLFQ0XRpNt6YWjnhQRNxbNVQMPfYuY8U8vRoZpH/qjXpDxeQtOVZMxlIm8pYeDfo8QsjluXxqbceRdEF95ZW8in/DieiH3zx1fE+t+9gVoMDe2BNzL5sNzWu7M0o9W2ndbc+abOqQA4j6FjoiIDb54CUvb0T2sOg37M/bmHXB8wgPy+zI7k9nhzNTLJlwjq1akgRPVCs3qEommjmxSTFLQ1kgmc2obk726a+ad6l06t39KlWbfkYff59Kw7/jrWqHA1S0dSw3pTG4DVNao1mho4HROwGd96ZdOI4aBrUBdDSNrTaDxDzObXdRWks+qA0yyZH7avIuIW/hOeWMASqm5fBcs/sszeYqbWdbWPiOlWUbsrNXgb362Od4GJL73MhQpHXgTIJ4hRbbuiTD0niYigLMLIRqspoU8Y+GqvmktC5MLlUSyHVsTnR50RTX+mLqJ9krKk5NvXt58A3T8A+/TqF9pf47Hyv13/Foqf/f4F+vttSr/SX868djE/NOB7zDZ5ciLTvAdrBNHW6co9ucGnlLW8vWJzRst0RdbGUKpTpTzfxrHct2qpMSUmMP31lzguCIGtGkwoG19MYocBKF6k8TJf0tt3QVEyjar0sP7kxH3jM8/HBm50BKN4DKKXHnc7OJ6O9lRzKOp9HJvZrPWJMjeaJv8N0rGv49JMY6z32Ea9cmlg62TRoPWbL5LF1zH2WHk73nToOvEiW7U3RDVy1v49OWetmKx2nQRV62xe2St7aTTC68bM8LW888Gzv2tov3nNvfvLeE3t98439aAjZfLhZyBK1/NXdVl8pRD8+vBQqDwUjWqf7AB94yP4+OmQzZRClncaDLJ7XN/1vcl0DHVVyJvqrXm3pT7/v+el/Uklqt1r5aiyXLlrzIlo33BRkbGzA2hmACgRkSkgDBxmHLAgFC2DMJDHEIMPOHBCYZxhB+yICHkBkC+SQwTIZkQohav7b3+rXUMknmn/PBrdd9u/pW1a2qW7du3eVA1O7ecU56IO+y2gbrx5qaOBIli465BrXZwhUqHJkF66mMOguuIcU3NpBRz0pmKRiDUQpahSNt4a1Gf4aOcT172tgW5GHZkfzsGWXwBJsTSRaeNMOezXgttGIRAU19ZzOdK3E0VRw2xFTUhJ1Ic6Yyb8AIAJ9wl9x7Z10lEGkDoG3QeWQMTx40fWLL2tL6QXBCqVFqDKrczlTqvWh0CxIDEaBjqP9lsLFF2dCivMoYaCL+cnEkt/8H2rtilRhHLI55rdgX1JqcyrVqlg/KzChgZkIcvf9hnooFs2qx/FCZEqhbIPFc98odjVOdoVD7VPOOxIh/ypkL9Q4M9fotQ+C88sul+j17NM1TF4wMHVyL9ozd6mRw0uG+cPfsfsNlVJdL99830EoVFmV/M9YMjuqQdgi9xAX1bK9wsFXMkVVMtX5hmURUs0MJM9olg+lMJv2LnumpwnS3EOmebplKjPqmDD5zNAC1ttlVa/ZaQ8vr9+xSN04dWj584Zpi3ZaNymRoldGmLG/Ux8g5agj9eRHNXS+3dUleVYl1Sm369USTY0bsi2c8y0UjR5ymuevErHaq06eIjELDKADBwXYsbM6O5hbb4zKgGAYvXtNoGBnW9DQ+cM8NI/1bbd8e26trb+gHn4NNkb6xnkn7vz1/eGSZKug6jPeY+f8E/0ViNW1fss2V3HuU8vhWzsw4DtZb2M/gnPPURMbHRiHI2h9iduzCaRqXogtQDzh0yi6q0bJQkyR8JbuavN71ITEHXqrgS3tv2b4C/Xf8JvTfMd4eyXqVRp2v3qdZtncowv8yNZUqodf3r5iYmiih19dxnO118x8ALZJHF/s+kYkDzjQ2qUEBPAC2rSt/VQ/vnjuH+ESKv4Mq+JVan7GtId+H8CaYDUYCfgUcI96XK8HP8TRGCwyVUfyA1O1EM7nEDaKz5k7uFq46DrlpoeGuqWawFbkIWgEsw4BllcTeVChAxxauR7JxC0jJfmhiowZE+pVoCNrQcwN69qDnFuwpj+jAny1oylm+O1uwlZcIbfctYUsJPhS/iHZmXa5sZ9QdjZIv7hIBYgHyi2iUjBJQ1bDBHCqVhobbyvctaZ65emnDTZo/mg+TMV01/+9sTHeRMV0NvslxYo5pXlhQZh0pMwn+NyvjRmVSpMzUfJmVuYzh+Y4MT2ABnlWkzBT4J1bGj8qkSZlJDrIyV7Ey/3IWPDOkzLSExyvhmZLm6lFW5l8WlVmzZJkgKuMgZdbNv8vKDLMyz3L0DiTCbUHnv1bEzvyc3LicZ+dSjoUPtrL8vFhQfOnRR/ejf8Ax+8QTs08wPMAB3gNX1PQZjoAflVvAFbP0fHEBeAMKqD5s76UkppVYaYZdDamfYeP11y+/4Ybl5O+pG24cuxH9uwH9pWe9CLcctXcc/dqJeHTzAit7vciS7WRduZl6kF6KUPtdILvH5mX2YDxqKNAIDQ0Cel1M/qLXzaTp38xEIhn8Kv+CPjNAy3yxH+F+DbaDe0j00os46nMe4b6GaPEbGIcPcxdzKvT384zWs6jtjeQ+6BS598B5N5X4aE1vT2L2emAPAnsMUezRa699FFX9yW9e2pFX5Dsu/SZXA4eG3B6cIkag1HwXKIu9oJgHRSV4r9yCkYAfAbccCfVTwDjwWElWbpVDnUgpLD6a5U1CzfnRg5/97IPlltlZcNf1lzZEFJGGS6//c3FWmshwllswVvAjhDVZwSribCVnrrYFOQUW+EJUT1fKR/XiFaE0cdWodjZ5HyVVx2fvu2/2062zzI4VWMDr8MuItm0L9h4T9bul1wpKpjZF3SbbJ2R11p2mfrn04uufjtx+aUNOkWu4FH65fPGV1157JRu/JOrTfnTGWfcneIjQLprZ3QbVGGml8wE2gcbnRAM7Axorbh1hyaUjrBY+MXN8+RlgH90yit+UfzW6+a5zP3XuZZfhP7hNfu598F/gbrSiEhxV9NSTGuuZXx9V9uiY1OwUM/FW+eRgvZo/Nh4PNiBZ2i6YVojvbVET6G5vcPlcAV8nexLbv2NIZnGhNXKKrJFT0hrZQviIUuIjCsZHcPhyNGH2l78Krii/8QS2WZn/AA6C99F8m17gb6ypmXN4kQJHIRkYcESVSOeQWUqeiOZOKUzvluVpQgVemJ0eA28PWnVKjdpsiHkSLWHjIfAFcPkB1cVvum1wv0rtyvXGXy9fw5FoyhfyddCLZPIc185NLog1TG4SYiz2EeVeGRaSkrrYNeTlx0c8DDpmKNciv+AitzXVxufozFtloC6LR/jP0Z4Gz9517ZNeRXxLV3KoECCOk1vyCkMk1fhisCedbmzJhQfmggWboxQQhORn/U190R37S7HmjkBxeaZ1XUegrccc9ph+nO4sCrnm5E3RQDgd9/tzNPdaG5hDY+OkFn7VYnMNmZQuKiP6SBOs2di76rRS4uEVm33041zPCcfxozqFtT1sCRrqjsszRw1FYxrjxisxb2pE88QMv0ryLXZxNRQ19UzxTAMN0ICgbpMoKMfxwYaq72QE5KvzkIjHaUZpoIj3m+wFb7qUP5ScKXas7/Cnx/f2Jkdag6H2VXlhwNPc6S849/VMhLyt7dkM+JWQyK66YNn053aVfIXlOXSCiQT9prXbnA7Km9LzO8A+Hq9QJ9unBSmig4PGhJDCslXlhaAREJiTepvGrEu49EZ9fWqs0xzS1Oud6KMBfVzeaQlqjFkIe0baL7jg4p7ixoG4Eu5TyD/y59G2eOcfhWv4FjRadhIbg7pH1DG+hMiEdXGtJRz7gFcnSiCr0ioVqrov7fjpnpNjnodvsqVtmQS864+Xg9uDQyOcuH/AWXiC6ImKS0rclbBL4qkRVCLmId5rD8cI94388NEfzp0CXxlHu96KGdg59+zM5W/ef/+bjJaorofQfEhU8lnIucIiD269pLWPS+dWrH9zkaiAxQW5ItFWEy5K0rTTHk5fZI74LdmpC5ctu3Aqa/UJpgvLvz6wZnR0zYHyry5RmBq7RpPLD09mMpOHlydHuxpNiku2b/zazHnnzdw9sx231zP/aWhA5zsDGXst8yKvaBXRGuGLaGuzO9V2rC79P/8ATpf/7b5HQHfZAAAQ1l+u+MOHisuxITc3iXAdQbjUNfirGb0mYfz4PHccfmLOAA/NfZ6MjRadpV6Dp9E4N1R83pmHjKVGrGJsN2DggjRbqyxnqQgzSBlNrKLbk91KmWsCHYcTPaAkjyXOlFcfZTN2szXwRnhtMdJbiGp0LkPJ2+j0NS9Lja13Na1szYX8eQs4kN7QGgq29JUn/Y2WWCmmNmo2mgPGM73ndPo3TuZXr1yRdDenfSbUr4b538L/gjejsW2qRDlmd2ummsk2wizAOr6t4c/gua9lV242rFs9I96i48jn8jivfhCO+IHNEWvuBi00HZdahQCFJ1IX9A8dTrc03TQ9dtW2trZtV40tR8+5v1MowRPKuvSB3v4D6TrF/oZiV6FrpLjpsuHhyzYV8bNO8bcq7evKJ3S6bKGY0+m/rSRz2zH/H7Af1qGxwuOrkOIvlYATSz9ONZLTHUMnwZ7ybSeHyu+UgW7VNRdfswroyB3yW3AAmtFvIwvkHy3ZLc9QqUdBeGEdGigc8D4BQCvQT159GCOB5vI7QyfLt4E9J4dwImnAJVF71kjtwZarPGlPDEn84WIYcQe4pvzO8Mny7WD3yWHg+EP5t6RB5d8yG63FbWJMgLSJI21SEEf1xiYl2qTRLlFyAtCM8Ry+erL8gQc4hk+C3eXbTw6X32FxnK4HAvjkohgsdqH13XfBJ/+T2iTtAFPgAakMT8ugM4rmnrvvBqp77rmbnEeSXAd4EvwYlQqiWRRGfQwxjRC1mkmSdxWL3ZLcYrdmdF0p2MFvfPG4zx+P+zNjOKzBWEZ8ehrC1pGiJxexWiO5v0v6A8lkwJ+8NtA6nsuNlwKBEn62BsaskUZ/5wj+62+MWJmujtsD9oIvoZbTEwRHTiG0hTSaUqwo2LEnm1oArm82Db7f/ocvPvbYP7V/MEhoZ+XssAuGF8QiK4ECsIetwKoAlrlXnFA79zsoxjmn5SHR5VJ3PjWtJ1EPyM/ALRccvJf99OKf/Wwz+zVA+4ASjX0DqwuIcc/Qb4BQhFA391sIG8rvKcrv0rrE8riuFIfvDNTkdIR1OwoiVQDpHWTv0IkpYecJSnDo9W0UK/Ac/Bm4hmHGfbaiPgQXxl9DLBcIVphC5aAfwrnf0f5aSFncBqfsRI3PaGi+UInGWYrh34LvHLyg/AmCoPwuePp1VD2qXMdCmCqhR+o7FOcfjpIAjFCLqwM+TDFgJX0Xy+N6C+RkyLO+05wVdA5rWN/Fdyr2Do+6GjWoiAbku6+DboQd1XH/zw6Wf0UGhtJ3bP538F/h18jcSXKLUmhWJpHcXzaGdhW+FDarw/CaMtcxDkf75x5uhJ65t2Bz/9yXxylePsXn0A4RrOCtpIr7Lja1ZkcSlxScHeCrU5a4EIm9qIYw2kPUqB5zKYw+w2uKmyLX+QYatkSabAr/6ubyFsjdY41bUfXj4B+9bX5oW/2Pl5tWXLmsu3Swfdd31qAWPWxJOue+PQ739yeGAnSuzv8afho+itYKXi31xM+N+rvV0yhUDTxrAo8OCLz6HlM4nvVuSXS7Fd6RtVsLGws7ZiYCtvTE6Eisu+dY78b7b7umZWXjZbf+7X5qbzj/JpJNH0f9FmOE0ThXGvRUyiJLOBBjC/DU3BbvkCQYkZk6Q7g9DT1RW0i9UqGtd1mFRr8hYG3SqOp9Kc++TfZk0NbhbYza1UqoqDMYzQZXvrEYSE96bM6015GNBerKX9yxW2sPkTFumf8deJ/Ekqz/s+UwemjygoKVF3ohEcSCoOWuo3fddbSnNZdrVeA/YAysLT9YfvATl27bdil+UT4/CXZyv4cPI6RV/BaHONx93JPfCh/+wimsW0HlwC9IfMPXiSbrde5dMVYgjm8IVVAjxgjEcQjR5zqC34N40O3wvxAPsnJUPsHjqGYx/6z0iFRsxWw54Qm53aGB3t4BuNFrt3tb+Y58voNnMb8QnuslPCrGYQzM/9FK71XsKszknddLeE5V40Htuwr2gFn4MsmQ5WD6un9AsAcI7PcS7HIEe5TA/rAYxuspDC8P6OP+Cr5ZI3agWqg/ojoPvvkc+a0JToIofAhnA+JuY/iiCJ8O4VPB3x/BuvOfwx7uOfL5d0cI7vJ/c381/8yiuHs4AugnVUdUfc8/T/BcAHvBk/D7JKOQ2NbzYSd4GsN4hQT7HGrDV2kbJNhnURvuhM+TLEgi7B4YBdfC90l2LhF2Kzp/z5G+ayXYs7AdnAt/TDIlibBH5wWwH+8AvAM4GeyZ+QZwA+b8vEuk2/w+1NfVxP7QtcDfUy/eN/AFp3Dz9TP74Msn6W+2wKe4cb51gWyAi911x9RhvvUoKvMwwntzNV4mS+mlGG5CqeDeN3M97GF4H0N475LwQnFOoWLpw1N3wKcw3j0I7224/1xpse6zRgfw7RkWkvDuoyL8BLcTexF2XLxtZ1FR3Im6tWoVqX8Dqv8+VD+OO3iKymoZigHfvPLotMOX6I/v23bjtgvRj1GbjnZ3499uhL3cvWicXZUzlby/C4IZUxtOnmmZ6AmO6rD0uJaKdqlQ0S4J92rakraIz60zmFTj+H3YT9/D3qEBo8locy0bNJqNNjduzzR8mrufHyE3OXi9m5meVE/6JKoJ9SbmwSPWUVVzry3id+sNNuW4pishew+fJtUMDbIHru8InOSuQ3Oa2rFiu3EydZDIfR2wlX8NH9pMx/gQOkd9Hu111bInLvd54Cm/xedYucNonD+L1oOZWPLWzl0vJzDOtaJk9DPjg1RBPIjwQiFiAat5n8fj41cDS6QAe5yJZq8rEnF5mxNOWt8laOw/g8beQMZeTeYeu2PG+a0I1ngFKRjoV00p3R6PWzml6odPDbTaPB5b6wDB9Qhs56bgj+Uxl+VNVZ0hyCQxOJrLRdELtotadozjAfg9bh2/nt0TiDE85T+LNTbG0At+r/IzDs6vh53cN9A8xPcDydq10+HXs6tlC55wMrQF2fudwUQiiF5fZ0/YiQVtUeDGT1bnk9w3+FF2JyG29n9QzZPJAK6i8uIYXXPcLOKH9WTvoXsXntv1dA7JYpOiU3ODxRPNmM9Z4YgXfPBc3mA0muEY35T0xNwGKOL7FjfLH/kL8L2r0CN8/HJI8BmprD9/A4xyF6L2YTpgjHomLamQZLdw9OQXjoWengJ+mV0uM3rBaCmfL5GXx2734JeI/zvchfyxvxy/00nwf4eYTaNXyWmzOfGL4r8adnNvE56tRtJX9R0G5WJnqNIdEk0xZqVqxJzVQvvhrRv/4/DWTfDlL37xixQXXk9vE16uJnOC7hI0m4TitHhhQTiqGqP4TO+xmRuPbdyJOerRo3R8avD6RfkrKoFB6Y6hJtoIvG6VdOvCPpTCbYTTb7sYvrxq1ckavF5J+BDlIHi9qzFPVAsJ/HOR16N9jfB6OO9GdDq2kE5VUfBZTBZx27AiTBjbsY1bD+/ZtPUw7Jbo5GZ8R6QTlK0dhYzUVtSWDEgU4jPHer+1c+MxQifUjydhiCvCD9Cc1ZETn5bumWKgEyQfE5v0NhVU2kNBx0BjAf7AlgA+lye4Jj1oI7R4Dvq5fvifDIeWne94MX4GwoSF7jaEQ2UPUhxj9gTwurwBCcfvwAPcA/AKhmOJNaQNxLSq3TqLt6FHAG8p3SGjsy5rTLnDjUGzuCbnA9zU/BML+J59Mbv8NxnbwzxoPsl9Y/7bH8uD1H8iD/op4nCpFOV05Inaduu8l1s3/xPOxGToerL66ogGAWFmnUywPkeXFf2NfVFdNG93+tLqRJxwnk6FyWw0q1o5gk/g1iFqmwk+yPZoHRvDRGEBxsS0zRNiKN0RRV4jBD0xD0ZpsxnsGkq/apxmMq/xmOr+Bzjvn2/gLiX+IHhMLAwXdtwpFaqCk8an6+0u7ZpWnEAXJxJ15rovccSDTnU6J2YLxfi+Ph/mPoXwOQk+gxh3vDplKUuruMIbJOl4I7ZOjysVtJgcHh105MVEvHqX4HSlIm41kRlQOz87jw/ITjI+ol6ebnpYMrB/jGTwEvabd0cibm8h7iR9PzI/yF03fyeTV3gxzku4GL6u/Gtg+94Wjp/fivbcO/l2NvcEafZhlwTPn7UTxpActNMrCF70eoA9y78nAlSn4PFEox6PID7LQxyp+0lUN5a76lnddP2KshW1DjUxC3vHaSprOZeon8hg6QUN4B8aelBeMX5ynNTvyRp1c0vUjU9jS63A+isObQkurHry4L0L+81xlX6/8P+obtVtRw67Ftb9wtHbanRb1m81897G93bUlkFB5jKtm2PWlzZm3e05XdmPlmrHiV0NioZd05fHFtGho6MWJXi0jz2J9rEXyNyjbRHnXhDNvsVzD99IYKvppeeguO8tnIdp8czz5EKqAMvRo11d3MfMiYqn54JxQdXJgyvIAwst23LoiotY/T9nT/jzg+Vf1ZgUZ5sTf0nd44eP3LZ3Qd389NHyezUmBcTnFeCDfyQW8l6if9Sy2aiSTpH86crpM1bAJ9CpjXlFfiPoOH/ravjUlf39Tx3BuHbAp0CCv4zwHC8nzmhxdxfDvtEZnWD4Hrto55pHr9g626JomeUvO9pwUakktov7UNYuHeGKZ2kXwii165rVW88n7RoV28W9J2sXz6xvFrULizsM33trd1z4S7Fd8OiYvF1lPkzkL0GSD7GG0UieWHvMZ2Ryoti+aolCaqrOaPLGjav7rcG0izR5ltcbkMjfA9OCO2zX86z9c/zNaMexkzrr2Y5bkfwNpE6zeCquznbAWnCF0eKNG1b3DzY9J/bLz+sMRhPfBXPhbEIxIPbxfCQnHucHEH4/0UlzrB4T52A7vVc2BtT3w8JsT/2yPpfEU3lFHaAe/OvJrc2K5q1AXQjb/E6rzqfuo29tWp8aPniws/N4V6veqI93lvBfcfy+zH9fag+tv9Ke6jnx57Wnl9GiTlUMW/weu85b10/fOrQ+Dd+IaHIStaRen6i0h5zx+TQaeTviVpV5biCrFt+T4uRCLHoPmuvO6t1bd97MWAPZwvuVQiQiKPvxFs6njxzBx3tfIuEjx3s4fxT1+9P8V1A95qp6dKwe3E/NGWo/ROuRn/StB3eP5foHlIOqQDgcUA0qB/ivXHLeQKsrEHDhA//ifojromY/8Iqt7kfD2Mx5ukX9gN8+8uuP6YdYT81+kHrk/ciN7T5ore5H8pKfL+7HuQh7mEtwWLIVpRgXeVoQfKFEtUDXkqhenot6tQovU8PqAWsw46JqGLF/D/M6I1pDPXxacLH1Svv7AlqnftIeJ4mOt/CkTg2XbGfYDlvdgGoSZI1WH2ISfRbEJELVpFhHl3A3nws7gnYdnJUIA+cPILrchNYxjgNRQu3wcCFSv52LsRMAt4Au1G4c25GHiP9FLTotWkKEWEPKYCQSVA5hYj1We2334IThtkDA5sqErTdVLXI4vw/R7Ga0xg3Eghv7y/hIG81k7Gpptii/w86xPmbjXq3pqtXUKtr9pOaSxzoxSsEF6x7M/wJGuWU8vkcUdfX0bpjHGZ3sqq3QBaOvD91Kzx4wzJ0LzzAdjZHNSA2zm7VSn0Ga1MapFgZbsZEWOstkfDCsSsTdcbcRnWXMZo+2ldrPYgfVtfBznB6NXo775AJfycoNjzwAqgq9iRK9Ao49EmSmlXjd6ZlPFs60rZGijxglA3Y781lSMS8eHfMm0DBKx8QQ/tg80ywGBHPSyZsB2OnGLEaUAGNd/X3dq6+4YqgViSjDLwyPJoY2F38zNvZGYX1/rKVjb2tLS75vZBhEM/Fo6AnjqqGW8SbXI/0qcNIU68qmxoz4DsCAiBrkW2GcaI/UPOBOstxrH8ArCNxC4WCa7GFzCO6A30M7fIrbtSAncEUTy1y2K+ZD8ttLIzEnwGYAESlQhUvyoY0gUsSYWJo8XYkoWx2sgkX+o95rhFov25LWeOt0NqXwDwq50YJX6BxPhgf9Cv2hZcuOf+Mbn7MY+0Yvzx3w+CO9M6WebQNCKNQCs/3K8bGRPPWZmEe0sMPnYRzkSJ85jsZdjBK/bQTHGWbJjYx9wX7uRr2nM5evMr8FhAOLV7TSflm99sWt+3goHzKDIYXX7/cqhoA5lCfb9k2WUMqFtcmuVMjCVfbtZ1G99o+pt35BvfJ1LO7QX65mfHhnPtHd6vR4nK3d9J5oYn4QdsHPof4rSf+9oIPA+xEczQUEDzJ4TCq/n5Q3Mvi4VD5AyicZPEHLI7r/B/8CgpO8ZooZEBLpDn7OTyJ4hMA3AKNsbr4gzk1Ufl1lnEj5LCtvF3MBgQMsF5CXq5yEwUKdWsEssMxDT9DkQ/wv/+iid/0m1JbH4f1ojWcrnuHspkmymUyRq+owYbEVG3vKSAOnT6HB8pF08Dg2beV4wcvS+GVgHhTUdin69as0XV/z3fEL2htWtYc9iWzUwZuyaYvuiMISKCaEkuchkhovkSyCuzKNzkx3ItXdmIjFHPfv3+91o70v6/PSO1Fs8JaG35LZEsuybuGcWwfgt1bO3U5zUKE/QCqrkOyUwnjNFQA4f8+P4W6W92n9/HMI7ydYWZkVXoHk8jqw+8fwE3O3r2S5rZ5DeOVlWc4ynMAL4f3xnvPbVsLdhOY4X9i1JO+XjlhiL84YRtWqGjaG+FYGZ4rFCYlx+Jj1oHHz5vLpdc3NNJXYSvgMwYvza22R4dVK8VNUkqctPrvA0yJ+1L4wSTAWVpsLZrClfHrzZtB4bfMtCOVKhBojRnQADpJv7Cz0/YeV5a9SOqCyQCpboS+o0BeV2LZSypsGHGehL3CUv7pSyh0Gqsouou8tK8E2svfRHNU0H3qhYvH3Z2REP4VWspbleiEZUM58fI50ucUX0BTWdobDnWsL4tMmeOrrPYJNfIbi8RB66TNrL5+aumxNKrXmsqmpy9dmLnIU1vTgfOk4f3rPmoLjhpQgpNOCkOKq+qYjuYk2Lxlvg6XeZVaaYc5JMr5o2H5OP+ObFfqOxtewsl3cyRYzzgpJM3L0ApoHGq3c0gJj6PsBwP2xR40Onr4xDC/oPLjKGLb0rS86PYG9gWjfdMHu9N0hdlgkAOqbPI/9/6dxW5Tn3hHzGI2emMMRxc+oI5RMhtBrcb57R/Pqzq7JRputcbKrc3Wz47rqcRP7pv2Lxk3Nok+I46Y7+7ippGGjBkS1xu27vNkfdzhTRheE7N1KsdOMCOAz4SQZtuB2U8yGx83l/7LYYZEAaH/CkYl+Bl+CKo7Es5//A1qwZWhCsquZW7vAn0db009Ynk+bdd1I3GfxYONrK/pJTFcaS+AQEdgwzImzmBSsAsjptFados6q1X7qS76b73/kgdt+korPJJIb4qnz9kPT3PtoDNB+DAFqlx3NlVglvpDc9nVR2B2scaOWvziGooOtHwdxFKBuQiw+qBQX2FqxEBflW6so/jqbiy3oMfGD7ERHWOuMuNo7ha7J3E+fT0fi8dbOmZlOaNIHCgmzEHSpFPrO1lRH3Ay6g26PY/al7vYjHOOFH4DfQB+qr33BrVylDyzhu5SbmoYJEtO8i5l5WGwNvBDkNxINuRU7S8UNgUl7yufJR2yDbeEmy2R0W2vr9tEMUAzOjsZS/g1Wiz3REZ1Y5bJMJ+KRwT1kD8I0diAa61k0w9oUrriI0HgHlJLWhfnRxMxf5ol7evetzGZWnNv1yMO9Q8M9Xmjy9ewcHd3d779oZPXkYPlljuQh4sBTqG5dxXp9Uc3yZB+cSYyKiXXJWnbyEb2utJXk5GEWIQntvxPg3Jcff/z18g3QdNE5+3ZfJNb7t2S+ty9Zr9x8Uik5n4gtkNUhTIDzXvnOd45D09HzDjwjjjdUofEOcYNLjjdLTSc5HNuZFCGOvK8SLXJxjG8c9aBgF8d+4tyOrg2BVfZsuHPF0PKQbd1Pgns6O/asyNKRz/jWW62rV46uMa7Z85E/Sgae0ACGCe2nlqRBlUF3tZy5aHToHq8R5YwCkVIwdY4/dOLEQ4g6f//3c+//8z9zrG7uDVQ3vygTorZGLBsqD08cP064Aom/idbT59DvZTmT2f27dqEPuDzJgDxqMj63XWRM2P2h487G0cbBTcG73N5IE1hVvg/7AuEAmJRGTWRt7P7TaSRPMr9g7Zwikj/HLHypTQDW0qiZmTymW6mgtpLIyhPHFTd+5evPfunyNkK8n5af+3HfcU6kH/gb1C5lpf9LtYv0H4oRl/F6OP5S+XZoKs8elXDBbQiXnzu4JC427LUWx6LZTO8ifSzmkoboIWhceGrZ7GDfVqKgonmCVSXYNzMPhADvB8LEyTUhRXjy5msUKhWvaB5vHG9S8CqV4hpoemVm5pW590/YWkottssfe+xy8uZEpS9msl9s+jh+cpZtrTqIm57wGayLpvsKa3cD341bjhsMcINPHOtALVQqrr3xU+0KpeFaaHrrCnuxrc39hbn33z7WcKj5C0Te/wB2IL6Ab+eK3FINOluSpbOFBwDFzm3D8fjwts6ObUPx+NC2jkJnZ6HY2amPj8wODOwejkaH9/QPzI7EL107tnzVquVjaxn/5xHNjEgaWZobVnyI5Nkyxbj/C3JkSrvnxE9yq7ujsZ6p7ODxF3PZbK4HmsypZc1Nwzn714E+KcTCX8B7UHZ+Gk4iuuiQpDW+IHdnrV2+ktmO7uO8xDHr2N6OY8xgl3JmBYCaI/oxVeeQoUoIgKlURNR6x1wUmlf15EwbzhXpuHOtpTduCRrB11Ytn1y/fnL5qrkf1Olc2e6Y/bMHRaKef50jYlMqxf3Uh+ipQVx9aVmqQs8amZVAVWYlNUuSAchEJKSm5LXiuFCSFs75RmtDvjnXcufOHkRrRPZC+hOoSDgaKO985BFoMiUHmltXOH7EkdwuH4CfQD+X55Yv8K6qtJCFBJL4J6W0l+2+Wc5LVkUA/YaXxf2lGSX5RREag4CmjMFsd29sZSrkj/ravM1xZ6C0It+/RRj190a8AcFf8hfiDn/bZKH3UOpOX8hts7t1dq0nlg/GejKutGeLzWt3WBw6m9YtNAnYVTYVpmsfG5e+hOgus8liW0jt7asSCw1rXpQ0kgI+swsPHgffOX4c3HL0aJn5ny8nukZsXdO15AphA1h7A5KHvGdbEHEQKC6/KZPLpT5/0aG29Z0BxJXPjLS1jYBo+RefOerv2bGMA/MfktyFJjRZ+v4SnkYNjPWigXEliKSgvqVLZ9Mp9FZdx/F7HkX8Kj2Vy65Ov8X2WCOax0/DeiTDHPnT6100ixaF6atWXzvYZliP3tFYmV584GLzvNJaebsTcXqSEIw3RpRapUJj1rQdadVYNAr0KfLX277ZpEdv6zQND8N61Kd0enXqrbeSa8hz7j9f7O3y9wZfpOOqIzH1TGjuHFzgUbFI8q01rotUyqdoBhfSETVWL7Mo3EZOx3ynjWJEiaqxQBu+eD4SvnbDXQkNGhetRR2+44Zb7srp8DHJosncgb4FayxZjydrWVP+sPzfm+w4/ot9E7WF+j368yrqS31lnvw5fak0GC3lqsbZha/ed0daa9cpdA5d+pavH38MbNoXLIVCpeC+8j2PccQzhgNPE3m6e4Gtfi2RYemo3SWyBHkkpUTfPg2uevud8u71oP/o+vLTR4lenJ5Tn4dxfhPxMflv7vfzx2vAP1wC/lEV/FUJPlcFf02E88oq+DNS+fna+Hkgh/MmCV63RHmDCJ8P4PO3BLfSeCUMT50EV1fwwCBvkOCxqnor8EQVPCnBU1XwGQmeqWqP2M4EpduidjVLv8tV4avA81Xw7RK8aYn6C7Xrp3QV68f6ivkwtJL5luSu4KoP0NoakQuX8iVfdDvEtmUV5Ztezk2WrZO9w9ofUcTAV+exM3LNRiXnRIlcclgLViPPjukybQeYsHZ6GgdNbr8+7qOaD3vYaXCY9DaNpAEpH6i3NeWcqbBbvZ8oQ6DZE6i3WuuUpP+/QX8QxyYMdHZJGWORkF7ZFSrZG2lQRxu5LwCSDkcjBTisZFSMFUk3lfZwEfdOPP6CcYXJXx8Cz5Zvv7Hplnnw2HP33//yi/GR4NCOi/bto4du8X7TQ86bVi5XieEWwW2K1DwXi7ep38UaB6YN91WlUrRIwW4D7O4S32GG8uz+kl1fFgv0Q63bSyNUg0IuO9OxZUsxHVlRfLAD63cafjo+/lx2op1ofDYmQoPp1vQbMX/HV5iC55omJZiW1D6VuylA1vA57E4pw+6IBKz7QfDNBO4EBfHuCMGfF+HwQ1DAc38R/KPacN5QBX9HgvMMTvU6z3Nxfgsrn6Tw+QCRZUS4FSSl9svhXgbH49aA+qVSJKU7sqdIO7ZSHgwMYn1V8A+XgH9UG47aJ4e/JsGVVfBnJDzzS+ABVfB3JDgvwhFveYqM01bWf2OlX4TXUri6Cs+rUr1zFThsIbyWlo/Jyn8kgydk5bWEB1N4So6f8EAKz1S1U+xXgtJNbC8+686HibwrcJcsKZ+xYIOq2so02fI7q3ZNKa03DYt5+gRnPVOlZRMkTueUcUGmelOagy4jsZUOE9ZX7/QZPmTaOGByh0zMZBoxvGTYrZFosl2kiWKG0YTq1TBNtrO51FcLjuaAHP6OBOcluBfr5yS4HQxI97lyPIYqPM9I9c5XwV+V4HMMTnVrGM8O1s5Wae2FydzbweZeK1t7DVVwD4ajsUBnGng50ZM5K1GfmdZ90T53Fi1dtQbKRKRR6guHHWcUTA6r5NUxnK7od7HVFs1AQKKfo9EuCVSzJ9o84Be486GHXhs58dDx0dHjD50YAVd3d5ePvfIKuLpfOYL+Q3v6B6hHPyc02clkt5OEJuNorNtk8A8pfP49BO+RwT9i8F8jeB+h+U4mu1E4DgjQS/jGTia7Ufx1CC6QsdvJZDcK70effkXmBi3P164XyWi0/BD6RGWxnUwWY/D5APc2GbudTHY7yeIChYESjZ2rotE4i46z+nZJsdAzk6xgzRlyhKz2RhCX2vFkxFOvs6rZEnN4dAksN5jzHml1uZJhF/XBJrY2sj4C1hesV/0Fge9i87abzVsv1oMi+G62XrqlPUMO94pwop/EePawMb1d4nV/Aw+LcL4F7Jw/RPFjfaYEtwONhOeVChzMcb/k3mO8UV7eysobCfwZBk+gsb6d8UyN2N6q33kxnJ0DT5Ez9u4l9cnsMEWEp0qkHyW7A6d+9hzLHwqYtxdfFUlcf5quMSSdIBlKjWUQEpcVnCrftnz5iRtuOHr0ROb8DKj/4crzV27jGL/YRtp7LuvntEgXaCb0nWV7bZvEd2RwxL/k8Fel8nMiHI2rmeCfZXQvyvC/I8F5qXygqrxVLI/mgRzuZXCq78Tt2ctkhaLEN+XwD5eAf1QFf1WCz1XBXxPhSFaQw5+Rys/Xxs/rloAbJHgA62sluMivSXnCC/YyWaGC5xyy9+9lMoEMvwyeqIInJXiqCj4jwTNV7RHbmaD0EduF5l3D/Nvo+xSatyYuU9kxWHoFbY2DENZYuEkOBHHvV7PPWPpOsGNPgsWQwFpw8Vsz+/YUEtZFWFB6l2LfSmnr84BpqZ2gkqtenSiJ6lhnyfnrQKbUWxfzZ9p7lUrQ6fVjFXZuVai5VPIGsDp2U19T6UrfzMpUoNe7dsIeNwMY2dSOFdoOZ0e6V9jSgfWx2fY0sa1Bf55HaxrnAN2+5C1c5Qqb3r2p2X2xkmRQo/aTNFeUSbKfVEopWkyV9Cy4E7Jbx0gDjEVoalRzQ2Zitgsc/qdHHnmlfF3fvpVZ4O8bHu6zASW5DsVikK9n1xv4WhRkmV3QB3AXvI7YeC1fYAm6SLqTRbGPymJ6eZhlKM52FadcR35XQF0HKhnU2ShQI2VQZDcHYERnKWUR9dFIiJcLq3vsLq3qfPEKAfqNKXdjh0E4h4yEeNUQU7k9RrzdiOtlF5m3by5a73K4nD/sIuvrzUXraxfhA28u4AMBTC+pvJXJTw3zYXLfEuUauQ0iHUOYbKHFc0BVU2mJ3Q0qyatxePQYeReSQqUBRMdFe3JrqRJ8TimjO+zYuDoelhwHGweSztKG7rB42VD+SCS87sCVEXPeLm3eiS6bIj2yo4fdOPxMusGpwWeR/CvnI9tFOJKji9J+4CPl97PxyNSCIz6YkfYJH+Hv+9k+0ciJ+5Mcbq2CP8PgaB/GeKq+H6z6nZfB6b0Erv981i4TqX8h/KPacNReES7g+w0J7uTmGX5vFdwO6mX1viPBeQlPoKq8tVKefwH6ORF+Pvg9jZWD6L0WzbdsJZboIo7DklEoaqipMOOxk+BCopEKZjUJmRFAADrVlYsU2ZULi35pFib93Zv7s8vbE3XrvU1RuyM7kO2YdA3bEka7t71LO2NIhxvzJ8BobqI97Mp0RjfUuSO5YLg9447bV5t1bqdH0Ixusbg628v/SGNwk3sVTOMDTB7+LaGNG9H4JTKGBxiNP2Axu71VcDv3WwYPVMGtEnywCu5lcHrngus9yHhDntS7EP7hEvCPquCvSvC5KvhrIhzJDnL4M1L5+dr40RqTwYmul8LrliivWwJuqMLTJ8H9VfDtEjy4BDy8BFyQ4ETvI8GtIF+hM+G1BxmvReXJnVeY6IOSFdu3AJ6pAdlcXiRYWDDAImOllT2KBmjA2Qp0Z2guBpqjMoZ1cLXONEgyMFcuzKDDHGmNMtbJDjl2h2rnefQC7bdtkx1Jk7nRVtElJAJ2lfqSq4BXvFSr3OXdBO/jItzokidqJh/VNkJyM2carXT5zTZTlgFd3uoeHm+n8GK9ZbSF3vGR5i6rDzjrtSp4H9o627q07LKv0lKgNDhtePdk43MTni8Ky6L5LofL18dNeDwpnI6nVP5VqfycbF4gekjlxXlB7//wPL2Q4T+XlF8I/3AJ+EdV8NdEOFpnBM7uq3D5Q0wf8HZN+IdLwD+qgr8mwtG5Xw5/R4LzIhzxoVfJOjjE+NAvyZ0GKU/WwSF2vpfjeVWqd47C2Z0Xbs/FjA5cLTha33L4OxKcF+GoPU+T9lzM2vNHjuYwJXpXTo/kVyl3C7uf0NZQGIgyoEGW+8zAbE610rWFlmXjqWO+1lV+PlbJhoMk1QHW3qGhXs+WLZbefRPUlm98nFjv7R+5FHxZtOf7Vb/qdZkdCdZ4LG1HwvQZ5BRtZnmFaDxOXrIck1mSlJqZIcnxwdxUD7MkOb0+l+6GpklTcrC5aShrP+f7E3H/jZhmBTTHc2j/VeFsBNzHXFJLlg1Y3ylGi8X6Tp9kcxOU2Y2VwMK40q2lMHGNeFbZnkm2a8v/LOzuL50zGI8PbmlrO2cgBiDYVb9f6HK82FostIG6QDQ2cm5//7kjsdjwnn6dzXDEZ6W2xm7U7n7Ubi1iKH3cSbHlOdzQXM27kRqSqk9KHOpGP/LRfJNomNtIkLE2dljToN/n2B0PmiyIj+Ukg+Q4Gg4NS4yn4QzkXQ/C1kYPcsTwsAEkjKBkc4qOIYAApKgYcXl8YJxiEJQKKrXDeUc67I8EEHs35W3+hM1qDYB10bG4MNPWOJp3mXwxe8yR7owNTNrCGYez1W8LaK8J9jRnv+gNmpxNHoP3370RU8RjsfvLU6qAzRPwZEsBbybi1Xc2+1uSruFOdyoSMDjSFndn5JxJh4bGHSV3I35in/7n2lsFlrC3qrZFB9bG1dhkfnVj4+qucLhrdaPJZ9fr7T4Te+rjo7MD/buH8Zj3DcyOxi8yJXob8z1RozHak2/sTZhIvnMOxInNUHFJuVFuVqhkmnoxlKdVwJn4Cmbh5gONg6H9XwBXbapzWbEhB06zwYFvobkVqKzKRTeFlXtQMVMVd7pifERzC7XgqS5zfFP3gE5gD8dbNvRGh0PN9pXZHe2ZkWZvoKk76CjZzykfWpOeWNblHQ5ZJnIpd7Y3Flk20O3leRZX0oHG5inUrlTF9pcZUmiXjPWtk2J9U4skMegotkPSMSMXKectFIrUXY81G81J0cAbC88bPAPpSFYf7mwYb+/zt3hHU5taNl+wtblP6J7M9e4P3eYM+Nz1LlPdrpC/2encEI6uXD6e5I09hXhH0pYU8PzCTqNvkntoW8U6nQXPr22Mo0Xf6CWebGO0PkXi4jC4iWrcaY5BfO2KGA29eaVpALEZJ/DxUGG0GAZAa9+nf/fDb/W90eNd5vUE3XvOO3JkNyiWT1NLlPnfgidR+8IVO+RFY8+EOoUY+4+mEg1INK5cAFdlLEjg2x8cy6niBjnj6Y2lcvmIN+LprQerXlEFA7HBgl/oXJUd2incbovEhHDcYEoC89FVOluyJ50dbnRnQiRP2QfgX9FcMKBz+sSS3E+ek84tWWQL0o1wTpoNDlQsJyYGYA0O8FZqOa+unR8AOD3JdNCeMSstLu+V9QUPEiBt0LksFOlu8IRaR1Ppqd54cmA63zXt3yoIQtjm8UVtGhAzOurDbUmPz5rqyWQG8y5/357R0f3DQtJDxiCM/jxE7HIKS+qW5emp1Cbxxg2nLcHRa7FNjJFXC1cozOFi8n3wuebOkEHxhd692zYXjs4UN+88PIHGKo9o+CKxoXRynRWZnS2hSl0lDCjJd7869DHOvIviXInMwji7XccrS/w2z96xrQATFu8FUqR4m4NEXipWW1jaKzqmRwqRUKazZPZfYDJHQ55I8/+q90btQtbXPJRMDzV5csFMR7C0sjG7ohT8YjDiCQYiVkP00/Vxsy/o9nmiz7oTIZdW4exOCW0Juz3WEky3W3lbfzHclnLY4y2E52cIHfxoLsli4jMnnVqncGoK4SRzKSzdcWakuWRDxZiXDk4ywbOeUpmgOpi8uBB+Z8uZlVan1+BMpzbWN/uzPUpHvz/am/fiVB7pyd4EmkcNXRt8IOYgkygcTwRuNTr7pjxePIvSyxrcaBYtX75vJJL0krQjryJhYqBGDFm7kHnlFTDA7BQz3M/AJaC7Zq6nDFhR/jbo3sLKwc8vVQ7umPsyLkdj+uLYv1BFYvrC+Y+AClwHHyd+QjkOi6M0a6yRufxQkUHL3tF9lN54WBc5AL2n1VjqoMai0R682nPeZ4595iA4FQ+NhsIjofjkLvBoeZLKRs2ozk+hOrFGM0zWkBnH8Mx/F0tnOCVwhmb5pRkMgJTjz1zRzUpT0SHz7qk49zTfGunMuoX4Fhz97d4TQrA/V5yYKMLHta5U0N+qh5Y14cZQPeB9zsyWb7cXaHzoAFcGl8KnkDjl5Wj6bqWU3Nt1Nt8NdMgl58RApH0inR60t5nDjlxXKe9JmtpKM+nlbSHwanFdZzDi6jWaR3v7RuyWnn5faQ0aI0yLzyNa6BH/C3I03QzI0yT3Binas3OxVw4VWjLA3HyssLojGGyfbLz6Mm8maDYHs14zfNzdMlVqW9PqWW0MoUVd8OtxlH9A6luJ6tOhXRpzKVxjLW8Y2oK6Rb43zcDx8IkT3y6/CR+fnprePC3iHCNzCPcA5x/m8h/nYdMMXI+ePDmLsGybvpvR/jpE+xBplzKPJePv4sM4W8d/gRdNINK1Ktcw6O40RfxNPZ1d/vrhuz0rc7mVnWHwWuvazkDYMVBvGu7tH9UPr33eFva1rRFzU6nAcUIjP6ORIk9HRp2nOZvgIp+Y5tkvzKJ/8PF77ilP/s3fiHi42xAeGqcW44F56vnSPItKouWA9+YySKIyZvQ/xo9XnujdYl3o3TKpC5k9nlmzUIoXljnBp5z2YBbYy/8Waku7Eimp7XeT+YRj2erzNJsr7QON+KiXfFU0zFdFX8tXpXmWv/zQNXdcONuEmvrAAw+W//hY3+EKfYZQHUrSZo6tE17mkdI8+0D5XdTDe6X58SIq70e7GM2cXMfapM7TzAF1zGS4jvnPWFFZTvIt8X+cb0nz+cs9vHvowHZeoYR8bCDZH4NQoeC3wse/Nzb2vfLkSVMyEa/fedddO+vjiaTpZKUfeO3hswRtD26XNo9zk9NIU7Rd2DrHKvMTAVV+Is3792d4pXo7ekCFejt8/PQ2YTpxY3nypS2xNfGbEM3x3H4EzW3sI4I5i5b0frEnSOksniBv5ZYX/f7i8lxuDD/Hctnm5my2qakc7FhbLK5uDwTa17QU13YEN4z34jN+7ziNLSDyWiOJ2UZ7acz/CR4fot+fvfluAW1zvsaeSNfsHcl4Mt4CHzeGi4lEW9Ry48+joaDnGKrHy90Avo/6qOOSZObhPKeePE22Rb06LJL86ZEuX7DuMILt9EXpAx8/adapWk4df92UyxYK2VwT6NOnvKPbnSNrMSkwScZ764veepcO/Kx/fLy/b2iofKW6rq/FeGhTcQ0hTnH6oNVRr+AZTfD6xvHAcrJVYsjTnZPKyxWtC9Zl1ImOGrX8NG5rmkjEm/5qqmX2TqGnwZsSdoD3uwKe8l233goeNYQKiXy3+UF2RkJzYRt8Gu3XeN9L5imlkqaK3sJCvC8ovdwE5kPfWWj9Mo8MUMsjQzoLrXZ2+QKuiK8t0exMdwqxFf6iI+v1uOLe9lzSke5JZKcFcLXN5TRbrHqXudjgbRTsAV+fyWoz2RDE2pT2t8QdQZxhxYToNUvoZWc8CuZFG2+FzMviM5eCDZfMwm3T0+V7af7JMriR8Da7bH0Z8xXnCbp7ouXEAlY0zsZi0fiu6Q2b1sPH3+9taup9/xcHd+06SO3h/4Da8UmEz4DoQvFpyahRhwhDDYcI1cFCnUkLtfV1hb1XH4OPPysMRqODwrNYEgGcBqigH+ELkTN6KI91bxW8doY3xHiTlvl9e/FN45/mzqDZ51NqlLxaq8ltaFAbVLxCrfTvXHF1SofeapTxq0iLBGFZ5NlnQ8OCMBRGLXuqqclZcD2FLU5Qfy9D7XMTvomlAj2hH9ZmU78EN+PlRsbVDdI7G/uWRvOVGofzH0t+CVdddLGgMtfxGqMydMGFl1yc0JiQ+GbSxA+CN1+aqMe5BesnfvLqOnPEZouY10ljcB5qUz0ZA7FN9Xkaw76+hieEXfjkXx2Mac1aWGepi+2/ehZ8BTi3uvNu9G9r+f/cSteFE+GdJjKEwGK6a/JLexV4gehV4PzeAyD71NPlvwPLgG+6t/yLacr3UuBR7us8x+Kk4plHpQnKi+pM0n5VKxwjep+Ker1R+Qu8743Hvb5o9Fe+WMyHnkw+hzPci/DO2nL8vffCO0fFcptBM/wSsZpelO9SJh4hoV5d/hB+qY/+Btb9ab95vRzBv4EkNv7nSUxMtZTlhMY14aryVOAEVTgK6jAO+MpPHmzZTGMb45j5XyVxLT/+9ziS6QCJpP/C0RT+/f8Fb89vmgB42t1aS48b2XWunpHtGY3lIJYsOFkEF/LAIwFsqiWPPLCELKjuajUxbJLDYksjJ4tUFy/JsupBVxWbagcIkGTnTTbZZ51sg3idfTbJMqsA+Q/Z5zvnnlsPkv2QjIkRj4bdt+7jvM93zi224zif7vzG2XHMfy4+Zrzj/AGezPgD54YzlvGHzo+cr2V8w7nj/KWMv+V0nL+T8bed7zv/LuPvOH/h/LeMP3L+eOe5jD92vrvz5zL+xPmjnbmMb/3hf+78tYy/53x6++dmjB/fvf1XMt5xbt7+tYw/cD65/fcy/hDjf5DxDefj2/8EaXdufIzHX9/+ZxnvOH9y509l/IHz0Z0/k/GHzuGdQMY3nPt3/lHG33L+5s5/yPjbzqc/8GT8Hedff7CS8UfO53e/kPHHzg/vvpHxJ87ju38r41s/+s3df5Hx95yjp7IHwv7wqcgGve48/TcZf+DcffpfMv4Q4/+R8Q3n+88+2U8X51k4mxfq8d6jvRb9fKw6k/RUK+88L3Scq24SpNkizfxCT9qqE0VqRAdyNdK5zs4w6aXLLMABP8nVMEufp9HkUXvvyd6zzsFz95lZpUWs7dIi5gfP3bVTilZe6iwP00SZ40NP1Sb29p7N0yJIkzN6an+x9yz23+i0mLaj8PRx+0n7yc/29jaZCZswV74qMn+iYz97o9LpJVqqMFHFXKuTJKQnr8AkjieTh2mmUqxkKkiXSZGFOm9fTGboLyN10FZH2DovisXThw9Xq1XbpwPtII0fFucL/Y4OUPe3UnrQUquwmJcuUYdpUqi+H2v1mTHAZ9tdp75p89y6eevmeA7yLJGXTouVnzG/KAx0koPAMpngCFH0uj01WOjEbO6ZDa1aEDyq6MlxohSkixB0TnWUrlokCKsT5anyz/ww8k8jbczjq8POV8ovniqxYh5k4aLI23kYtdNs9nBw2CMGu+//362brMTQ7avDQX+set19t++5dR3Urnr8U3WoT7Oln53D43tf/JYsb90cjtzO8fOeS8bRapZCe3IiGXXDoOo+1HygyA1FqvIijJcRXKhWaRZNVuFEq4k+gy0XscYhUAnSCEYk54dnWk2J1CJLf6GDIm8xieUCoVEwN14NMo290FZPp1hgUfyAgisM2D9RmMyWIVgHIB7HS0QSgsX4DgRB/Yzk8NU005pnU9JimiGiIeYbCsHVPAzmzC9XsX8O96t8DqUmJgJiImKCdeFnRQL7z8OFiQMOUhubsNBhD+GC4MlZhTIwDW3IA9JLTLRgrOUkpEGcTsJpKLzAE7pk4emS8oFEjs6VjxBNkxn9BtFzNneSFioHJqnTc5qMcx2dIUfUWAwHC4RJEIEHHUzO4YgsPDNmJ7WxHvgJiXOKpIlIEB2f6smERk0pJB2Zm4l9kMtt+omBYey5X/BSZpEjgYnzUlpSm6RdF6QmM5ugWoeM83SFAMpYWCICeTMdab9KduJokIIwkMJDjG7oZvqXyzDTHH8IoMoRmPPhUIsYNRiYpJCamPmLBayPvWy/NFgyFY5IYp+TaYtS9pSBJ8zqCnBcHLiH3X533B30vVs37zXA6x7EmCJ+iAlRyjVnyTSMIEKpqHGxqvD9CK7Q2f38wTbxyYYBTmaQnRCYPJgjsYI5WSQ0EW5iAwwNZjPDFkIhhI8FyYwzRGvOQdbm3mZhqGtBpjJ+zxc6kMA27JU/LQSdg1KVnCCfOEAbQ3+AhTDxI4tz6zYiCAFeECbAVM1aAARYpInmUMpVPYgvtqHhemyzcAvXtfSJgT5Ez59wchVpC6uRLvDQoijIl6eAo2JJE2p318IGLTHWpKghmObAnYpKpdgWadeM0CKGwdxPZkQUgRz7JuQwTYBpQ7FpDpJdJXqldHIWZmlCdjbqdpbFPM02lczDWULppomRphHyewasjGlc6GCehAHEWmUh+bKs0gtQSVk5KJOUVheXNaRiAYbu6LjrecgJ9WO1P+gf2PwY6iwOc65vCFWQ1tAQAiQFARNjOJURoPNMt6zcwj09LZDSDHgcYdaYDfZ8aEm9ACHweYt3AoU1E2QMFEw+bwKhKSnA2agJ2cukfOTuIb+ALcKC6py1yTSlMkHCwmCTkOI5f0qmefRA9XVoEG3Do0ma2cAJEQAhTgJ9l/BIFUOE/FUA4cB6bGOHrXJSQUBLR1P2zOMHl5/dqp2lV9aSd6ggrbUSon1ABbuPIgkONaUUXcNZHTgA0AA8U+Zr8MeoDxSU4iY4N1FiUYKiAmd2fVRUJIh+W1jwmy9jP9kFuE+4y5tjQKlhspYlWEDQRRZSgxNDSCRItT3WBUYF2oxQR5Oc1aRzxIDSFPZEg2aAvVHP01zbMyIzQD8Edp+FelUBFyI2Y//8BOGRbrjlYq/gIK9swrapHxAoV/rtAvYLC87rAu3RopGGkn9WFvTvqPELCltosQ6pUmWwA/4XnE6oi0E1peyQ+IchYzYJiUMVg8yxoN4hqSEHqW2q6OcPuJ4nIrjou60mmkKsDMTV9jZtgwYPmSw9BfcmpluMU0p1nUzSDJajdJugASlCrqznG4bH1reBXnBa+8GbJF0h/mda7CRIiH1XyGzCuCF0ZlLF9BSXOIit88RYZw1ySmACsQqmWtsqEjYvc7ZFPXHhCzRPcN5mn2HgkA+JEesH13uz//OebLPkjKnk9DtUZ9bufaca4En0l4gI0uosDdHtT+sl2sKPheqyrUXimy6v6+33Ot1jdwTqR665snmDw/GrzshVXU8NR4OX3QP3QN3reHi+11KvuuOjwclYYceo0x+/xu1Bdfqv1Zfd/kFLuV/jJuZ5ajBS3eNhr+tirtvf750cdPsv1HOc6w/oUnjcHYPoeMBHhVTX9YgYhNk/wmPnebfXHb9uqcPuuE80D0G0o4ad0bi7f9LrjNTwZDQc4G7Z6R+AbL/bPxyBi3vsQgkQ2h8MX4+6L47GLRwaY7KlxqPOgXvcGX3ZIgkHUHmkeEsbUoKGcl/SYe+o0+spMkhJQx0NegfY/dyF9B3cNI04kJ4N2FIHnePOC9er6NI20aCyAB144fbdUafXUt7Q3e/SAKbrjtz9Me+EuaF8jyVEk+G5X51gAvssC/jgyGUWkLmD//cpPIzGfWhIdMaD0bgU5VXXc1uqM+p6JMLhaABxyYU4QTqewITkr77IS26huc2AwC46LQoeuJ0eCHokxsbe9oVvfB5GeuZHWI8jL/LzOTLgVzpLvSLzGV+iToQuLaGC5VfDmYdedoq9XWffSZ2Fc+5kTujMnLlTOMp57Ow5j/BplePHGHWcCfaeOhpjDydy7NVOjN/K6TqJE2A1Ay366fPaxGnzuQj/lDMqOeT8pPFbY++Z7PRwconnQDj4oEk7h5hLnef4RNj3CDv3nCf4PAPlA8y7GNXP2pPm3G550uwf8InLeanyzEuWMIfkKXaoBvchzqkLduzxjjnmCrZLAi3tWtv5gldjcH2D07RnitkINE5h6Tbo0+dnTOU6mjW1CVkTH5+CPTFhL/kYv8FcCl7v50uinDDVOZ87wVNYrnkYmZ2Ge4LZh3xesYZztpNiykusFhxxtLv9XtIMMVpyXB1wlB0JVYqvAnufgvtDZ8X/2mwFw6HN1GKsFeC0wMw3mwHKuf8OMj1gjiu263xLlijnkKOJZOyDQsyyfNaIgM/eKevU//voueXc5M8Yu4z0lY08lriARUmDSj/KNdI3YWuQBEvmabhYGT1o08PvAcdJ0qDca1BoXYAEj7bK1+RuZQo4DkORh6wbYWbFtI1FKu9E+J3y6AyfEM8+TkRMrYoenyXuOF/xuED8qbVYzMGVLLng+Giz9BF+k+VnWB/gfK/UYPd38o84V54YAr37rNcAv8fsCapiNOvh50V+UKBEufxTPqthrQw+p6g4lxzfAy7/brWkzxA56sJnx0D3HkY2csizM2hkfG8z0Ubq1RFKOGS8+YCjwWRDwVFE+Rsif5ccR4VEEcUAVReKpwnP0c8zicsFY4/hZGQJuBqZSLSZH/J+hXUr1YJr1y8wG3DMtWpSLLFqUKOo6VadDVhqQ9f4VmN1Kicqq/jYaZGLbFDlT8QoNAOnULQORPKY9TeYZJClnndGQiP7WWkPn6UjmXRtb1r6YspWIDsZa74pUXDFWBBwllr9SH5C2nPJfrLIXDw1aWBAXEpSR9YF7y0wNvE/57yu40GFpOu4aWLokHPMZy8S8uQ1L2wiZl1uYx8j9VJ2tCSylhiH5UyMnfQ8LZHO6mX0NH7JuBdalvXBWjli6/iCoin70j4bSc9r0Z2wxoqxMhJUPS93xixnxFbMuRKO1yLOxEDIFS0SPSzHhCmZihEyClfRbr1tzge821rnVCpNVFqEJDnlp0k5d5ktmtWx0q2O+0a6fKP6NSN4Irbw2Ur2VLbRcyQSxfkW2y7LeDi9lkW227mKgm3njR3nHJMGgbKaZa0kxr4Z+1RzTGxWdqtjvaewfaBFj2ak1+Ul2r9k7MjYaxb/puKLzYzIpHsyGbreY2zvBqi3Mra2mvmMi5HEbtqIvxRnlzVZKoy02udl1BZb7J7WOp6Qx9s9UOHFAarSIWpuH58xPgOuvLRy75LO655YYyr4YzWxMpHuVS2Zch9irLDp0XoWq639+5FkBfG6j3MPrm19G4eB8MzE7rYHtjmYS8UiDLcxEjYwvI4bWrKx6rMrDVuCCqHkcbMnq2dG09dVHax8c+9aN4aLfGGjqp7vOedGsIbYde3pecrxVu+dgy1eycsu3+pgfFOXfyAnQpYi2ujnrooj24WY/sL2CSaqLrsXmB5gwTt0DZVytvx2JH6fOKzrerxRC6+n6+XVJ5bex8rnc2WpMCDliJtIVhWy0iqxgPx6Kt1Rwdras7vcQze7DXuq6mtSuYeY3RXiTte8tGnt9Z728kholRoGXMMS2TsrETlmu1QoZ3bbDnMdFS+LDmt3xfKuuGonXEczPmXjue7dDttuztyu48mctU3K6qZLjXQ5Z+r3TPrKuJwvON7n3L8GYq0V28/m5eZdeiGypDXPKXlbtRnrzSy72Fbt2k3GBRodo0J4fH8b8L3tx5wpND7YqB9DlijmbKvubwZVjdRafGgskIh0rUYfbm8jpneeye28ae+m7vQuo5AqXXV4FYatR+bF2lecluV7AdsDn0vPYmiaXljXJKz6wGaffH5pR1i/pZh+Nrq0y15ytK6vVu8e8nfU1qCFvc+tx8lU0Djl7tRY1kTYRG5aKVfep2XUPOJa3edupN6jXZ2jicR4E3FCQYBQeJredyk5sg2HWiWabSKQ4XAVbufiweZdrnkHMXKRv6a1nHnM2r8/3+v7bl2+zXvJN3MHaV1xC9F8e583ss9iksnQ+q3UvGs4u7DjMB10KD1XdZvf3v1VvX4uFOs3t2Y/N2FZ6zFqu6JC+Oyy70xkGYR+K7eFeuc3546OTuxK5z6pvcuby4ytGvVaW9lgIRZdsO72DU4sljQVZBv1mOu/mSvkbUbIMTlhbtablp/VwFZTE5/mDVq9Y7/4fp6KZZt8mnY2nX4offcZ71xt7biW0ulW+fMTQY/0GtnyPrmyFPntmet02/X7h7FQzlq+5TtdyL11UavXhbw9WlxSDZv1b90u5v27uccvSrQ1vriqS23eZQwNk//Nfjop38UsRA+9pRs3ERnXosRaJym/vTDRsSjfOyQX9BzW2/W76OdsWXs/T9Ys3vTvde+JaaPi1Lu47XQvixvzBs/U5OZ7iuq9Sf3dYsx7dNn/TZhvLn1NJt28eQNSsI90DWuviviWxB0h3qJWrQkn3rB8K8H/WSPKN3tCQ++3s3MdjS+2dNaoKvX3FO+XQVXsPGnEzuVdzmbHZCTb1k21rn1HMpSXnGE2Li6quCYvQnkbcn7N9xn17rDi1IzEizhe9d7s9/892XVuOePyltNHBNv7zOXf951yt5yW71gS/uYlqvnqDKuhvNufXniLXu9+1rvqzbe1puLX3+XR7Wzf6UH2LrQgXYzsR/xdWvUtm8ffD4ydV9g54rUu//0DfV81AM50+b3gAWbo5uvJ+j2OwFd80zvCvhOmZWiM8JNov5bvHhQ/09OXbM0DPus6X8t3Yh5THWCsWNYhf/Pnyj46QXqcsE595wX/FYfh18cp+03hMctiJB1jvuLalKrLHK1kxjL70MGsdkC7y/RI/hZbisb9Us5DkbTDNiLKY/6e8oRtPeLZE/weYp/53rLDOhtp+6zDIdaNLi5LYDxhJNrn70Jf844XkGvMUgw5Bs3OFms44r96ofPE9UueNZINxMsj7mMslbbY0shB9n9ZcvZY/x5/S2QjZFMOxZ7uMdcRe8EV23fkO826dYztqwhs8V90dFjeF6UP1uW11Jo+2BYDlsML1sJle/R4t8dvKPaZUq88TydHPD+u0TTRbTzfq9lwX95euM5X4OpK5HTYQk0tTB6Q/JUWxs4d+blfokfdx33x4X7p0QHH0qZVXnHGubyrw/7wSisccpYei+QntTiyfjyRKByUkjXta7PF7rsOQhhalnfTgwf8LXdPJPRKa1xN16DXu/+dz0OuuTPux9p8PsbI42+sc0ZUwttfcd1J+S9SMq5ItoeJ+G9qzPu0pLxl+VtnZzhv3s1OhW73fwECHW8WAAB42m1ZBXgbRxZ+MJGMScrMTK7Akq2yYOU4ceyQ4jjFtSzbamzLleSkSZmZGa94vbZXZmZmZmZu79pe27u2p9152l079fd5/rdvZt77583M250RENh/f94CIfiLP7UrABIyMGwMm8CmsBlsDlvAlrAVbA3bQBNsCwEIVvqGoRkiEIUWaIUYbAfbww6wI6TAgDS0wTRoh+kwAzpgJnRCF8yC2TAH5sI8yMB86IYF0AMLYVfYDXaHa+AJeAyuhV5UOAmy6EM/1mAt1mE9NmAjTsYpOBVXwBVxJTgZ+uB3XBn+xFVwVVwNV8c14CnIweO4JjyJa+HauA6ui+vh+rgBbogb4ca4CW6Km8EvuDlugVviVrg1boNNuC0G4Dl4Gp7BIDyLIfgNw9iMEYxiC7ZiDLfD7XEH3BF3wp3hQ9wF45iAfkxiCg1Mw0vwPLwA18EAtuE0bMfpOAM7cCZ2YhfOglPgepyNc3AuzsMMzsduXIA9uBB3xd1wd9wD94SPcS80sRez2Ic57McBHMQ8vAovwyu4NwziIhzCYRzBAo7iPljEEpZxDBfjEtwXl+Iy3A/3xwPwQDwID8ZD4Cs8FO7Cw/BwPAKPxKPgUzwaj4Ev4Bs8FvaGPCyCYRjC4/B4GMET8EQ8CU/GU/BUPA1PxzPwTDwLz8Zz8Fy4CArwB56HgOfjBXgh/g0R9oFRKOJFUMKL8RK8FC/Dy/HveAX+A6/Eq/Bq/CdeA7/itXgdXo834I14E96Mt+CtMAZlWIy3wRK8He/AO/EuvBvvgdfwXrwP78cH8EF8CB/GR/BRfAw+wsfxCXwS9sWn8Gl8Bp/F52AZLIX94ADYH5/HF/BFfAlfxlfwVXwNX8c34GK4Ad/Et/BtfAffxffwffwAP8SP8GP8BD/Fz/Bz+AS/wC/xK/wajsFv8Fv8Dr/HH/BfcBAcCAfjv+EQ/BF/wp/xP/gL/oq/4X/xf/g7/oF/EhASEZOiSeQjP9VQLdXB11QPd1IDNdJkmkJT4TNagVaEL+FbWolWplVoVVoN7ocHaHVag9aktWhtWofWpfVofdqANqSNaGPahDalzWhz2oK2pK1oa9qGmmhbClCQQhSmZopQlFqolWK0HW1PO9COtBPtTLtQnBKUpBQZlKY2mkbtNJ1mUAfNhFpYCVaGVWBVWA1WhzVgTVgL1qZO6qJZNJvm0FyaRxmaT920gHpoIe1Ku9HutAftSXuRSb2UpT7KUT8N0CDlaW9aBCvAFFgH1oWrQcGlsCFcAnUwCW6F2+BmuAUehkfgXrgProSrYCoNwY1wEw3TCDwER0EC6qEBdoJdYA/YC1aEPWFn+Bwa4VB4EI6Eo+E4KsCxcDyNwka0D/ioSCUq0xgtpiW0Ly2lZbQf7U8H0IF0EB1Mh9ChdBgdTkfQkXQUHU3H0LF0HB1PJ9CJdBKdTKfQqXQanU5n0Jl0Fp1N59C5dB6dTxfQhfQ3uogupkvoUrqMLqe/0xX0D7oSLqCr4EK6mv5J19C1dB1dTzfQjXQT3Uy30K10G91Od9CddBfdTffQvXQf3U8P0IP0ED1Mj9Cj9Bg9Tk/Qk3AY3AN+OALOpKfgcHqanqFn6Tl6nl6gF+klepleoVfhbnqNXocaeBR+gh/hZ3qD3qS36G16h96FyfAdfA+303uwPqwHG8DpcAacBnE4CUy4Ai6D8+BUeh/OhvPhcvqAPoRz4Fz6iD6mT+hT+ow+py/oS/qKvqZv6Fv6jr6nH+hf9G/6kX6in+k/9AvcQb/Sb/Rf+h/9Tn9AEk6A1+ED+rOSzJGJGd6AE+FNeAvegffgbXgX3mfFk9jHfq7hWq7jem7gRp7MU3gqr8Ar8kq8Mq/Cq/JqvDqvwWvyWrw2r8Pr8nq8Pm/AG/JGvDFvwpvyZrw5b8Fb8la8NW/DTbwtBzjIIQ5zM0c4yi3cyjHejrfnHXhH3ol35l04zglOcooNTnMbT+N2ns4zuINncid38SyezXN4Ls/jDM/nbl7APbyQd+XdeHfeg/fkvdjkXs5yH+e4nwd4kPO8Ny/iIR7mES7wKO/DRS5xmcd4MS/hfXkpL+P9eH8+gA/kg/hgPoQP5cP4cD6Cj+Sj+Gg+ho/l4/h4PoFP5JP4ZD6FT+XT+HQ+g8/ks/hsPofP5fP4fL6AL+S/8UV8MV/Cl/JlfDn/na/gf/CVfBVfzf/ka/havo6v5xv4Rr6Jb+Zb+Fa+jW/nO/hOvovv5nv4Xr6P7+cH+EF+iB/mR/hRfowf5yf4SX6Kn+Zn+Fl+jp/nF/hFfolf5lf4VX6NX+c3+E1+i9/md/hdfo/f5w/4Q/6IP+ZP+FP+jD/nL/hL/oq/5m/4W/6Ov+cf+F/8b/6Rf+Kf+T/8C//Kv/F/+X/8O//BfypQqEixUmqS8im/qlG1qk7VqwbVqCarKWqqWkGtqFZSK6tV1KpqNbW6WkOtqdZSa6t11LpqPbW+2kBtqDZSG6tN1KZqM7W52kJtqbZSW6ttVJPaVgVUUIVUWDWriIqqFtWqYmo7tb3aQe2odlI7q11UXCVUUqWUodKqTU1T7Wq6mqE61EzVqbrULDVbzVFz1TyVUfNVt1qgetRCtavaTe2u9lB7qr2UqXpVVvWpnOpXA2pQdWY6Oig5xx8fNrPFwogv3lvMLc75x0bygWAyZWHQiAcEQ4LNglHBVsG4YFLQ0JiQ/gnpn5D+iag/XhgojOQW1Sez+WJ2bLh/KLdvXbKvUDaz2dxI2ZfKmhVSunVArAaMirpYMMs+Q9caQt2wqdcZTnfxIuwSwi4hdhLCLinsksIuKeySUb8h7No87NrGmQ8EQyFfm4dlKFBvqQPNLYFwIFw/ze0p9WI9FFfTes2ir72cH+rL+dv1GCTuaWEgzJNxf7swmT7eXiAYjvo6zOxYOefrcFhUtAnVUeGpu4dlmsJiLiyBaA75OnXXTk/X5ojUCtFm6d3c6u/SJBu7BsdGBszi2PCQOSZRSAWFqgQ3KcFNSXBTEtyUWE2J1VTrpK7BQlGClxJmKbGSEiuGWDFC2psR983RzOd4mEfEZkSsRMRKxPDNtVvXz50YvYjtIBAKSmii4igqdGOGb57Hg1ZXmouHqHiIGr6MnseMrMWMvRYnZYr5kYHGzF/EKywYEWwRjAkmZMQSLyPqz+glMCnjxssQ2obwMYSPIXFLB3zdA0Vzcc7XrQPQ7QagtrsvnyvmSvmSr8duU98zca22Vs0IibQEON3qW2jbq1s4Ya/FZIJa035TImF6E4oYjMtqiYcFZc3FWwRjghKFeDURycZISP+E9E9I/0SL35SNkvVs2aybUPq8CUWsBtK+nFbnhHNOZ5LcxEwitBJCKyEGEtX9Wt0EQisptJIt/pzQGvDQGpiYScK+AW8mCepMEtWZZHC5TCLWQwk1aGWSvF6BeW8mqW6/pDBPJvx5zaRWsKmvfu/lckpLw6KBYi43MmSO9OWzviG914ZscmpIEkulnSy3sExbWLyEJT7NYd+I7jriTTDVhFJNNNK7OVY/Yo4WSuViYXQw5y9Isin8xeapZmqJfzVfVpNQSuKfEg8p8ZCKTSp4ko2wTImVlFgxxIohW9RI+Ir2KCRltPiKnlmKiJWIWImkfSW910rLJZu0ZA8JU1QcRcO+sjfJhKWZWI6K5ajwi7X4xvRUj8lyHdPJZsxONmN/Ea9mwahgq2BcsJo2JF5GJV6SbMY8yUZoG9XUJLwM4ZUO+pboZLNEB2CJJ9kscZLNUp1sli6XbKpmhERaJi0d8y3TyWbZxGQjgdLLLxCKBAV1Dg1Fg9y/Z3/lv8ztTWZNu+3YEmxzTWZju8vBUttBbTLr26tcm8xaeS83mQ3tjveKWl7TWrJe1I4UtzrJ1jLZrNg1q37Nql9znF+z6tf0+DWrfmt0/mwy/aY1vY5vo+oxHnSksCNFHKnFkWKOlHCklCM5Y0k49hKOvYRjL2HZM53xVfg0DowbzYDQbRhYLl6hsFVvr/SquVDFWaMny1VMDlUaDUmkaoaktc9KOlU74WS1e9gZXdgZXThh9SsNmaXBJlP1V8zVLssVC02jI2PDNRXaWigv0Zq68mAl0dlibX9hrChSfrG0K+X31e1KlVGNaDGXHxgs64YjeTGofZSrPspVH2XXR9nxUXZ8lKs+yq6Psuuj7PgoOz4KVR+Fqo+C66Pg+Cg4PgpVHwXXR8H1UXB8WJK9cwLxVF1/fmCsmOurRNFShSrZy8ZgsEVjKOA3y01Zs5TTtEpjoyWbli1YtCxBaFmipqUli5bdzqJlt9O0bFHTshvatCxp8qhZrLyOcv26Yor9WHQa1o/mivlCn+6fLQwPm7q/MOutMuutMut1mfU6zHodZr1VZr0us16XWa/DrHc8s94JzHo9zHpdZr3CrG+koKfSFixmliDMLFEz05LFzG5nMbPbaWa2qJnZDW1mluRhZj16mVnPVWZ2f83M7m8zq6yEos3MFixmliDMLFEz05LFzG5nMbPbaWa2qJnZDW1mluRhZj16mVnPVWZ2f83MEhsLxb7+3HDeNmP69BT7ejVkNegl4NOLxtevYUDDoIa8hr01LNIwpGFYg16IPr2EfaMa9tGgl7CvpEEvP9+YhsUalmjQK9u3VMMyvVBz+mWgZZ3lLLlBXly6rT00U/M2NTdTGWPFgn5dx0KN2cJQYWS4MkFls7hUDeWLpt6l8ahvNFeqaFVfYWRA6/THcgVDghHBmKD9FRAKBSN1Omv2Vz53rMkvD+aLfbWVybeFUm1FZc/mYIO9DrRcqrfmX+QGe+LlQazql3HVaygQlfwhGAzX5krlykdrOdenNbFKZikWC0vGRuU5VGs/9xWW2F8ioYi+jwhFklFBPZKWSMhfLubNAekZ0ceDCkq7yvHAru8TO/r7vdK/ak9HKhoMCOrnlqC2E43qSAXCEsmwfIDo80AFk4JyqkzIB58+x1dQPkyScUHppw/NlfefvjuoYCWxjoouKLqgRxcSXcijC4su7NE1i67Zo4uKLurRtYiuxaNrFV2rRxcTXcyji4su7tElRJfw6JKiS3p0adGlXV0wJBgW1DEKh+RZ359UMCoo3EMe7iHhHvJwD+k5CYer8Wy14jLFI1ttPXVBT11wQl3SU5ecUBfw1AU8dSGPzdAEmyFPv9Bf9It56mIT6sKeurCnLurxF53gL+rxF53gL+rxF53gL+rxF636q63Oq/48q8xMkymfEXofBQItdaVRM5uzM0vDSK/7oNd/s5y0Qkk5IRpyixAQfUr0ac+4o55xO2u5cpiX02WgeiaVu4uwHCuCUh+U+oicJSNh+c6Jyt7WuSEcTApWnw3BtM4NRlRQfxcZoZBgWLBZMOKz36wBv4aS4GiNYGlSvqlcXKTiTaWsSlhF0ipSVmFYRdoq2qximlW0W8V0q5hhFR1WMdMqOq2iyypmWcVsq5hjFXOtYp5VZKxivlV0W8UCq+ixioWVojYu76iKJG+o7OS45yPfqtBnllK2Ie4cWkrZOrlEtlvoc0ApWxO3zy2VWrlTFtG6VnbFkCs2u2LUFVtdMe6KSVc0HDHh2k24dhOu3YRtV66eK+Ikp7O1Fp1mAatZfTKb68sPDZnWoJJOPJLj45HU55RSttG9vLb0qapeLLp8A4auty6yLclwgm44TozxToyqsQbDG3TDDbpRDXqj4aUho3ZDmHBDmHApJdwQJt0QJt0QJt0QJu0QGk4I62RzWbTbxtNuc0i1TSRl3Z7bTcaHKWR5n+y5Rrcep42zKg1dQiFrSH7rSt0y2O5Es92JZvt4Wu3OEm73RrPdiWZj+/J0k2k3Am44k3Y428cFw8pmltfpy9G27uydrmFrBLUdVZK1Hd5IWPf41qisq3y3h6ezSyEct3vrD7iqstkObqdjvLNqvLazOvg6ufN3+7ghbXY9NVuearucqHY5Ue0aH9UuJ6pd3qh2OVGdOu7HA4dBKuhG012RSXdFptwVmXJXZMplm3LZpjTbajAmdVlmauzfGdw27hZIuQ5TrkPDdWiEHJ5G3A2a2zZiB3qOE+g542cx4lKLuG4jrtuInQzmOkGdOz6ocyeYc7NV0F0BUZdv1KLTOJArDpsjfb1DJaciZvuZN95cNOSac9lFXXZRu1fGmfyMwzMznmfGmfyMd/IzboLKOG+FjLwVpmb+ej2EXTHiii2uGHPFhDtT7now7KBnnE1Zkxk3/4YbOcMdteGO2nCnN22FtrbbCUC3E4DucQFo6PYMu7bHad/jtO8Z377HGyb5ycX16o4l7S6gtL22FzpLbaHz5lm4fMqPWVPrM8rWLqiZ5xm/9QuNRcAcrpy1S5VVYqUZfVuS9dl3JVmffVOSrZF7kqxf35JU0L4jyfrsG5JsjdyPZGvkdiTr13cj2drBpaODdlVtbqRPb8Xa3LBIckKK+eL6zJvQkNSQ0mBoSGto0zBNQ7uG6RpmaOjQMFNDp4YuDbM0zNYwR8NcDfM0ZDTM19CtYYGGHg0Lq5dMQwV9TVBfHaZ9pJeB2vKwK8sxzPNJ3uw90qWNdPr/JewUcwAAAAAAAAH//wACeNodzzFOAgEUhOGZ97akwYKCyAVEGwyhxQNoYqyIF9iOxhp7DmAhCRgbCB6AjgQKCqK3QAoqKhsb/pDJfpnMZl+ysqQKj1xR6EqFOrLu9YAlsfokNCDWhz5xRqxv/eAvsf6JHQ6Fa67R667TG25g00289g17yy36o5/oPfewdMky8Cv9ze848ohl7DFOPGGZ+wsXXuDKa9x4w9utt3LsY4/HOOJf3iqznW3s5h0+54ucwxziNKe4zCXucoeHPMhFtbjgL0IF31dZL7ni8xWfr/gEpvsuAQAAeNrNWwt0lcW13nvmP3kTkpCEhEAM4RVDEiAvCBAIQfFFUZEipZbqvYoPFBGsy2W9ai11Ua7tpdaFj3apdbkUlVavlyvW2pYqWkWqXHRRSgOGEAILDqdHCIcQgnO/2edPchLOSU4AkTPr//75Z+bfs2dmf3se5xxiIkqge3kFqYtmzJxDybffcPdiyiMH6WSM3D0o0Z8ySU+bf3EeDZ8+e04elc6ZfUUe1bhlmGIokVLcJ0WxlESp7pOmOOpHae6TQ/GUTAMofdFNSxfTfYIPCT4i+KjgY3fcsHQRPSn4ouA6wXcFt9yx6I5FtEuwUfCAoF8wsOzW+26iNotMgo5gnGAS2mO1jYweiSno7ZzBE7vP4XAB7vNxzcU1G9csXLHovSz0ewGNpQno16CMi4J3p8C9PxK8x5J7r6UYtncv6iVScb7ke+lGav/w5OWTn4OUJDpA4/G4Bde2c3Tfcg7r2Ub30lfscAKncCbCYM7nAi7hcp7INTyDZ/JsXPN4Ad/It+Fawvfw/XjjYV7BP+fH+Wl+jl/ktfwGv4WUtfwn3sibcG3hbVzHDbyffdzMrQo1qRiVhBoKVJrKQn0zIe82lQtJT6vhajhvUoV4c5Maqyp5hZqsatWlapaag1Cr5uO6Xi1Ut6ul6l71gFquVqpVarX6tXperVG/U+vU22qD+kBtVlvVdjztUo3qAEr6VUC14boXpdcgZzNSD2BUScUIPk/MOYJFgtcKThEcKnin4FUW6QmJ3yw4VVKelvh/CM4SnCs4WbBScJhgpuBMwaCcwYIxgtmiz6NqB+K5Ns5PSjxZ0veovYj3l/hPbTqtVFuBP7PI66V8uWCm4HApGRD0Cr6kHkP6EMmNFfyJIAsmCuZaTVS2ehPxBRJPFd3ukpaulDKvCKZzADjI1dmmjJa4kXiRxD+Qd5O4GVgsKSulRZlql+BmpLSocsTzBcvUeGCBxPsJJgvWCI63iP638WrB0ZLyK4lfKzhBsEKwyJVZLv1mSx6V+BjBmwVJ0vdZrFpYtVi4nim+IFeueBoEnzKSiqgUXmUK/Mnl1masb+AFglmCmYJp4nP2Cx6SlDKJfyXYbLEqt6pIaskXb7b1lOt79C59SJ/Q57SD6qmJvHSYWkLY6XITKaHsnIdYkJ1LELfs3OGys0T4eY/L0NnCUcvPTEjYhPQSsHReB0+3CVPvsVy1TFVpVK+yVC4dBjsLeYblpZoMq61VaZCxNshOfg7crOS1tmfMAcsmwUmCCwSrBEdZpGclfpvgVZLyhMSTBWcK5gs+KDhPcK6U/I3ELxHMEswUHCD4lGCaYJzgIMFYwRGCEwT7ibQXBI+bHGuZEr/SZFh+SZn1gsMk/WEzEvHfWaT9knJQcscI/kSQJX2P6W8tTVJ+KFgkWCy5J12ZhZYdEk8S/LNIbpH4aMEywQLB/oK1guNFToPEqwWvFSwXrBQcJ2UCEr9ZMEZS2iyOzxs/UiwwTSw5HXN2eoiV2+nQjzca1cNg/1C1GvFlkvIatwJ/z23AfWoQcaW3sjmEMeVypWP+raTJVEuXYl6eg3n6eloIvJ2WYpZ5gJYjbyWtotUdPPpCcKVw5McSnys4U/BlwZ9J7v9I/HLBv0rKScE3JOVJwccFZwlWCI7pZGL5usrFnfM52EXg17m5N53DerxYQ9kxHdR1lgM2CG4hrlgsK6BKuofW0Nvkh3cZzJXwIpfzdfAi98N7rIV/qOev1GB1OebdpWoF5tq3MLf6dbIu0HP1Ev2IflSv1i/ot/WHutWZ7Mx3nnNedF533nTecd51Gp2vPCmeTE+Rp9RzleffPPej37NNK+WYRiozu6jC1PFwSuIRlMcjcY2i/irL+NRQs0UVUYwqxorYkdIVkvoJUlOwEi4zAaQc4nxKxfsFeH8a3p+G9wu4QGScROm9KF0GGRP1EtQbg7ea8FYAudvVCNyLTDNy01FDtmlBeS/K5yDFQdls40e9tqwXZduQkyg5CuXskwexEeZTVQzdHKTtVsNE6j8kRdu6kFKHOj4mh+tNgHcbPzeYJm5CPiPFTwn8BdLrzQHkNSMvwHvMdm7EfS+em8wO3o/af2l2UKwrIYBSLVKiyfiQ24JcP3mQ63VzbY4XOT55p85N9bnvNNocecfmNiHXh1w/cluQW4fcJslNhGaNKNGGEl6U8EKzZ1DqADRrQMlm3od7ULsPpf5G0SxYQyNSW6TV3o76bas93AyJR5ESQEoLyreaOtJI9SPFPnkpjo8gvxnSg+WaUQ7rRvMKt2E0fml2YrXeDM07pfisFOTYFjej/q7vNeC9ZuS2SW5Dt/d2INf2R5NIbQyT24K+OIKcZrTlKOoN4Dpm1qBEIx9HaejMJ0y9q11dh5wWlAyglC3RKHI8roxASI7lYrbZDN+ZbdbA3v4Ay8mGlBxcFegND+2FJiMphQuh/2iK1fOxy7FlPoeFeWkZ2pUUMs7WNvzuKOxEffWuzjtR307UtwaaNEFa0O6aeTdGqQHXHkiAHWN0D4v97MM47UeZIyhje+040lsx+ieQjpZCl92oy9YHGwzpcdumZnCyntIgOxeycyHbC9m5kA37QN37ZIxbIDfARykTa0iHj1E6W4s5jvQT4IWtg8Fa8E0vNfucSrSTgQcFfcAyc5TinGLjd0pMwBljjjljzRGn1BxCTsApNycd+AeKQYlDyG1B7pfI9SO3Gblt5CAnIDmluJAKmcV2lCS9BGnjOvJs3aXmJMU6RcYHSX9H3kGkWEnNqKcFOjWJxEOiDXSzqW7tJV3qaZMcrZeYg2iZz7E+SY2dYz3xuOsrdtE8mo4V1HHzR/MlcAP2s8F97HnwgZ1+c3U3mbdxy6Lz5mPazDYTgG8+P7RpPqe1vSO4JkxOI0L9OdLiObMJ4WFEi7vlvGQ2Al81HyO28xsakbfPC7s4P7T48zdSK+apbinb260Ul9+8TrHmhPF+TbVvxwxFmKts3Ie67Ceu05dDO7mC+bjW4o1G87x5K6LIdIQ0lE3CCjqdBps685Z5DbJbetDCtrSlXQs3Mam91s43MVcGNWrA5Q1ePXySzBFKCK0XskLaE0Xv+ESvll4L9jL3WQlRyREfaVuMcfeG9EWn3wqYf4aMjC/YFoyGIyfaveoQMrL23Xjc67rXEtFOo+uzo5H60hwzx/pond6g3l0+dq9F4fvSHHB7MNCDdRJswifW1XXU0nqY1dFXWAGhD8wus4XsGZrG/sM+Hwxar2WqYJ05ih0jmQ/tjiuixJPSBh/WyPIeRhtycTVROmrbHMq4iJ849x7bay9GsLugxrgfO6VMfERZK8w/zfvmFbGmj83jwC3onQ9wbxUW18lIH5aye9E/c8zrZhXCQ73o+N/2zeD6zdxtHofsHXaMzOdmf1SW8rr5B2ZTT+/roYhj/C/LLPPHU71IT9YZ6oPEDhwZ2UCX9E3u3W2J9FFbRD+ShLe1tbYudbWGWkT7yJ3RJyFyb0TJzpZT+sLXwbw4aU2ScORwu9dFvLnLvOJE4YEdkZkQylTUU2/nALdOXzct/F009LjfcPq6+vXO9Wh730Zkmccdma7adrG1oMV383cbgmNuVlA8ZvAT5lHMnftg0Y1mA3zUOvOI+Kpt7lo13e4bgmvWU2RtNJ/JPI11AK6j7faEsAkSXzcf4mkbSm1oXzuEkfFk+3q01z7fFiH9QCgXzZch8freRrHDo+3HSGrygG+ulw5akW1BJP8UaTbqbj921uzZ50X2p6esJIpkrpjQ7t37xAt/RKldfBD6Od2eSXfuzlx7/L8uxbNpZEQfHucyI0muuO787Oj1QHd/ElLqM/e+63RXAF1n9eh8SsfKZaPET5hfSzvSMFP4zCFYms+sQ85HSLf5O1wbyaLCU/qnXWKd+bhzLWa+cOdjH9hWZ3aAbetltfsRZua32+eaU2Ssde+/6VX/HZHXCuGtqt1fRbRmnzC8c4ecEnwLY+cFV7zmiPiS9rl1o6yzo5nxU0JWls3yy4390cyp5kTU9n4iEqeC67EwdhHTy06gsb03e63782hPZqL1VSHzSGPkdaSMWGM33xITzX4iXP/1xD2x1ajO1vruqaKS+ijWcTvMKkSHY0TvRMqnZmf4HbsdbzOvqy+EBTeAgVsRAiGl/OYF80lHqYfMjzF77exlhxiAnICsNANhRuuotcP2XRNsfBfs6MveLCjELoL+otWuBmRN/mWY4oVyFaKuQOg5n53pQ3YsgRCLz0NKKV0axi+GjunEDmmZVICY4/pvX4cnD8aGdVhE0JZKIsxzh0JtzWV7sL7BUY35VrfWlrD2G9Tu03Y/LmNSd2q7Ojli12i2/Rg/f/QnGaFMhS6vduwQ/H1Z/9q+6JgFfe7M3vvuivrCZbeVTVG/u7+n9UG4GTeaFpv3O1dS6K+6MFKOdvXVshPxR+MN3VVavZwoi12EMOeEOdLrLrWnj53Hhveh6+Mor517XfYgLV3nO9Gs20xnlrtnXFjvwCb3Rzlen5vl0a1LexhHT8i6cE27nzB7xC7Xd7IHc3ReqI1E8cnq2OM0ur4wEOohXet0bc3sO1vzSIhd7eu+s4zEl841aRh/0dx9jQmds6I5XwuZKUPXg82n1uL2T0PUI3e4796gT59B6K3BYft2mLv6HyT3Klw1fZCbhb3LWMgOOxaYkTrtYt8pvf7bdlaJhbZ0663EqE47fdHNuqF79m5abOzqf7rtbHPknKWt1/POKO3cPTls6WHveDhkZg90nL318VvPjp4NO1e0nxR1rt3F4zac/nernScvwsuYaM47oz81OzunUD3U22oOy8rPnr3+2k17wfwDK9KG4Lea8OH3ib87FFU79oVjLPZs2939ClYnkN3DN8jmRddLv3EGKwd/+D21PUs+3fO3b+hjTzvjzuh96vhFfYw9DT/PtEiKil9N4ecD2FKgb+vCsOcJTX1si4Z1dpvBI58KhuNc9DNuz2cjkU5Zvp5PX9p4DrXymoPmGEbxjH+BIZbmD/Vzkb9Nc8+IAh3f8KwInseb+80nSP1b8LQPmi09Cy3cJr8E8gZXtD3taMwT7hrw6TPrhbD7w/qoJZyQnei/vpbhjuuLZZwNizj/P71bfvvYncn5VaRfFvXUR653bt+JbcY+NIHSzTqsKex5a8CeR5lDwbOdqHcMceHqkbVokCFeSD9o9kbUaVP31W/frSK0L7rEAz14qUDIjONHL/iDcwBWYD5JC9h0WaU3nZ7dBb+dCX7z3vmbA/SG/2u0PX9EXROieP2qr5e/PUo/Lj227mzXLSc+dd3XkNHsXjHua3rc0Rw6LX2awLff96yBndndX1ae3T5uCneWE6lv5TvW0JOa0LyGTp5Ff7YQsrv1nd4ZzDf1q8GI+vwwfP+crV1NhO9Tu5/x3WJea5974Mn3n57niLbXI59f2FPRoOcPc35xFnaPXc4vpJXmi3BsFh0CkXYqp6mFr7N2d1QUOSqgU4n0YF1Gg3WFrqByXaOnUQXyhmA2sf9k+hbNonK6BaGSHkAYT8/R8zSB1iBMos30N5pMexGm0AmEqfZfvlTDRVxM0/hqvoam83f4OzSDH+AH6RJezU/TZfwsP0uz+BV+la7k9byerua/8Ls02/4/l+aoJtVE31Z+5ae5+rv6brpWr9Qr6S79kn6Jluo/6T/RMt2oG+lufUAfoB84qU4a3WP/360z9UDc47EnzKSBlEdjaZz+nr5D239mefQAna4z9CCdg9YNQOsGoHUZaE8K2vM8laElf0NLbVsquBj6V/I10H88PwjNJ0Dz1VTFT0L/iaJ/Nb8K/aeI/lP5XehfI/pPg863Ua2+HZrPFj2/66RBw+ugA+s0+Sd7GmXZf8TpW/WdoneWzsY9XXbFSZKbS/nBf81Bk6dQ36uQ+n397/YNSGTSqlUrbf/dX4n2DqBsykELKmgZvUmNfDN/wfW8mxt4DzfyXm7ifbyfj3AzH+UAH+MWPs6tfILblFYelaWGqmHqv9Qq9Qv1mL5e36aX6KVOkVPslDhjnLHOOKfUKXPKnQqnEj1XBC3z0HP5NAI2UoAwlAppKZ7vpv+lRbSeFf2WY3goHbe9yBk8hsfCKkoRsriKH+ds25f8A/Tlr/gefoY/4vt4M8KL0LOJX4JmrbyGT6pEflklqyx+S+WoHH5PDVFDeKO6QF3A70PjofwBtB7Gf1X1ajd/qCfqat6kp+qp/Imu1Zfxp/oKfQX/Hf22gLejVTdwnb5RL+Rd6MOVvNv+v0xp/bJ+TSXrDfo9laHf15tUtv5MN6gLYFmtaoxuc1JVjZPlFKi5TqFTqG5GP5SpW2xPqFvRF3+Wk4xE8iDYf4LFUDLFImRgHOOoCiMTTxPlTDcFpRKpGqWSwJR+CDUom0yp1B9hAPJTkZuGkIGnAXSR/FogQ8JAWHMmbGIgQjbuWRjrbITL5X94Q/CUQzNpMMIFeBqC8chFGIanC6gYY5VHwzE6+TQKacMwXsMRLsTojcBY2vErRBiNeBFKF1MJQhmNQRgrYZyEUgllEuaCJeWwNRuuhf3ZMF7CBHiLRPiLWWj7lXQN2jcHJTJoHrxHFd1Kd6KdS2Ar1bCVB9APDyLU0EMIqfQjhAH0MEIt/ZhWIP5TWoWSv4C/yaDfIFSBpS+hJ6znyaCX6Xfoj9dgc1m0nv6A/ngH3igHHN6KnviMtqEn/k670AdfUAP6ZA9CBjUiXCocz6Am+Kth1IYwik4y03BWsN3RsN1MGsUDeQhdyLmw4yLxBmXWjqnQ2jHKVPE0pNfy1VTMs3k2yl/D86hEfF0xz+fv01i+nhfSOHDxZrqKb+E7wOXF/ADkPMjLqZx/wivgZ37Kq+BnfsGPw89YD1MMVjyJMk/xU4g/DW9TBpb8igrAk2cg4Vl+Bd7mVf4I6eAMNAFnKM5yhmL5JH9FI9koohFoCtNIhQ8xWK5JKUc5dA347qEYFaNi4WnjVByNUfEqHv42QSUgnqgSEU9WyXS16q/602yVolIQT1WpiKepgXQl/EUWeSwnaZblJBCcBIKTlAA21kPObrWbvg1OTqQkPUlPoil6sp5MGbpaV1OxZSmwVtcid7qejvhF+iJK1Rfri6lQz9AzqEpfoi+hUfpSfSneukxfhjLgM10DPn+XJujr9HXUD779e9RfL9ALaDoYfj1N0jfoG2gyeH4j/PBN+iZK0wv1QkoH529FmdvgmS/Wi/QixG/Xt9MMzA130CV6MWaIQfCsd9Jl8H1L6Ap9l76LcvVSvZS+pZfpZZSn74Y/z9c/wEw0Ab7jZ6j95/ox1P5LvRrS4EdQ7wa9AfX+Rb+Let/T76Fe+BQgfArKHNBe4CF9GPUe0a2otw0btkEOO6l0GbxMDuU6g51hlOcMd0ZRvlPgFNB063eA8DsUD79TQY5TCT+M8aT/FO/TX/xOmniZNPEsmeJH0oK/6xffkSK+Q4nv0OI7SsR3OOI7xorv8IjvSBXfMQA+Ix8Msf4iXfxFDGajkZAxCiFW/EW1eIwM8RnV4jUyxGtUi9eYIl4jS7xGtniNSvEa48VrVInPiBOfMVW8Rn/xF2nwFtdiTrOeIk28Qyb4vwZxy/MU4bkCz7eiFZbhjjDcIwxPFYYzWN0G/U+CwxnC4RjO5yIaKByu5hIuAU/GgsnV4HANsBaMzRDGVgtjpwhXs8DV5ZQtLB0vLI0Tlk7lJ/gJSLAszRB+ZoCfz1C6MHOyMDODP+PPkFLP9TRM+DkSM28z5QtLR3Abt9FQ4WqycHWacDVZuFogXL1QuFomXC0UrpYLVyuEq/HC1QrharxwdZJwtUa4Okm4WiNcnShcHawQqFblqlxgnsoDWq7m2fmTctQINYIGqSJVRENUsSqmXOFwhXA4XjjMwt40PUVPoYHC3gzhZ4bwM034mSH8LNPz9XyUCbLU8nO0cHK0cDJBeDhaGDhauFck3EsU7hUL98YI95KEe+OEe/2Ee6Uu9yzrRgvfRgvfEsAuL+KWUUXCqEQwaiAVC6OShFH9hFGlWNEU03CsZkpplLDogv8Ha9+CkHja3ZgJdFZVksdrudk+QsSIAVligIgQAoSwxygQAgSIYQtbWEMgLGYjX8CICIiIiI7jqENjN4OIGyIgIiIiIiICsusg4zCM2rTSaNNK0zQiIsz/Vj7Tc3oE+zBzTp+e853vd9f3Xr26davqPmIiCnBqRBxJZs/sXIopyq8ooUxy6KdLlygORRgF6BqqTTdQPDWlFpRC7SmNumBWb8qhQTSMRtE4mkhFmK3d8nokUFb3gbkJNDN3YN8EWhu6D1M41aBadD3VoxvpZkqmNtSBbqGu1IP6UD/KpeE0mgpoEhXbFXVIKIKi6VpcW58SqAk1o5aUSh0pnbpRT+pL/Wkw5dEYGk+TqSR0jVIk1aRY1BpQI0qk5tSK2lInupUyqBdl0wAaQiNoLE2gKVQausZRFMXQdVSXGlJjuomSqDW1o850G3WnLLqdBtJQGkn5VEh3UBlNzc8vqpAVxrXGjcatxl0FqcECOWj82PiZ8YTxVEF+cIKcM170VGcMGGsVFBSXaZwx0Zhq7GrMGV9SWqwjjeOMk4wlxorC8vwCnWGcZ3zEuNi4vGjyxHxdZVxn3GjcYtxeVFpQpLuNB42HS6YVl+tR4zHjCePXxjOlKPS8pyNjuDHaGFtaPr7E1TXGGxONScaUMj+ngzHdmGHMMuYEoUOXaxxrLDJWGucFJ5cUukeNi4xLjMuNK4LFBWVujXGDcYtxh3F/MJjSxh02HjUeM54wfg2mujPG855hZAw3RoNtw2KNdY3xxkRjEtguLMXYwZhuzDBmge3Dcoy5xjzjWGNhcNq4YFiRsdxYaZxlnBecVhYMW2hcZFxuXGPcNGNCeWnYDuNe44fGj42fYN8K/vxXlVHY4T9fMjzA5RmGfRSGPR6BHXj1LcbuvTwV/iAGvuivrzF81pUo/4PRV2TcFVnrirz+CnTwivXhsxpeRZ3hmy9PwdrV+LkySjC7XuQF41njKeNXnjZa30br22h9G61vo/WjEsAGUfWMtY0xxkhjPNgwqq4x1hhtDPeMLALrRBYaxxrzjLmeP/tuDpq9Ft7+uquoM/z95dgIsS0bEWkkYksJVdIcWkCP0mJaRisQzzbSVtpLh+gofU4n6QxdYMfRXJsbcCIncztO50zOtp3FkeNgiyhr3FbV5h933UVYPOqYmxOqDeEpFnWZy0Pl5zbCsrLqWllfVbr+oXJKVRkeGSobh8p0u07D08Kzw0eH+gpD5dJQuSRUbgiVm0Pl4VB56C/aH4fKI6HyaKg8XVVGNA2VaVWyR/SvKmMWVvXHPIH/SW3niX0eB8ttjHjeCnE2DRmAUKScN14EY60ea/XGVm9s9WSrJ6NuOo3ZhP8Ou79epkdiZlpfleZuDM1ahf8y60mwmvcWHZDFhKGMxerHU6I2JZGzmgie0yTwgkJK3LQZGI53C8CS8BbayuYl27xUm5fyFzMa24x4m9EAvKgJmIE9EJOCGU2RTaXB2nLw/HHIoKbD1h6jJfQ87GwTbYeUDhmIaF2rTaqulfpnWW1Wdd+K6tre6tr3P9ZYqp6KWpz1Cawkmhv6+3A99MTZWIvq+anV84dX902q7qt+Ku+wa5W45nz814diCt6xZgUd0BE6UkfpaB2jYzVfx2mBjtcJWqgTdZJO1il6hxYpchgt1TKdquUa1AqdptP1Tq3Uu3SG3q0z9R6dpbN1jt6rc/U+naf363x9QBfog7pQH9JH9B/1Uf0nfUwf1yf0n3WR/kIX65P6S/2VLtF/0aX6lC7Tp3W5PqPP6nP6vL6gL+pKfUlX6Wpdoy/rWn1F1+mrul5f0w36um7UN3STvqmb9S3dolv1HX1Xt+t7ukN36i59X3frHt2r+3S/HtCD+oF+qP+qh/QjPaz/ph/rv+sR/Q89qv+pn+in+pn+Wo/pb/Rz/UKP62/1hH6pX+nv9Wv9Rk/pH/S0/lHP6J/0rH6r5/Q7/V4v6A96US85qNaJU+dcmAt3ES7SRbmAq+GiXU0X465xtdy1LtZd52q7612cq+PquhtcPVffNXANXby70SW4Rq6xa+IS3U2uqbvZNXPNXZI+rG/r7/QfdJuu0JMk0WkU41q4ZNfStXKtXYpr41JdW9fOtXcdXEfXCTNa0cG/21X8cQ3/vIo7sI7/d6v4Ddbxb76KuokkcIRiZKSMktEyRsZKvoyTAhkvE2SSTJZCmYgZGzEjR/pJfxkgA2WQ5MpgGSJDJU9GyDAZThxYBd+jVnJgQ/U+/rFn83/rkcCWAHxqYOWfd3tgHTWUYimRUimTqVIuQamQaTJd7pRKuUtmyN0yU+6RWTJb5si9Mlfuk3lyv8yXB2SBPIh7LXAdcJdYSJkqbaWdtJcO0lE6SWdJk1vkNuki6XIrZiBKulw32A1xQ0mijmF+V+kmGdJdMqWH9JRekiW9JVtulz7SF/ftCU/Mgf4+X/DRFzXRoQqfhhHRIToMo5l+CMFZApU4De/mPbyX9/F+PsAH+QP+UB724RejZXQDv8SreDWv4Zd5Lb/C6/hVXs+v8QZ+nTfyG7yJ3+TN/BZv4bd5K78jd8hCXKv23Cjexu/ydn6Pd/BO3sXvy0M+jGOsDzzxU7yMn+bl/Aw/y8/x8/wCr+AXGbE/kA7pIkP++lcom/BSsA2ua8alf7N99v/LL/6UZq6slZ/3N3+v/qUF/5HP8J/4LH/L5/g7Ps/f84Wf6nO5kuItXB6Sh+Vb+U6+lx/kkrKqhmmERmkNranXaB29QRvqjdpIm+hNerM21xbaUltrG20b8mRV7AaP5n2a92rer3nP5jPoSjqLHFs4kmOQZdfjBG7KrZBnp3FX7snZPJCH8Wgez1O4jKfzTJ7LC/gRfoKXYDetwE5dj125DfvtIB/mo/w5f8Wn8B4XRCRSYqS21JMEaSrJ8Dud4Gcy4Tf6wzOOhA+dBH9WAd81B37qYXlMFstSeVZWylrZIJtlm+yS/XJIjshnclxOymk5h+zOaUBraZwi89Nm2krbaZp21Z6arQN1GGLoeMTLGdiLv8Su2oQ9cwQrfR5rVhvrkeiSEIPT4JdGGEe6W8BRLh0c7eD9dIy7DRzruoD5zuek41w3Ui1wGfwUWuNdd3CCywQLXQ9wovN+bpLrBU52WeAU1xu8w/UBi1xfsNhlgyXOZ5qlLgcsc/3Aqc57y3I3AAy6gWCFG4SnjZBifsnLJyVePin18kmZl0+mevmkHLPyJcjbvIRSgVaeFsg0L6FM9xLKnegrlEre7WWUu7yMMsPLKHd7GWWml1Hu8TKKzzaLZbaXUeZ4GeVeL6PM9TLKfV5GmedllPu9jDIfXM/LwNf4aXADLwdf52fAjfws+AY/B27i58E3+QVwM/v8+S1+EdwCvys6jVeB03k1eCevASv5ZfAuXgvO4FfAu3kdOJNfBe/h9eAsfg2czRvAOfw6eC9vBOfyG+B9jGit8/hN8H7eDM7nt8AHeAu4gN8GH+St4EJ+B/yFPAAulgXgi/wuuJK3gy/xe+Aqy75X805wDe8CX+b3wXd5D7id/TlgB+8D3+P94E4+AGIngO/zB+Bu/pDEJSECR7hk2HwOdkFX/pS/RLsl8ol+iMXd+DP+Cu1WyC76IzJn8K/5d2i3Rq4xAHG6Ox/jk2inIPMYiKidyb/h36PdBnnIIMTwHthzX6Odih2Viz3Wk7/gb9BuixxlMOJ7Lz7Op9Buh4xlCKJ9Fv+W/4B2e+QvQxH7e/MJPk0OuzEP+zMbtcnIWboIrBVZ6mCwoxsCdkJG4JDtDEOm0Ae1iTJcbvU5AJVbBPWnleSqs48bRi21Eyf/ZEaEbMiyoqvzaJ21G57E1NSemUej6HFaBN9VgzO5l53J8uhxtH3OgcTAekZhRg0bZTln/f5sxTiNMamcx7nT2VckhzsGqk+pjXCGTsRzmtu39FS/1ygCc/w3oU70BdWD50mnXZqhGbRHMzWT9sIP9aR9mqVZtN9/nZGz8Fnn5QL8Fh4E3xWukfBf0RoDD1YXPixeE+DHcB6GL0vSZPizFE31Z2FSPsSfIKGKlViqAS96PeQSqgm5OuL5x6HpevDSrSmf23BXKuAMLqIgl/AiWspP8pO0U2/VLpCuu3aHdD20B6Trpb0gXW/tTfvhL/LogD3nI/8c/oEvUkDqSwOKNj01whjDYieEvt2pIn/EaTZHRkCqp+RpignNmGxfuRgjQ6vmaift7K+okpXDOQKyepka+HkhDXpruYS382+G+4ak+BKWGPCz0D5RdTfUPvXfsqT1/0abWMXmuF0b7gRJK6WSotDrIKH/Tnkc53iWKTKF6iDHLqa6dkUifsR1cIZnZNtByxEF2vFfKitollkhUxP0tYY9BNE7G1aRjlgaRs/AAuNoNcdjnTbbOu3hzlinfbZOH/l1wsWH8GsOb3Cak/gSfrfhHVtzFy8Jd/WScDf/ZM7wEnN3vP9ZzoQOznEP6OE894QuLnAvuSgXOct/kuHe0ItwH+jGcV/oJ5yzoaNIvh16CnAOdBXN/aCvGO4PncXxAOitLg+E7hrwIOgvnnOhwwQeDD025iHQZSIPhT6b8jDotBkPh16TOA+6TeYR0G8rHgkdp/Ao6DmVR/tYzGOwI3pzobcwLjGNObNZr7N2pusuZhODTbdDbU1Gm30UmhVMNFucapYfNPuoMLucDm23hL22+MmTGE5hdhq7OhvpoF3/C7OQJ+4AAAEAAAAIAAAABAAOAAJpZGVvcm9tbgACREZMVAAObGF0bgAOAAYAAAAAAAEAAgAIAAwAAf9WAAEAAAAAeNrdmQk8lGv7x2ezr1mzj2WQ9Z5BCKGh0ihpCiVqjImxDTNjl7WciqzlhBZkP7RqkfaShCSSLGkhUkKRVv7PjKVpOee85//5v+/n8/5nPuNx3/fz3Mtz/67vdV3PA4PB4Owv6whD20BHCRj7gzYH8WgTbj6txJWJk0JwHkRePHoRVIVBwOFYAcDHzaUtjETIcsEAiZtfmxuOgscbI+CoPCJwBDocNfIFirHyMHP21wHmAWPAaDA/GAXGhH5LWV+gzNEZSqJWxWoqxtCJsO2mUgLfKUv+7v05XnnxciIgHgHNCF6EEA280Kcg+miR4VmTO5HIxgtXgND8LOEIaD5b2NNDbkBxiyM2ELHSQJJV4BcXdqLQqUSqV4AO2i6ArIc1BkasBgFxPbwficFAG6DXBnv4UcnotXSqP4kejsZT6EzqNiqZxKTSAtDWwUxvGp3KDAeK0kKmiwEWZwrYn03SQjgTYAJVGBiZGplu+vdPIO4I55rhXDBk3F4YiNuNiIuD1W/eePit3B64RJVoL8qq67nzcR9bq9QdggItBo8eLWh+g3BRwkxqldpwlb9GKoXFHM6szoGVq25vr9hZQLato2s0jtvfCg66bzrisGw0uJc/7VYKmnZA5EOF6pbARYsL6xMHTuagG4hFOwcsLm/PmVKzNegOkRwWKQjytKfoxXnbliCQkJx+2BIkNK8aezHtZh11mIOEeE/x5y/8C3Ykv9OU98rQjzpb+6l3dHD/RYVUP51Sx0ZGR+FV4uiadvWrIXDnuAx35bGWk9MD95RdmqjSz23kD8rYmO7e3H0QJuK0F5E9XJBma99XI1poMYpDCo/d/TBY75j8wuPIiyNXt5+jH6xfvMT3yJrSaU8hTxCPfAP9nPOQCDgCIRqd+epz1K01G4cIOaFt3F/MOGfMBYkoLoljEzdZYyWBOKvAKy7oTGEwKfQANJ4USMFKADFWNY+4gE0w3YMUEEL186NgRaDe2DvOvd6bFMqkYBWA3MxOS8xUfL+zWCWgwGpGikvNNq+n+kOjkPwDqQFeaLw1S3FYHBaHw35THEtuYE5x7t8rbnY4fnEJYrg/KYBJIaPxNHogjT4zHAB6M8NpzDezBkQT50YkUughVDKFAQ2N1kWvwEF2p/Kj4uLhIjConh8RD4fDTlactltP+F1ejL8DE56u4qxF6z6vfhPP8L1+RW/tps8S10NS8HAMvir/me344LnIG8xGlYdV+2CIydXDV6rO2aj5Nm2xNWuxuYsXY0jHJ1GrtBuyFSvocuqrg5ROYns+O5IQxOLyCTsdrjDbIv3ddweyB6aSnzlbWtzK6F71IdKgL5z/82jwLuuD07VIx+zyh35HMqm/URYl7Ly+VeLm7Xozic6rcaNKQszHGSp/3Jn8zIzSeDG5Si6m5MZh3WN7hopflGtIbSdNHghacPHZ2nxCv9unfuESnSPlFHRrR9bg7aiiNSttpmWe2fBkCDz03hHr5hPmadu0dXn0+mviUbXhY/XXgtiiPxr3CcRNsrdSQRglhZLYkjMRsLmxkZnT1rN9xLLrtX2sXg/AcfNCbOTi4oHDUepADajMlQE8UcqbyQxcoq9PIzMC9ZhsKeiRaf5sjSmIw+HTKF7ADR0QcBiwZNUpoUzAYmCYh8sDiXqzF5PpfhzX6s8oilNQeGs96By2nhUwKEHAPzcDJC8QZlWKsEZCQXbCDTRZ5QUoZaBUCIkKKwOkZ5QjyuqQrRddHDA00cX+YD8si0fy5aaGj8RsBOUj3mc+PedTqHGI53Yz3lK87ojU3iH5DD6bgAn/Vy5RYPAjda8qQ0CMtqLsmOmCD1onc0/I3kh5tTELVnlXcPWpe9hi3s1aEV+eRSg425dSFr4Mt/LAZAXU1Rn7JCjzplgP9TxytlQItftNS4rbvdjER0XsqKNMQvRZEI9Kgyz+46zFy/GZhW3N6jSuKXTct/x2VtiPFv+fcBtgMRYLeYp5I8ZCReM5I4678y/OYBYXAuJScw3o9fRgBhO9hsIMpdF9sUuAycwJWE3yIjQOgMXo77uArHo5jY4mzcwtguKJDmZQ0LQAv3CsLcDPbLH5fOf/bJ0sYhj9LTGOq/HyLoowOrxVsHyAYLamO+qiua18jfaTqUWIj868Rz13SmpMjFXexu52UxnUKi9edjr1Q/WGcyfPEU5PpUbzOL8ewXdt85AkNW8VKux4/OHJDQ9ei/Xir+zubFy/U71fO1XuyKuJ/PTrBnYdeLLPOsL91MFAx9Utu6mRdYHvT3eLMbsi3QhOrVlXJEPzT4wXYN4el8/wWtg/zo0aSavug/X1LDkjM424MG7+5knSK+Ok1+MPK96+H7U43hOcbiCjIG/VwFSTUc58JDFVobWuLvUByq5vL3nFLnNqQsPUikva0Q61+48JH2prwV/1YjyX4I3utzzCOG/A3+xmafhb1p43xEGM5Awx4uGu0B1xBiLzBs4FkNABYGesWwtoAvU8tTyVRDSHdYdAG8OANoZt34FkkgHbnn80XQtWGY2C8AAxBwX9CwNQd3O2joBLybO6ZEB9hoaGft8nOZDBgbGYVkrJ9Z7XNaOA7x3e9BPiuAHWAPjPY0wQRQJb8t3yXMFG4Aw2SPFB6vCi6HtRt0GRnRLgmY3tUBKp/a2yiRV7U3xvNMf6tK1cqBMpowcwUqqzK/OjedG+n0YIg13H6smQg5rQLQFqHNRcyElNzg5+waSjTdsVJ+uC964ccDK0h6UFlzkWOV3zvzg1QVR5eaCgIic6UPF0ipnt88T92E5/+8+Ga2OzmtTeWvWiLJ9R7hqqkCSHtgV63h8LeHdn4UYf6+XR8Y9lTgRinahCgi8UDgW5dDc+9ph4GiGK6IjoNvvkfKn+ZepyZdMjjhT7lCWXNa0DFSAmHYWYlDTLJOHmcZPbU1eMAlAdPgfkZNf+yKR/t1+fiSsA1uS7uAJnOockj380Pkto7PG1/258FlYodNYcDP+WFAVkAVOb8zWqJTZ2NcLT+aMkfmLmiQNdlToiq2oDphPNiRtEJO+iLLW/lmVlPbpMChdwrbdPDOl/gieo7H9zXRt/7UiHd1WKlcObnSbVC2pV33q6jEriaGuc84/tKkQ81FJsIjztIT+Q3o1zPeGevan0kOZaYek3WV0kM1tHhWYxJ4GMFV/+OPZ+m8WKikD6QMbAlibR6psJnvtkLmFinw7eVym6dwERkR+a6Uq58UaaedE6Uaub1z45Izld93CojZJ3eykztEvYFZfklGRw6RH5tt2hJbW1QwYC98eOyo0nXX502jnJ7DGqJELllNoxvbrA2strEtR5PwtcKnPI5n0qqkkvb5ojhTN0R4hAcJ4UCAADUmwfzir9hRvniQUMDvPxAhSgxWE+irPmw2Tosi0olKHHmN0+thEZz5+LSNT+di6JSvrxVKiaoUsm6Xrh9MgUOjCfYZgRMADYPP08Xc6rWRj7i6shnP2rkQeOg1TLb1GPCq+SUHxg37mOLG3pvvii0AugxGpWRS0EUrG/jsh+oARLc2FmVelaMPvRVA9gHHZ0hwYPbeGpx5juvLZ9yPLENZgjOVZI+Z67z8MblL25O8/iqvyvjOuokw367Dz9hV7c8BKe5Co08ovaLXXr5aneUy970LeCRJr2M7vPbn58yVgJH/Yi7EyTJgp9tHyMcHPXonTh2JYFX3o2hwQ4uAvbLrcOEDoxZJJzckknX5DoF/nwqtjICur414NnBaW0x2Jc+SxyXZ9J3RGP84fpmQiVLkrVeXpqfFMZ/LjkQR19O7kulZobU2H7HG8knozf5TZqUeWYH26grRdZ3Y3mEw965SPj2jxYBJx1dttZVjfH1F9ZquJNJuZcojIrahXMYzKe3Lgo34EKBvFcUOiECpvFFBNDrOTpO94iiTp+YLXdsPdPyVLV/1XkYgZMZ07ArafQ/Rlo2jZ2ZEJiov/UWdEDSWgozIEopgd0ZjSC+Sl0wdM8KWzqsDAEMQ7MZ1XAlIN+kGODivMBWev3yxIHC2ZyQH48yY+6jUYPoJKwC9jOG8oAeYmkAPQqGoOCVQXK7OVLyFp70jygccOhjBFaDHQLZmlJ8cSKAVH2SiX41ocHUqBwLICJXcq2GWj1RjZULyqT5Ie2s5lfgi56NZVMpzFo25hoIvQnlESnoJ2giXjOBGAhuLmBkX818N/y9tz1BUQ3zQJSK6ot6LK56dJNVxXlLww/23ejziTh2itdX5FV5/doTEtLct15PETID83wFHZ4/7b1Pffl7P2nybK3TlU+LRYIHGg3WnddeU8WTkfIY0+70sPMAbGgCcGWY0FbNzDX3Tv2bMN+kScim18aF/MSNqdPt2VckOzzSPZh9Kz9o9Tp8Cp3+hXxppdXWzNyk6t9+as1HM475rpLURVa33g90JzsE0x9FdWx6XaY70TIEA7fS7fMoVP3wtbf5/t8uPPl9Sdl+LYM5qpzN+GpzwGh8qSVi/PW9tSEd0mvrl56gHegLLCkS0q7V3ZOB3GdWnT4oFDYroFhwsGMwqZ82a+pvIcr53gbCd2RUPb2K4izYfsjVK1m+GYKoIwgzyAPm6g/F6MxyAa6LJHp/hSt4Yn4mSY242xmQjQLwJK9wNbElfDED7ZwHmnkP4rUfpHIIUEQB/EpgPwvBkxmHKz/eTUs5P/ZaiDec4K2ObtsKFJ9nFCfkvpwlEt95Pn9kkOQ9fDNrHEZNCnoHqJEIQf27Umh3Ex2C2PFv79gcrk36dLxnnWImynWRdtpuw5fnqpuOOc7fN2EIueBtenKrTQ1uLJz37Qf7OOFffvycl0HHJR0kRufPC/oIbdf7NdmwiN1C2HMxV3uGdm5HyKlq6/0mNi/0NnxaY1Wp2j2g/G9++MMhj1FclfaqBhu4SEHdXk3tjhOm/R2DgqfvjaEOc57WvDQHZB5RzC6xyy2Q7WA/4EUpluws6sHhzyTq/SpZd3HRzlaokuTT/4uZ61XpgTXp9nxdfud074b06Hf3bj9PVWxd59CfW1I0bNJQ+2Q1nG9pRLPhnys3/YOxwjrd7859p7Lj9/KasxBeU9CQuHZFB4vSUYb99bum50ySQRNo7PXnoJ4bn6IyW9nmbwO1l+OcfoimzicVd9GMKj7icn/n7JJFqkBwHGmzqzit9T5v9MB/R2KJ1QJ7kUP99TgXrY5T4701alHV8ocmCo9tH3f+8W+og+D40AMyjumQTtYsUmBN7mXuq/E+OjByNgn2U/fGK/ectdM4k1i270JDaOLGAGTkmTyIemjvEV/nPjc5OMRb/9AuVPu0djzHWZ7tBx2uqbBHepLQkRjNJBRl49Fb7/W85HrotzKg9SBq4Xm5tawpb1Z/bV9+4LaN8DrYOqrrMzP5KuXCZb4x6akYSKbr1jKv9LP+tT/W+itM06nIszWA6Jcr4fhtGLL+KZMzZ399tJrol2/FmZmx/Q2jRQGj4xIvl8x8EGG3qFnKFtcVWIffanGQdDCeQy0Fy9OaY8NeSijV9QUbai7ew7FU9Ad+fTLp2CBMwSlAiiq/Z6gTv+AoPPhMAIBFGXl/2qnf0qz/+OJMNvp6AJtsChPIw+TqPpXDwZ0vYzYjuZ/lz4rzDgWKSAx71gQHC7mTyP0OfGvXkuw08XpmnBE6L/0C5yO45cPG37hDZxUXhgW3iQ1rKyGVzqVeoo8Sk6/WdMo2F8ZkacS07vCZJWuX0tMkGzU68Cyk6MOfSKCxE+S7lPMA3ZqO+PU5dMlVpywJyfX5Bu23bIdFNqpzkDeK0v29O8Oynhhy7VVcqOj6RcXCd+ptsLhcF9eQWv6gLEKN99l1ZeWNjmKL0mHGk+mbf5icX9vxTILyuK2KgsrzdRc0WZV9UYCuiFNyS3Z3vCOeUe/cTutCH3J8JX6o2NCA7U5k/lVyukGtMRBlxpMFFPYZSpYjmx5FxuVmyqXdbiWGLLD9WBl+qeK4cwLbreVidfjieTjYkJrf1sgZ7F+XdYenYMWGbK8OVx6dZlFK9NbsfGoXMgb/I6Aw0Fc/X8pAH+RWXx7FZgXdwASHt9seKAJx/Igob2HwWBAZl4OfEisIOfbRyDPURLACgPOVkmgwlESZL27yReNFWYth8QKl1lrQQPVb5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-moz-osx-font-smoothing: grayscale;
}
@font-face {
font-family:"Source Sans Pro";
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font-style:italic;
font-weight:400;
-webkit-font-smoothing: antialiased;
-moz-osx-font-smoothing: grayscale;
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) format('woff');
font-style:italic;
font-weight:800;
-webkit-font-smoothing: antialiased;
-moz-osx-font-smoothing: grayscale;
}
</style>
<style>/*! normalize.css v2.1.3 | MIT License | git.io/normalize */
/* ==========================================================================
HTML5 display definitions
========================================================================== */
/**
* Correct `block` display not defined in IE 8/9.
*/
article,
aside,
details,
figcaption,
figure,
footer,
header,
hgroup,
main,
nav,
section,
summary {
display: block;
}
/**
* Correct `inline-block` display not defined in IE 8/9.
*/
audio,
canvas,
video {
display: inline-block;
}
/**
* Prevent modern browsers from displaying `audio` without controls.
* Remove excess height in iOS 5 devices.
*/
audio:not([controls]) {
display: none;
height: 0;
}
/**
* Address `[hidden]` styling not present in IE 8/9.
* Hide the `template` element in IE, Safari, and Firefox < 22.
*/
[hidden],
template {
display: none;
}
/* ==========================================================================
Base
========================================================================== */
/**
* 1. Set default font family to sans-serif.
* 2. Prevent iOS text size adjust after orientation change, without disabling
* user zoom.
*/
html {
font-family: sans-serif;
/* 1 */
-ms-text-size-adjust: 100%;
/* 2 */
-webkit-text-size-adjust: 100%;
/* 2 */
}
/**
* Remove default margin.
*/
body {
margin: 0;
}
/* ==========================================================================
Links
========================================================================== */
/**
* Remove the gray background color from active links in IE 10.
*/
a {
background: transparent;
}
/**
* Address `outline` inconsistency between Chrome and other browsers.
*/
a:focus {
outline: thin dotted;
}
/**
* Improve readability when focused and also mouse hovered in all browsers.
*/
a:active,
a:hover {
outline: 0;
}
/* ==========================================================================
Typography
========================================================================== */
/**
* Address variable `h1` font-size and margin within `section` and `article`
* contexts in Firefox 4+, Safari 5, and Chrome.
*/
h1 {
font-size: 2em;
margin: 0.67em 0;
}
/**
* Address styling not present in IE 8/9, Safari 5, and Chrome.
*/
abbr[title] {
border-bottom: 1px dotted;
}
/**
* Address style set to `bolder` in Firefox 4+, Safari 5, and Chrome.
*/
b,
strong {
font-weight: bold;
}
/**
* Address styling not present in Safari 5 and Chrome.
*/
dfn {
font-style: italic;
}
/**
* Address differences between Firefox and other browsers.
*/
hr {
-moz-box-sizing: content-box;
box-sizing: content-box;
height: 0;
}
/**
* Address styling not present in IE 8/9.
*/
mark {
background: #ff0;
color: #000;
}
/**
* Correct font family set oddly in Safari 5 and Chrome.
*/
code,
kbd,
pre,
samp {
font-family: monospace, serif;
font-size: 1em;
}
/**
* Improve readability of pre-formatted text in all browsers.
*/
pre {
white-space: pre-wrap;
}
/**
* Set consistent quote types.
*/
q {
quotes: "\201C" "\201D" "\2018" "\2019";
}
/**
* Address inconsistent and variable font size in all browsers.
*/
small {
font-size: 80%;
}
/**
* Prevent `sub` and `sup` affecting `line-height` in all browsers.
*/
sub,
sup {
font-size: 75%;
line-height: 0;
position: relative;
vertical-align: baseline;
}
sup {
top: -0.5em;
}
sub {
bottom: -0.25em;
}
/* ==========================================================================
Embedded content
========================================================================== */
/**
* Remove border when inside `a` element in IE 8/9.
*/
img {
border: 0;
}
/**
* Correct overflow displayed oddly in IE 9.
*/
svg:not(:root) {
overflow: hidden;
}
/* ==========================================================================
Figures
========================================================================== */
/**
* Address margin not present in IE 8/9 and Safari 5.
*/
figure {
margin: 0;
}
/* ==========================================================================
Forms
========================================================================== */
/**
* Define consistent border, margin, and padding.
*/
fieldset {
border: 1px solid #c0c0c0;
margin: 0 2px;
padding: 0.35em 0.625em 0.75em;
}
/**
* 1. Correct `color` not being inherited in IE 8/9.
* 2. Remove padding so people aren't caught out if they zero out fieldsets.
*/
legend {
border: 0;
/* 1 */
padding: 0;
/* 2 */
}
/**
* 1. Correct font family not being inherited in all browsers.
* 2. Correct font size not being inherited in all browsers.
* 3. Address margins set differently in Firefox 4+, Safari 5, and Chrome.
*/
button,
input,
select,
textarea {
font-family: inherit;
/* 1 */
font-size: 100%;
/* 2 */
margin: 0;
/* 3 */
}
/**
* Address Firefox 4+ setting `line-height` on `input` using `!important` in
* the UA stylesheet.
*/
button,
input {
line-height: normal;
}
/**
* Address inconsistent `text-transform` inheritance for `button` and `select`.
* All other form control elements do not inherit `text-transform` values.
* Correct `button` style inheritance in Chrome, Safari 5+, and IE 8+.
* Correct `select` style inheritance in Firefox 4+ and Opera.
*/
button,
select {
text-transform: none;
}
/**
* 1. Avoid the WebKit bug in Android 4.0.* where (2) destroys native `audio`
* and `video` controls.
* 2. Correct inability to style clickable `input` types in iOS.
* 3. Improve usability and consistency of cursor style between image-type
* `input` and others.
*/
button,
html input[type="button"],
input[type="reset"],
input[type="submit"] {
-webkit-appearance: button;
/* 2 */
cursor: pointer;
/* 3 */
}
/**
* Re-set default cursor for disabled elements.
*/
button[disabled],
html input[disabled] {
cursor: default;
}
/**
* 1. Address box sizing set to `content-box` in IE 8/9/10.
* 2. Remove excess padding in IE 8/9/10.
*/
input[type="checkbox"],
input[type="radio"] {
box-sizing: border-box;
/* 1 */
padding: 0;
/* 2 */
}
/**
* 1. Address `appearance` set to `searchfield` in Safari 5 and Chrome.
* 2. Address `box-sizing` set to `border-box` in Safari 5 and Chrome
* (include `-moz` to future-proof).
*/
input[type="search"] {
-webkit-appearance: textfield;
/* 1 */
-moz-box-sizing: content-box;
-webkit-box-sizing: content-box;
/* 2 */
box-sizing: content-box;
}
/**
* Remove inner padding and search cancel button in Safari 5 and Chrome
* on OS X.
*/
input[type="search"]::-webkit-search-cancel-button,
input[type="search"]::-webkit-search-decoration {
-webkit-appearance: none;
}
/**
* Remove inner padding and border in Firefox 4+.
*/
button::-moz-focus-inner,
input::-moz-focus-inner {
border: 0;
padding: 0;
}
/**
* 1. Remove default vertical scrollbar in IE 8/9.
* 2. Improve readability and alignment in all browsers.
*/
textarea {
overflow: auto;
/* 1 */
vertical-align: top;
/* 2 */
}
/* ==========================================================================
Tables
========================================================================== */
/**
* Remove most spacing between table cells.
*/
table {
border-collapse: collapse;
border-spacing: 0;
}
/* Fonts */
/* Colors */
/* Font Awesome uses the Unicode Private Use Area (PUA) to ensure screen
readers do not read off random characters that represent icons */
.fa-glass:before {
content: "\f000";
}
.fa-music:before {
content: "\f001";
}
.fa-search:before {
content: "\f002";
}
.fa-envelope-o:before {
content: "\f003";
}
.fa-heart:before {
content: "\f004";
}
.fa-star:before {
content: "\f005";
}
.fa-star-o:before {
content: "\f006";
}
.fa-user:before {
content: "\f007";
}
.fa-film:before {
content: "\f008";
}
.fa-th-large:before {
content: "\f009";
}
.fa-th:before {
content: "\f00a";
}
.fa-th-list:before {
content: "\f00b";
}
.fa-check:before {
content: "\f00c";
}
.fa-remove:before,
.fa-close:before,
.fa-times:before {
content: "\f00d";
}
.fa-search-plus:before {
content: "\f00e";
}
.fa-search-minus:before {
content: "\f010";
}
.fa-power-off:before {
content: "\f011";
}
.fa-signal:before {
content: "\f012";
}
.fa-gear:before,
.fa-cog:before {
content: "\f013";
}
.fa-trash-o:before {
content: "\f014";
}
.fa-home:before {
content: "\f015";
}
.fa-file-o:before {
content: "\f016";
}
.fa-clock-o:before {
content: "\f017";
}
.fa-road:before {
content: "\f018";
}
.fa-download:before {
content: "\f019";
}
.fa-arrow-circle-o-down:before {
content: "\f01a";
}
.fa-arrow-circle-o-up:before {
content: "\f01b";
}
.fa-inbox:before {
content: "\f01c";
}
.fa-play-circle-o:before {
content: "\f01d";
}
.fa-rotate-right:before,
.fa-repeat:before {
content: "\f01e";
}
.fa-refresh:before {
content: "\f021";
}
.fa-list-alt:before {
content: "\f022";
}
.fa-lock:before {
content: "\f023";
}
.fa-flag:before {
content: "\f024";
}
.fa-headphones:before {
content: "\f025";
}
.fa-volume-off:before {
content: "\f026";
}
.fa-volume-down:before {
content: "\f027";
}
.fa-volume-up:before {
content: "\f028";
}
.fa-qrcode:before {
content: "\f029";
}
.fa-barcode:before {
content: "\f02a";
}
.fa-tag:before {
content: "\f02b";
}
.fa-tags:before {
content: "\f02c";
}
.fa-book:before {
content: "\f02d";
}
.fa-bookmark:before {
content: "\f02e";
}
.fa-print:before {
content: "\f02f";
}
.fa-camera:before {
content: "\f030";
}
.fa-font:before {
content: "\f031";
}
.fa-bold:before {
content: "\f032";
}
.fa-italic:before {
content: "\f033";
}
.fa-text-height:before {
content: "\f034";
}
.fa-text-width:before {
content: "\f035";
}
.fa-align-left:before {
content: "\f036";
}
.fa-align-center:before {
content: "\f037";
}
.fa-align-right:before {
content: "\f038";
}
.fa-align-justify:before {
content: "\f039";
}
.fa-list:before {
content: "\f03a";
}
.fa-dedent:before,
.fa-outdent:before {
content: "\f03b";
}
.fa-indent:before {
content: "\f03c";
}
.fa-video-camera:before {
content: "\f03d";
}
.fa-photo:before,
.fa-image:before,
.fa-picture-o:before {
content: "\f03e";
}
.fa-pencil:before {
content: "\f040";
}
.fa-map-marker:before {
content: "\f041";
}
.fa-adjust:before {
content: "\f042";
}
.fa-tint:before {
content: "\f043";
}
.fa-edit:before,
.fa-pencil-square-o:before {
content: "\f044";
}
.fa-share-square-o:before {
content: "\f045";
}
.fa-check-square-o:before {
content: "\f046";
}
.fa-arrows:before {
content: "\f047";
}
.fa-step-backward:before {
content: "\f048";
}
.fa-fast-backward:before {
content: "\f049";
}
.fa-backward:before {
content: "\f04a";
}
.fa-play:before {
content: "\f04b";
}
.fa-pause:before {
content: "\f04c";
}
.fa-stop:before {
content: "\f04d";
}
.fa-forward:before {
content: "\f04e";
}
.fa-fast-forward:before {
content: "\f050";
}
.fa-step-forward:before {
content: "\f051";
}
.fa-eject:before {
content: "\f052";
}
.fa-chevron-left:before {
content: "\f053";
}
.fa-chevron-right:before {
content: "\f054";
}
.fa-plus-circle:before {
content: "\f055";
}
.fa-minus-circle:before {
content: "\f056";
}
.fa-times-circle:before {
content: "\f057";
}
.fa-check-circle:before {
content: "\f058";
}
.fa-question-circle:before {
content: "\f059";
}
.fa-info-circle:before {
content: "\f05a";
}
.fa-crosshairs:before {
content: "\f05b";
}
.fa-times-circle-o:before {
content: "\f05c";
}
.fa-check-circle-o:before {
content: "\f05d";
}
.fa-ban:before {
content: "\f05e";
}
.fa-arrow-left:before {
content: "\f060";
}
.fa-arrow-right:before {
content: "\f061";
}
.fa-arrow-up:before {
content: "\f062";
}
.fa-arrow-down:before {
content: "\f063";
}
.fa-mail-forward:before,
.fa-share:before {
content: "\f064";
}
.fa-expand:before {
content: "\f065";
}
.fa-compress:before {
content: "\f066";
}
.fa-plus:before {
content: "\f067";
}
.fa-minus:before {
content: "\f068";
}
.fa-asterisk:before {
content: "\f069";
}
.fa-exclamation-circle:before {
content: "\f06a";
}
.fa-gift:before {
content: "\f06b";
}
.fa-leaf:before {
content: "\f06c";
}
.fa-fire:before {
content: "\f06d";
}
.fa-eye:before {
content: "\f06e";
}
.fa-eye-slash:before {
content: "\f070";
}
.fa-warning:before,
.fa-exclamation-triangle:before {
content: "\f071";
}
.fa-plane:before {
content: "\f072";
}
.fa-calendar:before {
content: "\f073";
}
.fa-random:before {
content: "\f074";
}
.fa-comment:before {
content: "\f075";
}
.fa-magnet:before {
content: "\f076";
}
.fa-chevron-up:before {
content: "\f077";
}
.fa-chevron-down:before {
content: "\f078";
}
.fa-retweet:before {
content: "\f079";
}
.fa-shopping-cart:before {
content: "\f07a";
}
.fa-folder:before {
content: "\f07b";
}
.fa-folder-open:before {
content: "\f07c";
}
.fa-arrows-v:before {
content: "\f07d";
}
.fa-arrows-h:before {
content: "\f07e";
}
.fa-bar-chart-o:before,
.fa-bar-chart:before {
content: "\f080";
}
.fa-twitter-square:before {
content: "\f081";
}
.fa-facebook-square:before {
content: "\f082";
}
.fa-camera-retro:before {
content: "\f083";
}
.fa-key:before {
content: "\f084";
}
.fa-gears:before,
.fa-cogs:before {
content: "\f085";
}
.fa-comments:before {
content: "\f086";
}
.fa-thumbs-o-up:before {
content: "\f087";
}
.fa-thumbs-o-down:before {
content: "\f088";
}
.fa-star-half:before {
content: "\f089";
}
.fa-heart-o:before {
content: "\f08a";
}
.fa-sign-out:before {
content: "\f08b";
}
.fa-linkedin-square:before {
content: "\f08c";
}
.fa-thumb-tack:before {
content: "\f08d";
}
.fa-external-link:before {
content: "\f08e";
}
.fa-sign-in:before {
content: "\f090";
}
.fa-trophy:before {
content: "\f091";
}
.fa-github-square:before {
content: "\f092";
}
.fa-upload:before {
content: "\f093";
}
.fa-lemon-o:before {
content: "\f094";
}
.fa-phone:before {
content: "\f095";
}
.fa-square-o:before {
content: "\f096";
}
.fa-bookmark-o:before {
content: "\f097";
}
.fa-phone-square:before {
content: "\f098";
}
.fa-twitter:before {
content: "\f099";
}
.fa-facebook-f:before,
.fa-facebook:before {
content: "\f09a";
}
.fa-github:before {
content: "\f09b";
}
.fa-unlock:before {
content: "\f09c";
}
.fa-credit-card:before {
content: "\f09d";
}
.fa-feed:before,
.fa-rss:before {
content: "\f09e";
}
.fa-hdd-o:before {
content: "\f0a0";
}
.fa-bullhorn:before {
content: "\f0a1";
}
.fa-bell:before {
content: "\f0f3";
}
.fa-certificate:before {
content: "\f0a3";
}
.fa-hand-o-right:before {
content: "\f0a4";
}
.fa-hand-o-left:before {
content: "\f0a5";
}
.fa-hand-o-up:before {
content: "\f0a6";
}
.fa-hand-o-down:before {
content: "\f0a7";
}
.fa-arrow-circle-left:before {
content: "\f0a8";
}
.fa-arrow-circle-right:before {
content: "\f0a9";
}
.fa-arrow-circle-up:before {
content: "\f0aa";
}
.fa-arrow-circle-down:before {
content: "\f0ab";
}
.fa-globe:before {
content: "\f0ac";
}
.fa-wrench:before {
content: "\f0ad";
}
.fa-tasks:before {
content: "\f0ae";
}
.fa-filter:before {
content: "\f0b0";
}
.fa-briefcase:before {
content: "\f0b1";
}
.fa-arrows-alt:before {
content: "\f0b2";
}
.fa-group:before,
.fa-users:before {
content: "\f0c0";
}
.fa-chain:before,
.fa-link:before {
content: "\f0c1";
}
.fa-cloud:before {
content: "\f0c2";
}
.fa-flask:before {
content: "\f0c3";
}
.fa-cut:before,
.fa-scissors:before {
content: "\f0c4";
}
.fa-copy:before,
.fa-files-o:before {
content: "\f0c5";
}
.fa-paperclip:before {
content: "\f0c6";
}
.fa-save:before,
.fa-floppy-o:before {
content: "\f0c7";
}
.fa-square:before {
content: "\f0c8";
}
.fa-navicon:before,
.fa-reorder:before,
.fa-bars:before {
content: "\f0c9";
}
.fa-list-ul:before {
content: "\f0ca";
}
.fa-list-ol:before {
content: "\f0cb";
}
.fa-strikethrough:before {
content: "\f0cc";
}
.fa-underline:before {
content: "\f0cd";
}
.fa-table:before {
content: "\f0ce";
}
.fa-magic:before {
content: "\f0d0";
}
.fa-truck:before {
content: "\f0d1";
}
.fa-pinterest:before {
content: "\f0d2";
}
.fa-pinterest-square:before {
content: "\f0d3";
}
.fa-google-plus-square:before {
content: "\f0d4";
}
.fa-google-plus:before {
content: "\f0d5";
}
.fa-money:before {
content: "\f0d6";
}
.fa-caret-down:before {
content: "\f0d7";
}
.fa-caret-up:before {
content: "\f0d8";
}
.fa-caret-left:before {
content: "\f0d9";
}
.fa-caret-right:before {
content: "\f0da";
}
.fa-columns:before {
content: "\f0db";
}
.fa-unsorted:before,
.fa-sort:before {
content: "\f0dc";
}
.fa-sort-down:before,
.fa-sort-desc:before {
content: "\f0dd";
}
.fa-sort-up:before,
.fa-sort-asc:before {
content: "\f0de";
}
.fa-envelope:before {
content: "\f0e0";
}
.fa-linkedin:before {
content: "\f0e1";
}
.fa-rotate-left:before,
.fa-undo:before {
content: "\f0e2";
}
.fa-legal:before,
.fa-gavel:before {
content: "\f0e3";
}
.fa-dashboard:before,
.fa-tachometer:before {
content: "\f0e4";
}
.fa-comment-o:before {
content: "\f0e5";
}
.fa-comments-o:before {
content: "\f0e6";
}
.fa-flash:before,
.fa-bolt:before {
content: "\f0e7";
}
.fa-sitemap:before {
content: "\f0e8";
}
.fa-umbrella:before {
content: "\f0e9";
}
.fa-paste:before,
.fa-clipboard:before {
content: "\f0ea";
}
.fa-lightbulb-o:before {
content: "\f0eb";
}
.fa-exchange:before {
content: "\f0ec";
}
.fa-cloud-download:before {
content: "\f0ed";
}
.fa-cloud-upload:before {
content: "\f0ee";
}
.fa-user-md:before {
content: "\f0f0";
}
.fa-stethoscope:before {
content: "\f0f1";
}
.fa-suitcase:before {
content: "\f0f2";
}
.fa-bell-o:before {
content: "\f0a2";
}
.fa-coffee:before {
content: "\f0f4";
}
.fa-cutlery:before {
content: "\f0f5";
}
.fa-file-text-o:before {
content: "\f0f6";
}
.fa-building-o:before {
content: "\f0f7";
}
.fa-hospital-o:before {
content: "\f0f8";
}
.fa-ambulance:before {
content: "\f0f9";
}
.fa-medkit:before {
content: "\f0fa";
}
.fa-fighter-jet:before {
content: "\f0fb";
}
.fa-beer:before {
content: "\f0fc";
}
.fa-h-square:before {
content: "\f0fd";
}
.fa-plus-square:before {
content: "\f0fe";
}
.fa-angle-double-left:before {
content: "\f100";
}
.fa-angle-double-right:before {
content: "\f101";
}
.fa-angle-double-up:before {
content: "\f102";
}
.fa-angle-double-down:before {
content: "\f103";
}
.fa-angle-left:before {
content: "\f104";
}
.fa-angle-right:before {
content: "\f105";
}
.fa-angle-up:before {
content: "\f106";
}
.fa-angle-down:before {
content: "\f107";
}
.fa-desktop:before {
content: "\f108";
}
.fa-laptop:before {
content: "\f109";
}
.fa-tablet:before {
content: "\f10a";
}
.fa-mobile-phone:before,
.fa-mobile:before {
content: "\f10b";
}
.fa-circle-o:before {
content: "\f10c";
}
.fa-quote-left:before {
content: "\f10d";
}
.fa-quote-right:before {
content: "\f10e";
}
.fa-spinner:before {
content: "\f110";
}
.fa-circle:before {
content: "\f111";
}
.fa-mail-reply:before,
.fa-reply:before {
content: "\f112";
}
.fa-github-alt:before {
content: "\f113";
}
.fa-folder-o:before {
content: "\f114";
}
.fa-folder-open-o:before {
content: "\f115";
}
.fa-smile-o:before {
content: "\f118";
}
.fa-frown-o:before {
content: "\f119";
}
.fa-meh-o:before {
content: "\f11a";
}
.fa-gamepad:before {
content: "\f11b";
}
.fa-keyboard-o:before {
content: "\f11c";
}
.fa-flag-o:before {
content: "\f11d";
}
.fa-flag-checkered:before {
content: "\f11e";
}
.fa-terminal:before {
content: "\f120";
}
.fa-code:before {
content: "\f121";
}
.fa-mail-reply-all:before,
.fa-reply-all:before {
content: "\f122";
}
.fa-star-half-empty:before,
.fa-star-half-full:before,
.fa-star-half-o:before {
content: "\f123";
}
.fa-location-arrow:before {
content: "\f124";
}
.fa-crop:before {
content: "\f125";
}
.fa-code-fork:before {
content: "\f126";
}
.fa-unlink:before,
.fa-chain-broken:before {
content: "\f127";
}
.fa-question:before {
content: "\f128";
}
.fa-info:before {
content: "\f129";
}
.fa-exclamation:before {
content: "\f12a";
}
.fa-superscript:before {
content: "\f12b";
}
.fa-subscript:before {
content: "\f12c";
}
.fa-eraser:before {
content: "\f12d";
}
.fa-puzzle-piece:before {
content: "\f12e";
}
.fa-microphone:before {
content: "\f130";
}
.fa-microphone-slash:before {
content: "\f131";
}
.fa-shield:before {
content: "\f132";
}
.fa-calendar-o:before {
content: "\f133";
}
.fa-fire-extinguisher:before {
content: "\f134";
}
.fa-rocket:before {
content: "\f135";
}
.fa-maxcdn:before {
content: "\f136";
}
.fa-chevron-circle-left:before {
content: "\f137";
}
.fa-chevron-circle-right:before {
content: "\f138";
}
.fa-chevron-circle-up:before {
content: "\f139";
}
.fa-chevron-circle-down:before {
content: "\f13a";
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content: "\f13b";
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content: "\f13d";
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content: "\f13e";
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content: "\f140";
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content: "\f145";
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content: "\f147";
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content: "\f148";
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content: "\f149";
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content: "\f14a";
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content: "\f14b";
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content: "\f14c";
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content: "\f14e";
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content: "\f154";
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content: "\f155";
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content: "\f156";
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content: "\f157";
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content: "\f158";
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content: "\f159";
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content: "\f15a";
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content: "\f15b";
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content: "\f15c";
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content: "\f15d";
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content: "\f167";
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content: "\f16a";
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content: "\f16b";
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content: "\f16c";
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content: "\f16d";
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content: "\f16e";
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content: "\f170";
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content: "\f178";
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content: "\f179";
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content: "\f17a";
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content: "\f17b";
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content: "\f17c";
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content: "\f17d";
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content: "\f17e";
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content: "\f180";
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content: "\f181";
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content: "\f182";
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content: "\f183";
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content: "\f184";
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content: "\f185";
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content: "\f186";
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content: "\f187";
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content: "\f188";
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content: "\f189";
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content: "\f18a";
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content: "\f18b";
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content: "\f18c";
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content: "\f18d";
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content: "\f18e";
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content: "\f190";
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content: "\f191";
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content: "\f192";
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content: "\f193";
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content: "\f194";
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content: "\f195";
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content: "\f196";
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content: "\f197";
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content: "\f198";
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content: "\f199";
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content: "\f19a";
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content: "\f19b";
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content: "\f19c";
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content: "\f19d";
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content: "\f19e";
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content: "\f1a0";
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content: "\f1a1";
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content: "\f1a2";
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content: "\f1a3";
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content: "\f1a4";
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content: "\f1a5";
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content: "\f1a6";
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content: "\f1a7";
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content: "\f1a9";
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content: "\f1aa";
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content: "\f1ab";
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content: "\f1ac";
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content: "\f1ad";
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content: "\f1ae";
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content: "\f1b0";
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content: "\f1b1";
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content: "\f1b2";
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content: "\f1b3";
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content: "\f1b4";
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content: "\f1b5";
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content: "\f1b6";
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content: "\f1b7";
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content: "\f1b8";
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content: "\f1b9";
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content: "\f1ba";
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content: "\f1bb";
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content: "\f1bc";
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content: "\f1bd";
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content: "\f1be";
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content: "\f1c0";
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content: "\f1c1";
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content: "\f1c2";
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content: "\f1c3";
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content: "\f1c4";
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content: "\f1c5";
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content: "\f1c6";
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content: "\f1c7";
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content: "\f1c8";
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content: "\f1c9";
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content: "\f1ca";
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content: "\f1cb";
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content: "\f1cc";
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content: "\f1cd";
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content: "\f1ce";
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content: "\f1d0";
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content: "\f1d1";
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content: "\f1d2";
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content: "\f1d3";
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content: "\f1d4";
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content: "\f1d5";
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content: "\f1d6";
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content: "\f1d7";
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content: "\f1d8";
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content: "\f1d9";
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content: "\f1da";
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content: "\f1db";
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content: "\f1dc";
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content: "\f1dd";
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content: "\f1de";
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content: "\f1e0";
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content: "\f1e1";
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content: "\f1e2";
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content: "\f1e3";
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content: "\f1e4";
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content: "\f1e5";
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content: "\f1e6";
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content: "\f1e7";
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content: "\f1e8";
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content: "\f1e9";
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content: "\f1ea";
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content: "\f1eb";
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content: "\f1ec";
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content: "\f1ed";
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content: "\f1ee";
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content: "\f1f0";
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content: "\f1f1";
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content: "\f1f2";
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content: "\f1f3";
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content: "\f1f4";
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content: "\f1f5";
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content: "\f1f6";
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content: "\f1f7";
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content: "\f1f8";
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content: "\f1f9";
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content: "\f1fa";
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content: "\f1fb";
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content: "\f1fc";
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content: "\f1fd";
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content: "\f1fe";
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content: "\f200";
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content: "\f201";
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content: "\f202";
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content: "\f203";
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content: "\f204";
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content: "\f205";
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content: "\f206";
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content: "\f207";
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content: "\f208";
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content: "\f209";
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content: "\f20a";
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content: "\f20d";
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content: "\f210";
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content: "\f211";
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content: "\f212";
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content: "\f213";
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content: "\f214";
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content: "\f215";
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content: "\f216";
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content: "\f217";
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content: "\f218";
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content: "\f219";
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content: "\f21a";
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content: "\f21b";
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content: "\f21c";
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content: "\f21d";
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content: "\f21e";
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content: "\f221";
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content: "\f222";
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content: "\f223";
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content: "\f224";
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content: "\f225";
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content: "\f226";
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content: "\f227";
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content: "\f228";
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content: "\f229";
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content: "\f22a";
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content: "\f22b";
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content: "\f22c";
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content: "\f22d";
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content: "\f230";
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content: "\f231";
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content: "\f232";
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content: "\f233";
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content: "\f234";
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content: "\f235";
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content: "\f236";
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content: "\f237";
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content: "\f238";
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content: "\f239";
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content: "\f23a";
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content: "\f23b";
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content: "\f23c";
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content: "\f23d";
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content: "\f240";
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content: "\f241";
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content: "\f242";
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content: "\f243";
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content: "\f244";
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content: "\f245";
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content: "\f246";
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content: "\f247";
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content: "\f248";
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content: "\f249";
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content: "\f24a";
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content: "\f24b";
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content: "\f24c";
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content: "\f24d";
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content: "\f24e";
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content: "\f250";
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content: "\f251";
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content: "\f252";
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content: "\f253";
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content: "\f254";
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content: "\f255";
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content: "\f256";
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content: "\f257";
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content: "\f258";
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content: "\f259";
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content: "\f25a";
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content: "\f25b";
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content: "\f25c";
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content: "\f25d";
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content: "\f25e";
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content: "\f260";
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content: "\f261";
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content: "\f262";
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content: "\f263";
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content: "\f264";
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content: "\f265";
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content: "\f266";
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content: "\f267";
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content: "\f268";
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content: "\f269";
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content: "\f26a";
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content: "\f26b";
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content: "\f26c";
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content: "\f26d";
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content: "\f26e";
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content: "\f270";
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content: "\f271";
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content: "\f272";
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content: "\f273";
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content: "\f274";
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content: "\f275";
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content: "\f276";
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content: "\f277";
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content: "\f278";
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content: "\f279";
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content: "\f27a";
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content: "\f27b";
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content: "\f27c";
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content: "\f27d";
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content: "\f27e";
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content: "\f280";
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content: "\f281";
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content: "\f282";
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content: "\f283";
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content: "\f284";
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content: "\f285";
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content: "\f286";
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content: "\f287";
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content: "\f288";
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content: "\f289";
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content: "\f28a";
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content: "\f28b";
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content: "\f28c";
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content: "\f28d";
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content: "\f28e";
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content: "\f290";
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content: "\f291";
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content: "\f292";
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content: "\f293";
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content: "\f294";
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content: "\f295";
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content: "\f298";
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content: "\f299";
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content: "\f29a";
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content: "\f29b";
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content: "\f29c";
}
.fa-blind:before {
content: "\f29d";
}
.fa-audio-description:before {
content: "\f29e";
}
.fa-volume-control-phone:before {
content: "\f2a0";
}
.fa-braille:before {
content: "\f2a1";
}
.fa-assistive-listening-systems:before {
content: "\f2a2";
}
.fa-asl-interpreting:before,
.fa-american-sign-language-interpreting:before {
content: "\f2a3";
}
.fa-deafness:before,
.fa-hard-of-hearing:before,
.fa-deaf:before {
content: "\f2a4";
}
.fa-glide:before {
content: "\f2a5";
}
.fa-glide-g:before {
content: "\f2a6";
}
.fa-signing:before,
.fa-sign-language:before {
content: "\f2a7";
}
.fa-low-vision:before {
content: "\f2a8";
}
.fa-viadeo:before {
content: "\f2a9";
}
.fa-viadeo-square:before {
content: "\f2aa";
}
.fa-snapchat:before {
content: "\f2ab";
}
.fa-snapchat-ghost:before {
content: "\f2ac";
}
.fa-snapchat-square:before {
content: "\f2ad";
}
.fa-pied-piper:before {
content: "\f2ae";
}
.fa-first-order:before {
content: "\f2b0";
}
.fa-yoast:before {
content: "\f2b1";
}
.fa-themeisle:before {
content: "\f2b2";
}
.fa-google-plus-circle:before,
.fa-google-plus-official:before {
content: "\f2b3";
}
.fa-fa:before,
.fa-font-awesome:before {
content: "\f2b4";
}
.fa-handshake-o:before {
content: "\f2b5";
}
.fa-envelope-open:before {
content: "\f2b6";
}
.fa-envelope-open-o:before {
content: "\f2b7";
}
.fa-linode:before {
content: "\f2b8";
}
.fa-address-book:before {
content: "\f2b9";
}
.fa-address-book-o:before {
content: "\f2ba";
}
.fa-vcard:before,
.fa-address-card:before {
content: "\f2bb";
}
.fa-vcard-o:before,
.fa-address-card-o:before {
content: "\f2bc";
}
.fa-user-circle:before {
content: "\f2bd";
}
.fa-user-circle-o:before {
content: "\f2be";
}
.fa-user-o:before {
content: "\f2c0";
}
.fa-id-badge:before {
content: "\f2c1";
}
.fa-drivers-license:before,
.fa-id-card:before {
content: "\f2c2";
}
.fa-drivers-license-o:before,
.fa-id-card-o:before {
content: "\f2c3";
}
.fa-quora:before {
content: "\f2c4";
}
.fa-free-code-camp:before {
content: "\f2c5";
}
.fa-telegram:before {
content: "\f2c6";
}
.fa-thermometer-4:before,
.fa-thermometer:before,
.fa-thermometer-full:before {
content: "\f2c7";
}
.fa-thermometer-3:before,
.fa-thermometer-three-quarters:before {
content: "\f2c8";
}
.fa-thermometer-2:before,
.fa-thermometer-half:before {
content: "\f2c9";
}
.fa-thermometer-1:before,
.fa-thermometer-quarter:before {
content: "\f2ca";
}
.fa-thermometer-0:before,
.fa-thermometer-empty:before {
content: "\f2cb";
}
.fa-shower:before {
content: "\f2cc";
}
.fa-bathtub:before,
.fa-s15:before,
.fa-bath:before {
content: "\f2cd";
}
.fa-podcast:before {
content: "\f2ce";
}
.fa-window-maximize:before {
content: "\f2d0";
}
.fa-window-minimize:before {
content: "\f2d1";
}
.fa-window-restore:before {
content: "\f2d2";
}
.fa-times-rectangle:before,
.fa-window-close:before {
content: "\f2d3";
}
.fa-times-rectangle-o:before,
.fa-window-close-o:before {
content: "\f2d4";
}
.fa-bandcamp:before {
content: "\f2d5";
}
.fa-grav:before {
content: "\f2d6";
}
.fa-etsy:before {
content: "\f2d7";
}
.fa-imdb:before {
content: "\f2d8";
}
.fa-ravelry:before {
content: "\f2d9";
}
.fa-eercast:before {
content: "\f2da";
}
.fa-microchip:before {
content: "\f2db";
}
.fa-snowflake-o:before {
content: "\f2dc";
}
.fa-superpowers:before {
content: "\f2dd";
}
.fa-wpexplorer:before {
content: "\f2de";
}
.fa-meetup:before {
content: "\f2e0";
}
.mix-no-border-radius {
-webkit-border-radius: 0px;
-moz-border-radius: 0px;
border-radius: 0px;
}
@media screen and (max-width: 639px) {
.mix-responsive {
overflow-y: hidden;
overflow-x: auto;
-webkit-overflow-scrolling: touch;
}
.mix-responsive td {
white-space: nowrap;
}
}
body {
background-color: #fff;
margin: 0 auto;
height: 100%;
zoom: 1;
letter-spacing: normal;
word-spacing: normal;
color: #333;
font: 15px "Source Sans Pro", "Calibri", "Helvetica", "Arial", "Freesans", "Clean", sans-serif;
line-height: 1.4;
-webkit-font-smoothing: antialiased;
width: 960px;
-webkit-hyphens: auto;
-moz-hyphens: auto;
-ms-hyphens: auto;
-o-hyphens: auto;
hyphens: auto;
text-align: justify;
}
@media screen and (max-width: 659px) {
body {
width: 100%;
}
}
@media screen and (min-width: 660px) {
body {
width: 660px;
}
}
#main,
#footer,
#header {
width: 94%;
margin: auto;
}
#footer {
border-top: 1px solid #ddd;
text-align: center;
font-size: 75%;
}
#footer p {
line-height: 0.6em;
}
#toc {
margin-top: -10px;
}
#toc ul {
list-style-type: none;
padding-left: 20px;
}
#toc > ul {
padding-left: 0;
}
/* Lists */
ul,
ol {
padding-left: 30px;
}
li p {
margin: 0 auto;
}
.unstyled li {
list-style-type: none;
}
dl dt {
font-weight: bold;
}
dl dd {
padding: 0 0 0.2em 0;
}
/* Headings */
h1,
h2,
h3,
h4,
h5,
h6 {
color: #111;
border-bottom: 1px solid #ddd;
}
h1 {
text-align: center;
}
/* Blocks */
blockquote {
border-left: 3px solid #dedede;
padding: 0px 10px;
margin: 10px 0;
font-style: italic;
}
pre {
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
-webkit-border-radius: 3px;
-moz-border-radius: 3px;
border-radius: 3px;
margin: 10px auto;
padding: 2px 4px 0 4px;
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
color: #333;
background-color: #f8f8f8;
border: 1px solid #ccc;
white-space: pre-wrap;
margin: auto;
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
padding: 0;
}
pre a {
color: #264c72;
}
pre p {
margin: 0 auto;
}
@media screen and (max-width: 639px) {
pre {
overflow-y: hidden;
overflow-x: auto;
-webkit-overflow-scrolling: touch;
}
pre td {
white-space: nowrap;
}
}
pre code {
box-shadow: none;
background: #f8f8f8;
padding: 0px 2px 0 2px;
border: none;
line-height: 1.2em;
}
pre .hljs {
padding: 0 3px;
}
.responsive {
width: 100%;
}
@media screen and (max-width: 639px) {
.responsive {
overflow-y: hidden;
overflow-x: auto;
-webkit-overflow-scrolling: touch;
}
.responsive td {
white-space: nowrap;
}
}
table {
border-collapse: collapse;
margin: 15px auto;
border-spacing: 0;
empty-cells: show;
min-width: 100%;
}
table thead {
background: #f8f8f8;
color: #222;
text-align: left;
vertical-align: bottom;
}
table td,
table th {
background-color: transparent;
border: 1px solid #999;
font-size: inherit;
margin: 0;
overflow: visible;
padding: 6px 12px;
}
address {
font-style: italic;
color: #999;
}
hr {
border: 0;
height: 1px;
background-image: -webkit-linear-gradient(left, rgba(99, 99, 99, 0), rgba(99, 99, 99, 0.75), rgba(99, 99, 99, 0));
background-image: -moz-linear-gradient(left, rgba(99, 99, 99, 0), rgba(99, 99, 99, 0.75), rgba(99, 99, 99, 0));
background-image: -ms-linear-gradient(left, rgba(99, 99, 99, 0), rgba(99, 99, 99, 0.75), rgba(99, 99, 99, 0));
background-image: -o-linear-gradient(left, rgba(99, 99, 99, 0), rgba(99, 99, 99, 0.75), rgba(99, 99, 99, 0));
}
.center {
margin: auto;
text-align: center;
}
/* Inline */
[class^="fa-"] {
font-family: "FontAwesome";
}
code,
span.code {
color: #333;
background-color: #f8f8f8;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
margin: 2px 0px;
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-size: 85%;
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
}
kbd,
span.kbd {
color: #333;
background-color: #f8f8f8;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-weight: bold;
border-right: 1px solid #bbb;
border-bottom: 1px solid #bbb;
line-height: 1em;
font-size: 80%;
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
}
mark,
span.mark {
padding: 0 1px;
color: #222;
}
abbr,
span.abbr {
font-variant: small-caps;
font-weight: bolder;
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
}
abbr:hover,
span.abbr:hover {
cursor: help;
}
samp,
span.samp {
font-size: 90%;
color: #333;
background-color: #f8f8f8;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
}
var,
span.var {
font-size: 90%;
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-weight: bold;
font-style: normal;
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
}
cite,
span.cite {
font-weight: bold;
font-style: italic;
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
}
q,
span.q {
font-style: italic;
color: #666;
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
}
span.tt,
span.cmd,
span.opt,
span.arg,
span.kwd,
span.ext,
span.file,
span.dir {
font-size: 90%;
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
}
span.ext,
span.kwd {
font-weight: bold;
}
img {
max-width: 100%;
}
/* Links */
a,
a:visited {
color: #4183c4;
text-decoration: none;
}
a:hover,
a:visited:hover {
text-decoration: underline;
}
a[href^="http://"]:before,
a[href^="https://"]:before,
a[href^="ftp://"]:before,
a[href^="sftp://"]:before {
content: "\f0ac" "\202F";
font-family: "FontAwesome";
}
a[href^="mailto:"]:before {
content: "\f0e0" "\202F";
font-family: "FontAwesome";
}
a[href^="tel:"]:before {
content: "\f095" "\202F";
font-family: "FontAwesome";
}
a[href^="skype://"]:before,
a[href*="skype.com"]:before {
content: "\f17e" "\202F";
font-family: "FontAwesome";
}
a[href*="twitter.com"]:before {
content: "\f099" "\202F";
font-family: "FontAwesome";
}
a[href*="linkedin.com"]:before {
content: "\f08c" "\202F";
font-family: "FontAwesome";
}
a[href*="foursquare.com"]:before {
content: "\f180" "\202F";
font-family: "FontAwesome";
}
a[href*="facebook.com"]:before {
content: "\f082" "\202F";
font-family: "FontAwesome";
}
a[href*="flickr.com"]:before {
content: "\f16e" "\202F";
font-family: "FontAwesome";
}
a[href*="github.com"]:before {
content: "\f09b" "\202F";
font-family: "FontAwesome";
}
a[href*="stackoverflow.com"]:before {
content: "\f16c" "\202F";
font-family: "FontAwesome";
}
a[href*="tripadvisor.com"]:before {
content: "\f262" "\202F";
font-family: "FontAwesome";
}
a[href*="trello.com"]:before {
content: "\f181" "\202F";
font-family: "FontAwesome";
}
a[href*="wordpress.com"]:before {
content: "\f19a" "\202F";
font-family: "FontAwesome";
}
a[href*="wordpress.org"]:before {
content: "\f19a" "\202F";
font-family: "FontAwesome";
}
a[href*="amazon.com"]:before {
content: "\f270" "\202F";
font-family: "FontAwesome";
}
a[href*="medium.com"]:before {
content: "\f23a" "\202F";
font-family: "FontAwesome";
}
a[href*="youtube.com"]:before {
content: "\f167" "\202F";
font-family: "FontAwesome";
}
a[href*="dropbox.com"]:before {
content: "\f16b" "\202F";
font-family: "FontAwesome";
}
a[href*="instagram.com"]:before {
content: "\f16d" "\202F";
font-family: "FontAwesome";
}
a[href*="google.com"]:before {
content: "\f1a0" "\202F";
font-family: "FontAwesome";
}
a[href*="plus.google.com"]:before {
content: "\f0d4" "\202F";
font-family: "FontAwesome";
}
a[href*="yahoo.com"]:before {
content: "\f19e" "\202F";
font-family: "FontAwesome";
}
a[href*="tumblr.com"]:before {
content: "\f174" "\202F";
font-family: "FontAwesome";
}
a[href*="vimeo.com"]:before {
content: "\f194" "\202F";
font-family: "FontAwesome";
}
a[href*="bitbucket.com"]:before {
content: "\f171" "\202F";
font-family: "FontAwesome";
}
a[href*="pinterest.com"]:before {
content: "\f0d2" "\202F";
font-family: "FontAwesome";
}
a[href*="reddit.com"]:before {
content: "\f1a1" "\202F";
font-family: "FontAwesome";
}
a[href*="digg.com"]:before {
content: "\f1a6" "\202F";
font-family: "FontAwesome";
}
a[href*="news.ycombinator.com"]:before {
content: "\f1d4" "\202F";
font-family: "FontAwesome";
}
a[href*="jsfiddle.com"]:before {
content: "\f1cc" "\202F";
font-family: "FontAwesome";
}
a[href*="deviantart.com"]:before {
content: "\f1bd" "\202F";
font-family: "FontAwesome";
}
a[href^="git@"]:before {
content: "\f1d3" "\202F";
font-family: "FontAwesome";
}
a[href*="wikipedia.com"]:before {
content: "\f266" "\202F";
font-family: "FontAwesome";
}
#footer a:before {
content: "";
}
a[href="#document-top"] {
vertical-align: super;
font-weight: normal;
font-size: 15px;
float: right;
}
a[href="#document-top"]:before {
content: "\f102" "\202F";
font-family: "FontAwesome";
}
#footer a:hover {
text-decoration: none;
}
#footer a:after {
content: none;
}
.note {
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
-webkit-border-radius: 3px;
-moz-border-radius: 3px;
border-radius: 3px;
margin: 10px auto;
padding: 2px 4px 0 4px;
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
color: #264c72;
background-color: #d8ebf8;
border: 1px solid #A4D1EF;
font-size: 90%;
}
.note a {
color: #264c72;
}
.note p {
margin: 0 auto;
}
.note p {
margin: 0 auto;
}
.note p:first-child {
font-weight: bold;
color: #264c72;
}
.note p:first-child:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #264c72;
content: "\f08d" " ";
}
.note a {
color: #132639;
}
.tip {
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
-webkit-border-radius: 3px;
-moz-border-radius: 3px;
border-radius: 3px;
margin: 10px auto;
padding: 2px 4px 0 4px;
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
color: #009926;
background-color: #d8f5cd;
border: 1px solid #B0EB99;
font-size: 90%;
}
.tip a {
color: #264c72;
}
.tip p {
margin: 0 auto;
}
.tip p {
margin: 0 auto;
}
.tip p:first-child {
font-weight: bold;
color: #009926;
}
.tip p:first-child:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #009926;
content: "\f058" " ";
}
.tip a {
color: #004d13;
}
.warning {
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
-webkit-border-radius: 3px;
-moz-border-radius: 3px;
border-radius: 3px;
margin: 10px auto;
padding: 2px 4px 0 4px;
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
color: #705400;
background-color: #FFEBAD;
border: 1px solid #FFDB70;
font-size: 90%;
}
.warning a {
color: #264c72;
}
.warning p {
margin: 0 auto;
}
.warning p {
margin: 0 auto;
}
.warning p:first-child {
font-weight: bold;
color: #705400;
}
.warning p:first-child:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #705400;
content: "\f071" " ";
}
.warning a {
color: #241b00;
}
.sidebar {
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
-webkit-border-radius: 3px;
-moz-border-radius: 3px;
border-radius: 3px;
margin: 10px auto;
padding: 2px 4px 0 4px;
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
color: #555;
background-color: #f8f8f8;
border: 1px solid #f8f8f8;
font-size: 90%;
}
.sidebar a {
color: #264c72;
}
.sidebar p {
margin: 0 auto;
}
.sidebar p {
margin: 0 auto;
}
.sidebar p:first-child {
font-weight: bold;
color: #555;
}
.sidebar p:first-child:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #555;
content: "\f05a" " ";
}
.sidebar a {
color: #2f2f2f;
}
.output {
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
-webkit-border-radius: 3px;
-moz-border-radius: 3px;
border-radius: 3px;
margin: 10px auto;
padding: 2px 4px 0 4px;
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
color: #555;
background-color: #f8f8f8;
border: 1px solid #f8f8f8;
}
.output a {
color: #264c72;
}
.output p {
margin: 0 auto;
}
.terminal {
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
-webkit-border-radius: 3px;
-moz-border-radius: 3px;
border-radius: 3px;
margin: 10px auto;
padding: 2px 4px 0 4px;
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
color: #eee;
background-color: #222;
border: 1px solid #ccc;
padding: 0 3px;
border: 2px solid #999;
white-space: pre-wrap;
border-top: 10px solid #999;
}
.terminal a {
color: #264c72;
}
.terminal p {
margin: 0 auto;
}
@media screen and (max-width: 639px) {
.terminal {
overflow-y: hidden;
overflow-x: auto;
-webkit-overflow-scrolling: touch;
}
.terminal td {
white-space: nowrap;
}
}
.terminal p,
.terminal p:first-child {
margin-top: -40px;
margin-bottom: 0;
text-shadow: none;
font-weight: normal;
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-size: 85%;
color: #eee;
}
.terminal p:first-child,
.terminal p:first-child:first-child {
margin-top: 0px;
}
.terminal p:before,
.terminal p:first-child:before {
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-style: normal;
font-weight: bold;
color: #009926;
content: "$ ";
}
.terminal-su {
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
-webkit-border-radius: 3px;
-moz-border-radius: 3px;
border-radius: 3px;
margin: 10px auto;
padding: 2px 4px 0 4px;
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
color: #eee;
background-color: #222;
border: 1px solid #ccc;
padding: 0 3px;
border: 2px solid #999;
white-space: pre-wrap;
border-top: 10px solid #999;
}
.terminal-su a {
color: #264c72;
}
.terminal-su p {
margin: 0 auto;
}
@media screen and (max-width: 639px) {
.terminal-su {
overflow-y: hidden;
overflow-x: auto;
-webkit-overflow-scrolling: touch;
}
.terminal-su td {
white-space: nowrap;
}
}
.terminal-su p,
.terminal-su p:first-child {
margin-top: -40px;
margin-bottom: 0;
text-shadow: none;
font-weight: normal;
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-size: 85%;
color: #eee;
}
.terminal-su p:first-child,
.terminal-su p:first-child:first-child {
margin-top: 0px;
}
.terminal-su p:before,
.terminal-su p:first-child:before {
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-style: normal;
font-weight: bold;
color: #009926;
content: "$ ";
}
.terminal-su p:before,
.terminal-su p:first-child:before {
color: #CC3300;
content: "# ";
}
div .terminal {
margin: 2px auto;
}
.todo {
color: #CC3300;
}
.todo:before {
color: #CC3300;
background-color: #f8d8d8;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
-webkit-border-radius: 4px;
-moz-border-radius: 4px;
border-radius: 4px;
padding: 1px 1px 1px 1px;
line-height: 95%;
width: 70px;
text-align: center;
margin-right: 3px;
box-shadow: none;
font-size: 90%;
font-variant: small-caps;
font-weight: bold;
content: "todo";
}
.fixme {
color: #CC3300;
}
.fixme:before {
color: #CC3300;
background-color: #f8d8d8;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
-webkit-border-radius: 4px;
-moz-border-radius: 4px;
border-radius: 4px;
padding: 1px 1px 1px 1px;
line-height: 95%;
width: 70px;
text-align: center;
margin-right: 3px;
box-shadow: none;
font-size: 90%;
font-variant: small-caps;
font-weight: bold;
content: "fixme";
}
.deadline {
color: #CC3300;
}
.deadline:before {
color: #CC3300;
background-color: #f8d8d8;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
-webkit-border-radius: 4px;
-moz-border-radius: 4px;
border-radius: 4px;
padding: 1px 1px 1px 1px;
line-height: 95%;
width: 70px;
text-align: center;
margin-right: 3px;
box-shadow: none;
font-size: 90%;
font-variant: small-caps;
font-weight: bold;
content: "deadline";
}
.important {
color: #CC3300;
}
.important:before {
color: #CC3300;
background-color: #f8d8d8;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
-webkit-border-radius: 4px;
-moz-border-radius: 4px;
border-radius: 4px;
padding: 1px 1px 1px 1px;
line-height: 95%;
width: 70px;
text-align: center;
margin-right: 3px;
box-shadow: none;
font-size: 90%;
font-variant: small-caps;
font-weight: bold;
content: "important";
}
.urgent {
color: #CC3300;
}
.urgent:before {
color: #CC3300;
background-color: #f8d8d8;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
-webkit-border-radius: 4px;
-moz-border-radius: 4px;
border-radius: 4px;
padding: 1px 1px 1px 1px;
line-height: 95%;
width: 70px;
text-align: center;
margin-right: 3px;
box-shadow: none;
font-size: 90%;
font-variant: small-caps;
font-weight: bold;
content: "urgent";
}
.verify {
color: #705400;
}
.verify:before {
color: #705400;
background-color: #FFEBAD;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
-webkit-border-radius: 4px;
-moz-border-radius: 4px;
border-radius: 4px;
padding: 1px 1px 1px 1px;
line-height: 95%;
width: 70px;
text-align: center;
margin-right: 3px;
box-shadow: none;
font-size: 90%;
font-variant: small-caps;
font-weight: bold;
content: "verify";
}
.draftcomment {
color: #009926;
}
.draftcomment:before {
color: #009926;
background-color: #d8f5cd;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
-webkit-border-radius: 4px;
-moz-border-radius: 4px;
border-radius: 4px;
padding: 1px 1px 1px 1px;
line-height: 95%;
width: 70px;
text-align: center;
margin-right: 3px;
box-shadow: none;
font-size: 90%;
font-variant: small-caps;
font-weight: bold;
content: "comment";
}
.red-circle:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #CC3300;
content: "\f111" " ";
}
.green-circle:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #00CC33;
content: "\f111" " ";
}
.yellow-circle:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #F5B800;
content: "\f111" " ";
}
.gray-circle:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #999;
content: "\f111" " ";
}
.star:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #F5B800;
content: "\f005" " ";
}
.heart:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #CC3300;
content: "\f004" " ";
}
.square:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #CC3300;
content: "\f096" " ";
}
.check:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #00CC33;
content: "\f046" " ";
}
.lock:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #F5B800;
content: "\f023" " ";
}
.unlock:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #F5B800;
content: "\f09c" " ";
}
.bug:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #CC3300;
content: "\f188" " ";
}
.tag:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #F5B800;
content: "\f02b" " ";
}
.tags:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #F5B800;
content: "\f02c" " ";
}
.date:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #0F4BFF;
content: "\f073" " ";
}
.time:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #0F4BFF;
content: "\f017" " ";
}
.attachment:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f0c6" " ";
}
.geo:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #CC3300;
content: "\f041" " ";
}
.danger:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #CC3300;
content: "\f071" " ";
}
.question:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #0F4BFF;
content: "\f059" " ";
}
.phone:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f095" " ";
}
.email:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f0e0" " ";
}
.fax:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f1ac" " ";
}
.print:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f02f" " ";
}
.usb:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f287" " ";
}
.website:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f0ac" " ";
}
.hastyscribe:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 180%;
color: #333;
content: "H" " ";
}
.hastyscribe:before {
font-family: "HastyScribe";
font-size: 1.8em;
margin-right: -2%;
vertical-align: middle;
}
.btc:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 90%;
color: #333;
content: "\f15a" "";
}
.eur:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 90%;
color: #333;
content: "\f153" "";
}
.usd:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 90%;
color: #333;
content: "\f155" "";
}
.gbp:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 90%;
color: #333;
content: "\f154" "";
}
.jpy:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 90%;
color: #333;
content: "\f157" "";
}
.inr:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 90%;
color: #333;
content: "\f156" "";
}
.krw:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 90%;
color: #333;
content: "\f159" "";
}
.rub:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 90%;
color: #333;
content: "\f158" "";
}
.try:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 90%;
color: #333;
content: "\f195" "";
}
.copy:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f1f9" " ";
}
.reg:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f25d" " ";
}
.tm:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f25c" " ";
}
.red-flag:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #CC3300;
content: "\f024" " ";
}
.green-flag:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #00CC33;
content: "\f024" " ";
}
.yellow-flag:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #F5B800;
content: "\f024" " ";
}
.story:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #0F4BFF;
content: "\f075" " ";
}
.feature:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #00CC33;
content: "\f058" " ";
}
.project:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #705400;
content: "\f0b1" " ";
}
.user:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #0F4BFF;
content: "\f007" " ";
}
.add:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #00CC33;
content: "\f055" " ";
}
.remove:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #CC3300;
content: "\f056" " ";
}
.html5:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #CC3300;
content: "\f13b" " ";
}
.css3:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #0F4BFF;
content: "\f13c" " ";
}
.apple:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #aaa;
content: "\f179" " ";
}
.windows:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #0F4BFF;
content: "\f17a" " ";
}
.linux:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #000;
content: "\f17c" " ";
}
.android:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #A4C739;
content: "\f17b" " ";
}
.bluetooth:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #0F4BFF;
content: "\f293" " ";
}
.wifi:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f1eb" " ";
}
.signal:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f012" " ";
}
.idea:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #F5B800;
content: "\f0eb" " ";
}
.sticky:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #F5B800;
content: "\f249" " ";
}
.link:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #0F4BFF;
content: "\f0c1" " ";
}
.chrome:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #F5B800;
content: "\f268" " ";
}
.firefox:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #FF6600;
content: "\f269" " ";
}
.ie:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #0F4BFF;
content: "\f26b" " ";
}
.edge:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #0F4BFF;
content: "\f282" " ";
}
.opera:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #CC3300;
content: "\f26a" " ";
}
.safari:before {
font-family: "FontAwesome";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #0F4BFF;
content: "\f267" " ";
}
.headings h1 {
font-size: 2em;
}
.headings h2 {
font-size: 1.5em;
counter-reset: h3;
counter-increment: h2;
}
.headings h2::before {
content: counter(h2) "\00A0\00A0";
}
.headings h3 {
font-size: 1.2em;
counter-reset: h4;
counter-increment: h3;
}
.headings h3::before {
content: counter(h2) "." counter(h3) "\00A0\00A0";
}
.headings h4 {
font-size: 1.1em;
counter-reset: h5;
counter-increment: h4;
}
.headings h4::before {
content: counter(h2) "." counter(h3) "." counter(h4) "\00A0\00A0";
}
.headings h5 {
font-size: 1em;
counter-reset: h6;
counter-increment: h5;
}
.headings h5::before {
content: counter(h2) "." counter(h3) "." counter(h4) "." counter(h5) "\00A0\00A0";
}
.headings h6 {
font-size: 1em;
counter-increment: h6;
}
.headings h6::before {
content: counter(h2) "." counter(h3) "." counter(h4) "." counter(h5) "." counter(h6) "\00A0\00A0";
}
/***************/
.headings #toc {
counter-reset: toc2;
}
.headings #toc li li a {
counter-reset: toc3;
counter-increment: toc2;
}
.headings #toc li li a::before {
content: counter(toc2) "\00A0\00A0";
}
.headings #toc li li li a {
counter-reset: toc4;
counter-increment: toc3;
}
.headings #toc li li li a::before {
content: counter(toc2) "." counter(toc3) "\00A0\00A0";
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<a id="document-top"></a>
<div id="header"><h1>min Language Developer Guide</h1></div>
<div id="toc"><ul>
<li>
<ul>
<li><a href="#About-min">About min</a>
<ul>
<li><a href="#Why?">Why?</a></li>
<li><a href="#How?">How?</a></li>
<li><a href="#Who?">Who?</a></li>
<li><a href="#When?">When?</a></li>
</ul>
</li>
<li><a href="#Getting-Started">Getting Started</a>
<ul>
<li><a href="#Building-from-Source">Building from Source</a>
<ul>
<li><a href="#Additional-build-options">Additional build options</a>
<ul>
<li><a href="#-d:ssl">-d:ssl</a></li>
<li><a href="#-d:lite">-d:lite</a>
</li>
</ul>
</li>
</ul>
</li>
<li><a href="#Running-then-min-Shell">Running then min Shell</a></li>
<li><a href="#Executing-a-min-Program">Executing a min Program</a></li>
</ul>
</li>
<li><a href="#Learning-the-min-Language">Learning the min Language</a>
<ul>
<li><a href="#Data-Types">Data Types</a></li>
<li><a href="#Quotations">Quotations</a>
<ul>
<li><a href="#Quoting,-dequoting,-and-applying">Quoting, dequoting, and applying</a></li>
</ul>
</li>
<li><a href="#Operators">Operators</a></li>
<li><a href="#Definitions">Definitions</a>
<ul>
<li><a href="#Lexical-scoping-and-binding">Lexical scoping and binding</a></li>
<li><a href="#quote-define-and-quote-bind">quote-define and quote-bind</a></li>
<li><a href="#Sealing-symbols">Sealing symbols</a></li>
</ul>
</li>
<li><a href="#Control-Flow">Control Flow</a>
<ul>
<li><a href="#Conditionals">Conditionals</a></li>
<li><a href="#Loops">Loops</a></li>
<li><a href="#Error-handling">Error handling</a>
</li>
</ul>
</li>
</ul>
</li>
<li><a href="#Using-the-min-Shell">Using the min Shell</a>
<ul>
<li><a href="#Autocompletion-and-shortcuts">Autocompletion and shortcuts</a></li>
<li><a href="#Shell-configuration-files">Shell configuration files</a>
<ul>
<li><a href="#.minrc">.minrc</a></li>
<li><a href="#.min_history">.min_history</a></li>
<li><a href="#.min_symbols">.min_symbols</a>
</li>
</ul>
</li>
</ul>
</li>
<li><a href="#Extending-min">Extending min</a>
<ul>
<li><a href="#Implementing-new-min-modules-using-min-itself">Implementing new min modules using min itself</a></li>
<li><a href="#Embedding-min-in-your-Nim-program">Embedding min in your Nim program</a></li>
<li><a href="#Implementing-min-modules-as-dynamic-libraries">Implementing min modules as dynamic libraries</a></li>
</ul>
</li>
<li><a href="#Reference">Reference</a>
<ul>
<li><a href="#Notation">Notation</a>
<ul>
<li><a href="#Types-and-Values">Types and Values</a></li>
<li><a href="#Suffixes">Suffixes</a></li>
</ul>
</li>
<li><a href="#<code>lang</code>-Module"><code>lang</code> Module</a></li>
<li><a href="#<code>stack</code>-Module"><code>stack</code> Module</a></li>
<li><a href="#<code>seq</code>-Module"><code>seq</code> Module</a></li>
<li><a href="#<code>io</code>-Module"><code>io</code> Module</a></li>
<li><a href="#<code>fs</code>-Module"><code>fs</code> Module</a></li>
<li><a href="#<code>logic</code>-Module"><code>logic</code> Module</a></li>
<li><a href="#<code>str</code>-Module"><code>str</code> Module</a></li>
<li><a href="#<code>sys</code>-Module"><code>sys</code> Module</a></li>
<li><a href="#<code>num</code>-Module"><code>num</code> Module</a></li>
<li><a href="#<code>time</code>-Module"><code>time</code> Module</a></li>
<li><a href="#<code>crypto</code>-Module"><code>crypto</code> Module</a></li>
<li><a href="#<code>math</code>-Module"><code>math</code> Module</a></li>
<li><a href="#<code>net</code>-Module"><code>net</code> Module</a></li>
<li><a href="#<code>http</code>-Module"><code>http</code> Module</a></li>
</ul>
</li>
</ul>
</li>
</ul>
</div>
<div id="main">
<a name="About-min"></a>
<h2>About min<a href="#document-top" title="Go to top"></a></h2>
<p><strong>min</strong> is an concatenative, fully-homoiconic, functional, interpreted programming language.</p>
<p>This basically means that:</p>
<ul>
<li>It is based on a somewhat obscure and slightly unintuitive programming paradigm, think of <a href="http://www.forth.org/">Forth</a>, <a href="http://factorcode.org/">Factor</a> and <a href="http://www.kevinalbrecht.com/code/joy-mirror/">Joy</a> but with parethesis for an extra <a href="https://common-lisp.net/">Lisp</a>y flavor.</li>
<li>Programs written in min are actually written using <em>quotations</em>, i.e. lists.</li>
<li>It comes with map, filter, find, map-reduce and loads of other functional goodies. See the <a href="#<code>seq</code>-Module">seq Module</a> for more.</li>
<li>It is probably slower than the average production-ready programming language.</li>
</ul>
<a name="Why?"></a>
<h3>Why?<a href="#document-top" title="Go to top"></a></h3>
<p>Because creating a programming language is something that every programmer needs to do, at some point in life. And also because there are way too few <a href="http://concatenative.org/wiki/view/Front%20Page">concatenative</a> programming language out there – so people are likely to be <em>less</em> pissed off than if I made a yet another Lisp instead.</p>
<p>I always wanted to build a minimalist language, but that could also be used for real work and provided a standard library for common tasks and functionalities like regular expression support, cryptography, execution of external programs, shell-like operators and keywords to work with files, and more.</p>
<p>Also, I wanted it to be fully self-contained, cross platform, and tiny. About 1MB (depending on the platform) is not really tiny, but I feel it’s a good compromise compared to the alternatives out there, considering that you only need <em>one file</em> to run any min program.</p>
<p>I am currently building a static site generator called <a href="https://github.com/h3rald/hastysite">HastySite</a>, that also powers <a href="https://min-lang.org">https://min-lang.org</a>. HastySite internally uses min as the language to write the <a href="https://github.com/h3rald/min/blob/master/site/rules.min">rules</a> to process the source files of the site, and also all its <a href="https://github.com/h3rald/min/tree/master/site/scripts">scripts</a>.</p>
<p>Finally, I think more and more people should get to know concatenative programming languages, because <a href="http://evincarofautumn.blogspot.it/2012/02/why-concatenative-programming-matters.html">concatenative programming matters</a>.</p>
<a name="How?"></a>
<h3>How?<a href="#document-top" title="Go to top"></a></h3>
<p>min is developed entirely in <a href="https://nim-lang.org">Nim</a> – the name is (almost) entirely a coincidence. I wanted to call it <em>minim</em> but then shortened it for more… minimalism.</p>
<p>min’s parser started off as a fork of Nim’s JSON parser – adapted to process a concatenative programming language with less primitive types than JSON. It is interpreted in the traditional sense: no bytecode, no JIT, just plain read, parse and run.</p>
<a name="Who?"></a>
<h3>Who?<a href="#document-top" title="Go to top"></a></h3>
<p>min was created and implemented by <a href="https://h3rald.com">Fabio Cevasco</a>, with contributions by <a href="https://peterme.net">Peter Munch-Ellingsen</a>.</p>
<a name="When?"></a>
<h3>When?<a href="#document-top" title="Go to top"></a></h3>
<p>min source code <a href="https://github.com/h3rald/min">repository</a> was created on November 8<sup>th</sup> 2014. This only means that I’ve been very slowly developing something that was actually made public at the end of July 2017.</p>
<a name="Getting-Started"></a>
<h2>Getting Started<a href="#document-top" title="Go to top"></a></h2>
<p>You can download one of the following pre-built min binaries:</p>
<ul>
<li><a href="https://github.com/h3rald/min/releases/download/v0.15.0/min_v0.15.0_macosx_x64.zip">min v0.15.0 for macOS (x64)</a></li>
<li><a href="https://github.com/h3rald/min/releases/download/v0.15.0/min_v0.15.0_windows_x64.zip">min v0.15.0 for Windows (x64)</a></li>
<li><a href="https://github.com/h3rald/min/releases/download/v0.15.0/min_v0.15.0_linux_x64.zip">min v0.15.0 for Linux (x64)</a></li>
<li><a href="https://github.com/h3rald/min/releases/download/v0.15.0/min_v0.15.0_linux_x86.zip">min v0.15.0 for Linux (x86)</a></li>
<li><a href="https://github.com/h3rald/min/releases/download/v0.15.0/min_v0.15.0_linux_arm.zip">min v0.15.0 for Linux (arm)</a></li>
</ul>
<a name="Building-from-Source"></a>
<h3>Building from Source<a href="#document-top" title="Go to top"></a></h3>
<p>Alternatively, you can build min from source as follows:</p>
<ol>
<li>Download and install <a href="https://nim-lang.org">nim</a>.</li>
<li>Download and build <a href="https://github.com/h3rald/nifty">Nifty</a>, and put the nifty executable somewhere in your <span class="kwd">$PATH</span>.</li>
<li>Clone the min <a href="https://github.com/h3rald/min">repository</a>.</li>
<li>Navigate to the min repository local folder.</li>
<li>Run <strong>nifty install</strong> to download min’s dependencies.</li>
<li>Run <strong>nim c -d:release min.nim</strong>.</li>
</ol>
<a name="Additional-build-options"></a>
<h4>Additional build options<a href="#document-top" title="Go to top"></a></h4>
<a name="-d:ssl"></a>
<h5>-d:ssl<a href="#document-top" title="Go to top"></a></h5>
<p>If the <strong>-d:ssl</strong> flag is specified when compiling, min will be built with SSL support, so it will be possible to perform HTTPS requests with the <a href="#<code>http</code>-Module">http Module</a>. This means that the resulting <strong>min</strong> executable will no longer be self-contained and it will require the OpenSSL dynamic library to be available on your system.</p>
<a name="-d:lite"></a>
<h5>-d:lite<a href="#document-top" title="Go to top"></a></h5>
<p>If the <strong>d:lite</strong> flag is specified, an even more minimal executable file will be generated, however the following functionalities will not be available:</p>
<ul>
<li>The <a href="#<code>crypto</code>-Module">crypto Module</a></li>
<li>The <a href="#<code>net</code>-Module">net Module</a></li>
<li>The <a href="#<code>http</code>-Module">http Module</a></li>
<li>The <a href="#<code>math</code>-Module">math Module</a></li>
<li>The <a href="#min-operator-id-zip">zip</a> and <a href="#min-operator-id-unzip">unzip</a> operators.</li>
</ul>
<a name="Running-then-min-Shell"></a>
<h3>Running then min Shell<a href="#document-top" title="Go to top"></a></h3>
<p>To start min shell, run <span class="cmd">min -i</span>. You will be presented with a prompt displaying the path to the current directory:</p>
<div class="min-terminal"><p><span class="prompt">[/Users/h3rald/test]$</span></p></div>
<p>You can type min code and press <span class="kbd">ENTER</span> to evaluate it immediately:</p>
<div class="min-terminal"><p><span class="prompt">[/Users/h3rald/test]$</span> 2 2 +
{1} -> 4
<span class="prompt">[/Users/h3rald/test]$</span></p></div>
<p>The result of each operation will be placed on top of the stack, and it will be available to subsequent operation</p>
<div class="min-terminal"><p><span class="prompt">[/Users/h3rald/test]$</span> dup *
{1} -> 16
<span class="prompt">[/Users/h3rald/test]$</span></p></div>
<p>To exit min shell, press <span class="kbd">CTRL+C</span> or type <span class="cmd">exit</span> and press <span class="kbd">ENTER</span>.</p>
<a name="Executing-a-min-Program"></a>
<h3>Executing a min Program<a href="#document-top" title="Go to top"></a></h3>
<p>To execute a min script, you can:</p>
<ul>
<li>Run <code>min -e:"... program ..."</code> to execute a program inline.</li>
<li>Run <code>min myfile.min</code> to execute a program contained in a file.</li>
</ul>
<p>min also supports running programs from standard input, so the following command can also be used (on Unix-like system) to run a program saved in <span class="file">myfile.min</span>:</p>
<div class="min-terminal"><p><span class="prompt">$</span> cat myfile.min | min</p></div>
<a name="Learning-the-min-Language"></a>
<h2>Learning the min Language<a href="#document-top" title="Go to top"></a></h2>
<p><em>min</em> is a stack-based, concatenative programming language that uses postfix notation. If you already know <a href="http://www.forth.org/">Forth</a>, <a href="http://factorcode.org/">Factor</a> or <a href="http://www.kevinalbrecht.com/code/joy-mirror/">Joy</a>, or if you ever used an <a href="https://en.wikipedia.org/wiki/Reverse_Polish_notation">RPN</a> calculator, then min will look somewhat familiar to you.</p>
<p>If not, well, here’s how a short min program looks like:</p>
<pre><code>; This is a comment
(1 2 3 4 5) (dup *) map
</code></pre>
<p>This program returns a list containing the square values of the first five integer numbers:</p>
<pre><code>(1 4 9 16 25)
</code></pre>
<p>Let’s see how it works:</p>
<ol>
<li>First a list containing the first five integer is pushed on the stack.</li>
<li>Then, another list containing two symbols (<code>dup</code> and <code>*</code>) is pushed on the stack. This constitutes a quoted program which, when executed duplicates (<code>dup</code>) the first element on the stack and then multiplies (<code>*</code>) the two elements together.</li>
<li>Finally, the symbol <code>map</code> is pushed on the stack. Map takes a list of elements and a quoted program and applies the program to each element.</li>
</ol>
<p>Note that:</p>
<ul>
<li>There are no variable assignments.</li>
<li>elements are pushed on the stack one by one.</li>
<li>Parentheses are grouped together one or more elements, so that they are treated as a single element and they are not evaluated immediately.</li>
<li>Symbols can be used to perform operations on the whole stack.</li>
</ul>
<p>Unlike more traditional programming languages, in a concatenative programming language there is no inherent need of variables or named parameters, as symbols acts as stack operators that consume elements that are placed in order on top of a stack.</p>
<a name="Data-Types"></a>
<h3>Data Types<a href="#document-top" title="Go to top"></a></h3>
<p>The type system of min is very simple – only the following data types are available:</p>
<dl>
<dt>integer</dt>
<dd>An integer number like 1, 27 or -15.</dd>
<dt>float</dt>
<dd>A floating-point number like 3.14 or -56.9876.</dd>
<dt>string</dt>
<dd>A series of characters wrapped in double quotes: “Hello, World!”.</dd>
<dt>quotation</dt>
<dd>A list of elements, which may also contain symbols. Quotations can be be used to create heterogenous lists of elements of any data type, and also to create a block of code that will be evaluated later on (quoted program).</dd>
</dl>
<p>Additionally, quotations structured in a particular way can be used as dictionaries, and a few operators are available to manage them more easily (<code>dhas?</code>, <code>dget</code>, <code>ddel</code> and <code>dset</code>). A dictionary is a quotation containing zero or more quotations of two elements, the first of which is a string that has not already be used in any of the other inner quotations.</p>
<div class="sidebar"><p>Example</p>
<p>The following is a simple dictionary containing three keys: <em>name</em>, <em>paradigm</em>, and <em>first-release-year</em>:</p>
<pre><code>(
("name" "min")
("paradigm" "concatenative")
("first-release-year" 2017)
)
</code></pre></div>
<p>The <a href="#<code>logic</code>-Module">logic Module</a> provides predicate operators to check if an element belong to a particular data type or pseudo-type (<code>boolean?</code>, <code>number?</code>, <code>integer?</code>, <code>float?</code>, <code>string?</code>, <code>quotation?</code>, <code>dictionary?</code>).</p>
<p>Additionally, the <a href="#<code>lang</code>-Module">lang Module</a> provides operators to convert values from a data type to another (e.g. <a href="#min-operator-id-int">int</a>, <a href="#min-operator-id-string">string</a>, and so on).</p>
<div class="note"><p>Note</p>
<p>Most of the operators defined in the <a href="#<code>num</code>-Module">num Module</a> are able to operate on both integers and floats.</p></div>
<a name="Quotations"></a>
<h3>Quotations<a href="#document-top" title="Go to top"></a></h3>
<p>Quotations are the most important thing to understand in min. Besides being the data type used for lists, they are also used to delimit blocks of min code that is not going to be immediately executed.</p>
<p>Consider for example the following min code which returns all the files present in the current folder sorted by name:</p>
<pre><code> . ls (ftype "file" ==) filter '> sort
</code></pre>
<p>The symbol <a href="#min-operator-id-filter">filter</a> takes two quotations as arguments – the first quotation on the stack is applied to all the elements of the second quotation on the stack, to determine which elements of the second quotation will be part of the resulting quotation. This is an example of how quotations can be used both as lists and programs.</p>
<p>Let’s examine this program step-by-step:</p>
<ol>
<li>The <code>.</code> symbol is pushed on the stack, and it is immediately evaluated to the full path to the current directory.</li>
<li>The <code>ls</code> symbol is pushed on the stack, it consumes the string already on the stack and returns a quotation containing all files and directories within the current directory.</li>
<li>The quotation <code>(ftype 'file ==)</code> is pushed on the stack. It is treated exactly like a list of data and it is not evaluated.</li>
<li>The <code>filter</code> symbol is pushed on the stack. This symbol takes two quotations as input, and applies the result of the first quotation on the stack (<code>(ftype "file" ==)</code>) to all elements of the second quotation of the stack (the list of files and directories), returning a new quotation containing only those elements of the second quotation on the stack that satisfy the result of the first quotation. In this case, it returns a new quotation containing only files.</li>
<li><code>'></code> is pushed on the stack. The <code>'</code> sigil can be used instead of the <code>quote</code> symbol to quote a single symbol, <code><</code> in this case. In other words, it is instantly evaluated to the quotation <code>(>)</code>.</li>
<li>The symbol <code>sort</code> is pushed on the stack. This symbol, like <code>filter</code>, takes two quotations as input, and applies the first quotation to each element of the second quotation, effectively sorting each element of the second quotation using the predicate expressed by the first quotation. In this case, all files are sorted by name in ascending order.</li>
</ol>
<div class="tip"><p>Tip</p>
<p>The <a href="#<code>seq</code>-Module">seq Module</a> provides several symbols to work with quotations in a functional way.</p></div>
<a name="Quoting,-dequoting,-and-applying"></a>
<h4>Quoting, dequoting, and applying<a href="#document-top" title="Go to top"></a></h4>
<p>When a quotation is created, it is treated as data, no matter what it contains: it is placed on the stack, like an integer or a string would. However, unlike other data types, a quotation can be evaluated in certain situations and when it happens its contents are pushed on the stack.</p>
<p>Consider the following program:</p>
<pre><code> (1 2 3 4 5 6 7) (odd?) filter
</code></pre>
<p>This programs returns a new quotation containing all odd numbers contained in quotation <code>(1 2 3 4 5 6 7)</code>.</p>
<p>In this case, the second quotation is used to <em>quote</em> the symbol <code>odd?</code> so that instead of being executed immediately, it will be executed by the symbol <code>filter</code> on each element of the first quotation. In this way, we may say that <code>(odd?)</code> is <em>dequoted</em> by the symbol <code>filter</code>.</p>
<p>The synbol <a href="#min-operator-id-dequote">dequote</a> or its alias <code>-></code> can be used to dequote a quotation by pushing all its element on the main stack, while the symbol <a href="#min-operator-id-apply">apply</a> can be used to dequote a quotation by pushing its element on a separate stack.</p>
<a name="Operators"></a>
<h3>Operators<a href="#document-top" title="Go to top"></a></h3>
<p>Every min program needs <em>operators</em> to:</p>
<ul>
<li>Manipulate elements on the stack</li>
<li>Perform operations on data</li>
<li>Provide side effects (read/print to standard input/output/files, etc.)</li>
</ul>
<p>There are two types of operators: <em>symbols</em> and <em>sigils</em>.</p>
<p><em>Symbols</em> are the most common type of operator. A min symbol is a single word that is either provided by one of the predefined min modules like <code>dup</code> or <code>.</code> or defined by the user. User-defined symbols must:</p>
<ul>
<li>Start with a letter or an underscore (_).</li>
<li>Contain zero or more letters, numbers and/or any of the following characters: <code>/ ! ? + * . _ -</code></li>
</ul>
<p>It is possible to define symbols using the <a href="#min-operator-id-define">define</a> symbol. The following min program defines a new symbol called square that duplicates the first element on the stack and multiplies the two elements:</p>
<pre><code> (dup *) "square" define
</code></pre>
<p>Besides symbols, min provides a set of predefined <em>sigils</em> for commonly-used symbols. For example, the previous definition could be rewritten as follows using sigils:</p>
<pre><code> (dup *) :square
</code></pre>
<p>A sigil like <code>:</code> can be prepended to a single-word string instead of using the corresponding symbol. Essentially, sigils are nothing more than syntactic sugar. Currently min provides the following sigils:</p>
<dl>
<dt>+</dt>
<dd>Alias for <a href="#min-operator-id-module">module</a>.</dd>
<dt>~</dt>
<dd>Alias for <a href="#min-operator-id-delete">delete</a>.</dd>
<dt>'</dt>
<dd>Alias for <a href="#min-operator-id-quote">quote</a>.</dd>
<dt>:</dt>
<dd>Alias for <a href="#min-operator-id-define">define</a>.</dd>
<dt>^</dt>
<dd>Alias for <a href="#min-operator-id-call">call</a>.</dd>
<dt>@</dt>
<dd>Alias for <a href="#min-operator-id-bind">bind</a>.</dd>
<dt>></dt>
<dd>Alias for <a href="#min-operator-id-save-symbol">save-symbol</a>.</dd>
<dt><</dt>
<dd>Alias for <a href="#min-operator-id-load-symbol">load-symbol</a>.</dd>
<dt>=</dt>
<dd>Alias for <a href="#min-operator-id-quote-bind">quote-bind</a>.</dd>
<dt>#</dt>
<dd>Alias for <a href="#min-operator-id-quote-define">quote-define</a>.</dd>
<dt>/</dt>
<dd>Alias for <a href="#min-operator-id-dget">dget</a>.</dd>
<dt>%</dt>
<dd>Alias for <a href="#min-operator-id-dset">dset</a>.</dd>
<dt>?</dt>
<dd>Alias for <a href="#min-operator-id-dhas?">dhas?</a>.</dd>
<dt>!</dt>
<dd>Alias for <a href="#min-operator-id-system">system</a>.</dd>
<dt>&</dt>
<dd>Alias for <a href="#min-operator-id-run">run</a>.</dd>
<dt>$</dt>
<dd>Alias for <a href="#min-operator-id-get-env">get-env</a>.</dd>
</dl>
<a name="Definitions"></a>
<h3>Definitions<a href="#document-top" title="Go to top"></a></h3>
<p>Being a concatenative language, min does not really need named parameters or variables: simbols just pop elements off the main stack in order, and that’s normally enough. There is however one small problem with the traditional concatenative paradigm; consider the following program for example:</p>
<pre><code> dup dup
"\.zip$" match
swap fsize 1000000 > and
swap mtime now 3600 - >
</code></pre>
<p>This program takes a single string corresponding to a file path and returns true if it’s a .zip file bigger than 1MB that was modified in the last how. Sure, it is remarkable that no variables are needed for such a program, but it is not very readable: because no variables are used, it is often necessary to make copies of elements and push them to the end of the stack – that’s what the <a href="#min-operator-id-dup">dup</a> and <a href="#min-operator-id-swap">swap</a> are used for.</p>
<p>The good news is that you can use the <a href="#min-operator-id-define">define</a> operator and the <code>:</code> sigil to define new symbols, and symbols can also be set to literals of course.</p>
<p>Consider the following program:</p>
<pre><code> :filepath
filepath "\.zip$" match
filepath fsize 1000000 >
filepath mtime now 3600 - >
and and
</code></pre>
<p>In this case, the <code>filepath</code> symbol is defined and then used on the following three lines, each of which defines a condition to be evaluated. The last line contains just two <a href="#min-operator-id-and">and</a> symbols necessary to compare the three conditions.</p>
<a name="Lexical-scoping-and-binding"></a>
<h4>Lexical scoping and binding<a href="#document-top" title="Go to top"></a></h4>
<p>min, like many other programming languages, uses <a href="https://en.wikipedia.org/wiki/Scope_(computer_science">lexical scoping</a>#Lexical_scope_vs._dynamic_scope) to resolve symbols.</p>
<p>Consider the following program:</p>
<pre><code> 4 :a
(
a 3 + :a
(
a 1 + :a
(a dup * :a) dequote
) dequote
) dequote
</code></pre>
<p>…What is the value of the symbol <code>a</code> after executing it?</p>
<p>Simple: <code>4</code>. Every quotation defines its own scope, and in each scope a new variable called <code>a</code> is defined. In the innermost scope containing the quotation <code>(a dup * :a)</code> the value of <code>a</code> is set to <code>64</code>, but this value is not propagated to the outer scopes. Note also that the value of <code>a</code> in the innermost scope is first retrieved from the outer scope (8).</p>
<p>If we want to change the value of the original <code>a</code> symbol defined in the outermost scope, we have to use the <a href="#min-operator-id-bind">bind</a> or its shorthand sigil <code>@</code>, so that the programs becomes the following:</p>
<pre><code> 4 :a ;First definition of the symbol a
(
a 3 + @a ;The value of a is updated to 7.
(
a 1 + @a ;The value of a is updated to 8
(a dup * @a) dequote ;The value of a is now 64
) dequote
) dequote
</code></pre>
<a name="quote-define-and-quote-bind"></a>
<h4>quote-define and quote-bind<a href="#document-top" title="Go to top"></a></h4>
<p>So far, we saw how to use the <a href="#min-operator-id-define">define</a> and <a href="#min-operator-id-bind">bind</a> operator (or better, their shorthand sigils <code>:</code> and <code>@</code>) to define new symbols or bind values to existing ones.</p>
<p>Consider the following example:</p>
<pre><code> (1 2 3 4 5) :my-list
my-list (dup *) map
</code></pre>
<p>If run the program above in min shell by pasting the first and then the second line in it, you’ll get an error similar to the following:</p>
<pre><code> (!) <repl>(1,19) [map]: Incorrect values found on the stack:
- expected: {top} quot quot {bottom}
- got: {top} quot int {bottom}
<repl>(1,19) in symbol: map
</code></pre>
<p>This error says that when the <a href="#min-operator-id-map">map</a> operator was evaluated, there were incorrect values on the stack. Two quotations were expected, but instead a quotation and an integer were found. How did this happen?</p>
<p>Basically, when <code>my-list</code> was pushed on the stack, it pushed all its item on top of the stack. If you run <a href="#min-operator-id-get-stack">get-stack</a>, it will return the following list:</p>
<pre><code> (1 2 3 4 5 (dup *))
</code></pre>
<p>This happens because by default min assumes that when you define a quotation you want to define a new operator rather than a list. The following program works as expected, and it returns a list containing the squares of the first five integer numbers:</p>
<pre><code> (dup *) :square
(1 2 3 4 5) (square) map
</code></pre>
<p>To avoid this behavior – i.e. whenever you want to define a list of items rather than an operator that will be immediately evaluated when pushed on the stack, you have to use the <a href="#min-operator-id-quote-define">quote-define</a> and the <a href="#min-operator-id-quote-bind">quote-bind</a> or their respective sigils <code>#</code> and <code>=</code>:</p>
<pre><code> (1 2 3 4 5) #my-list
my-list (dup *) map ;Returns (1 4 9 16 25)
</code></pre>
<a name="Sealing-symbols"></a>
<h4>Sealing symbols<a href="#document-top" title="Go to top"></a></h4>
<p>Finally, symbols can be sealed to pervent accidental updates or deletions. By default, all symbols defined in the core min modules are sealed, so the following code if run in min shell will result in an error:</p>
<pre><code> 5 :quote
</code></pre>
<p>…because the symbol quote is already defned in the root scope. However, note that the folliwng code will <em>not</em> return an error:</p>
<pre><code> (5 :quote quote dup *) -> ;returns 25
</code></pre>
<p>…because the <code>quote</code> symbol is only defined in the root scope and can therefore be redefined in child scopes.</p>
<p>If you want, you can <a href="#min-operator-id-seal">seal</a> your own symbols so that they may not be redefined using the <a href="#min-operator-id-bind">bind</a> operator or deleted using the <a href="#min-operator-id-delete">delete</a>.</p>
<div class="info"><p>Note</p>
<p>The <a href="#min-operator-id-unseal">unseal</a> operator can be used to effectively un-seal a previously-sealed symbol. Use with caution!</p></div>
<a name="Control-Flow"></a>
<h3>Control Flow<a href="#document-top" title="Go to top"></a></h3>
<p>The <a href="#<code>lang</code>-Module">lang Module</a> provide some symbols that can be used for the most common control flow statements. Unlike most programming language, min does not differentiate between functions and statements – control flow statements are just ordinary symbols that manipulate the main stack.</p>
<a name="Conditionals"></a>
<h4>Conditionals<a href="#document-top" title="Go to top"></a></h4>
<p>The following symbols provide ways to implement common conditional statements:</p>
<ul>
<li><a href="#min-operator-id-case">case</a></li>
<li><a href="#min-operator-id-if">if</a></li>
<li><a href="#min-operator-id-unless">unless</a></li>
<li><a href="#min-operator-id-when">when</a></li>
</ul>
<p>For example, consider the following program:</p>
<pre><code> (
(
"" :type
(("\.(md|markdown)$") ("markdown" @type))
(("\.txt$") ("text" @type))
(("\.min$") ("min" @type))
(("\.html?$") ("HTML" @type))
((true) ("unknown" @type))
) case
"This is a $1 file." (type) % echo
) :display-file-info
</code></pre>
<p>This program defines a symbol <code>display-file-info</code> that takes a file name and outputs a message displaying its type, if known.</p>
<a name="Loops"></a>
<h4>Loops<a href="#document-top" title="Go to top"></a></h4>
<p>The following symbols provide ways to implement common loops:</p>
<ul>
<li><a href="#min-operator-id-foreach">foreach</a></li>
<li><a href="#min-operator-id-times">times</a></li>
<li><a href="#min-operator-id-while">while</a></li>
</ul>
<p>For example, consider the following program:</p>
<pre><code> (
:n
1 :i
1 :f
(i n <=)
(
f i * @f
i succ @i
) while
f
) :factorial
</code></pre>
<p>This program defines a symbol <code>factorial</code> that calculates the factorial of an integer iteratively using the symbol <a href="#min-operator-id-while">while</a>.</p>
<a name="Error-handling"></a>
<h4>Error handling<a href="#document-top" title="Go to top"></a></h4>
<p>The following symbols provide ways to manage errors in min:</p>
<ul>
<li><a href="#min-operator-id-format-error">format-error</a></li>
<li><a href="#min-operator-id-raise">raise</a></li>
<li><a href="#min-operator-id-try">try</a></li>
</ul>
<p>For example, consider the following program:</p>
<pre><code> . ls
(
(
(fsize)
(pop 0)
) try
) map
1 (+) reduce
</code></pre>
<p>This program calculates the size in bytes of all files included in the current directory. Because the <a href="#min-operator-id-fsize">fsize</a> symbol throws an error if the argument provided is not a file (for example if it is a directory), the <code>try</code> symbol is used to remove the error from the stack and push <code>0</code> on the stack instead.</p>
<a name="Using-the-min-Shell"></a>
<h2>Using the min Shell<a href="#document-top" title="Go to top"></a></h2>
<p>The min executable also provide an interactive REPL (Read-Eval-Print Loop) when launched with the <code>-i</code> flag:</p>
<div class="min-terminal"><p><span class="prompt">$</span> min -i
<span class="prompt">[/Users/h3rald/Development/min]$</span></p></div>
<p>Although not as advanced, the min REPL is not dissimilar from an OS system shell like Bash, and as a matter of fact it provides many functionalities that are found in other shells or command prompts, such as:</p>
<ul>
<li>Auto-completion</li>
<li>Persistent line history</li>
<li>A customizable prompt</li>
<li>Access to environment variables</li>
</ul>
<p>…plus in can obviously leverage the entire min language for complex scripting.</p>
<a name="Autocompletion-and-shortcuts"></a>
<h3>Autocompletion and shortcuts<a href="#document-top" title="Go to top"></a></h3>
<p>The min shell features smart tab autocompletion and keyboard shortcut implemented using the <a href="https://github.com/h3rald/nimline">nimline</a> library.</p>
<p>The following behaviors are implemented when pressing the <code>TAB</code> key within:</p>
<table>
<thead>
<tr>
<th>Context </th>
<th> Result</th>
</tr>
</thead>
<tbody>
<tr>
<td>…a string </td>
<td> Auto-completes the current word using file and directory names.</td>
</tr>
<tr>
<td>…a word starting with <code>!</code> or <code>&</code> </td>
<td> Auto-completes the current word using executable file names.</td>
</tr>
<tr>
<td>…a word starting with <code>$</code> </td>
<td> Auto-completes the current word using environment variable names.</td>
</tr>
<tr>
<td>…a word starting with <code>'</code>, <code>~</code>, <code>@</code>, <code>#</code>, <code>></code>, <code><</code>, <code>*</code>, <code>(</code> </td>
<td> Auto-completes the current word using symbol names.</td>
</tr>
</tbody>
</table>
<p>Additionally, at least some of the following systems should also be available, depending on your operating system:</p>
<table>
<thead>
<tr>
<th>Key </th>
<th> Effect</th>
</tr>
</thead>
<tbody>
<tr>
<td><code>INSERT</code> </td>
<td> Switches between insert and replace mode.</td>
</tr>
<tr>
<td><code>UP</code> </td>
<td> Displays the previous history entry.</td>
</tr>
<tr>
<td><code>DOWN</code> </td>
<td> Displays the next history entry.</td>
</tr>
<tr>
<td><code>CTRL+c</code> </td>
<td> Terminates min shell.</td>
</tr>
<tr>
<td><code>CTRL+x</code> </td>
<td> Clears the current line.</td>
</tr>
<tr>
<td><code>CTRL+b</code> </td>
<td> Goes to the beginning of the line.</td>
</tr>
<tr>
<td><code>CTRL+e</code> </td>
<td> Goes to the end of the line.</td>
</tr>
</tbody>
</table>
<a name="Shell-configuration-files"></a>
<h3>Shell configuration files<a href="#document-top" title="Go to top"></a></h3>
<p>When the min interpreter is first launched, the following files are created automatically in the $HOME directory (%HOMEPROFILE% on Windows).</p>
<a name=".minrc"></a>
<h4>.minrc<a href="#document-top" title="Go to top"></a></h4>
<p>This file is interpreted first every time min is run. By default it is empty, but it can be used to define code to execute at startup.</p>
<a name=".min_history"></a>
<h4>.min_history<a href="#document-top" title="Go to top"></a></h4>
<p>This file is used to persist all commands entered in the min shell, and it is loaded in memory at startup to provide line history support.</p>
<a name=".min_symbols"></a>
<h4>.min_symbols<a href="#document-top" title="Go to top"></a></h4>
<p>This files contains all symbol definitions in JSON format that were previously-saved using the <a href="#min-operator-id-save-symbol">save-symbol</a> symbol. Symbols can be loaded using the <a href="#min-operator-id-load-symbol">load-symbol</a> symbol.</p>
<a name="Extending-min"></a>
<h2>Extending min<a href="#document-top" title="Go to top"></a></h2>
<p>min provides a fairly complete standard library with many useful modules. However, you may feel the need to extend min in order to perform more specialized tasks.</p>
<p>In such situations, you basically have three options:</p>
<ul>
<li>Implement new min modules in min</li>
<li>Embed min in your <a href="https://nim-lang.org">Nim</a> program</li>
<li>Implemet min modules as dynamic libraries in Nim</li>
</ul>
<a name="Implementing-new-min-modules-using-min-itself"></a>
<h3>Implementing new min modules using min itself<a href="#document-top" title="Go to top"></a></h3>
<p>When you just want to create more high-level min operator using functionalities that are already available in min, the easiest way is to create your own reusable min modules.</p>
<p>The <a href="#min-operator-id-module">module</a> (and the <strong>+</strong> sigil) allows you to create a new min module:</p>
<pre><code>(
(dup *) :pow2
(dup dup * *) :pow3
(dup dup dup * * *) :pow4
) +quickpows
</code></pre>
<p>Save your code to a file (e.g. <em>quickpows.min</em>) and you can use it in other nim files using the <a href="#min-operator-id-load">load</a> operator and the <a href="#min-operator-id-import">import</a>:</p>
<pre><code>'quickpows load
'quickpows import
2 pow3 pow2 puts ;prints 64
</code></pre>
<a name="Embedding-min-in-your-Nim-program"></a>
<h3>Embedding min in your Nim program<a href="#document-top" title="Go to top"></a></h3>
<p>If you’d like to use min as a scripting language within your own program, and maybe extend it by implementing additional operators, you can use min as a Nim library.</p>
<p>To do so:</p>
<ol>
<li>Install min sources using Nifty as explained in the Download section.</li>
<li>Import it in your Nim file.</li>
<li>Implement a new <code>proc</code> to define the module.</li>
</ol>
<p>The following code is taken from <a href="https://github.com/h3rald/hastysite">HastySite</a> and shows how to define a new <code>hastysite</code> module containing some symbols (<code>preprocess</code>, <code>postprocess</code>, <code>process-rules</code>, …):</p>
<pre><code>import packages/min/min
proc hastysite_module*(i: In, hs1: HastySite) =
var hs = hs1
let def = i.define()
def.symbol("preprocess") do (i: In):
hs.preprocess()
def.symbol("postprocess") do (i: In):
hs.postprocess()
def.symbol("process-rules") do (i: In):
hs.interpret(hs.files.rules)
# ...
def.finalize("hastysite")
</code></pre>
<p>Then you need to:</p>
<ol>
<li>Instantiate a new min interpreter using the <code>newMinInterpreter</code> proc.</li>
<li>Run the <code>proc</code> used to define the module.</li>
<li>Call the <code>interpret</code> method to interpret a min file or string:</li>
</ol>
<pre><code>proc interpret(hs: HastySite, file: string) =
var i = newMinInterpreter(file, file.parentDir)
i.hastysite_module(hs)
i.interpret(newFileStream(file, fmRead))
</code></pre>
<div class="tip"><p>Tip</p>
<p>For more information on how to create new modules with Nim, have a look in the <a href="https://github.com/h3rald/min/tree/master/lib">lib folder</a> of the min repository, which contains all the min modules included in the standard library.</p></div>
<a name="Implementing-min-modules-as-dynamic-libraries"></a>
<h3>Implementing min modules as dynamic libraries<a href="#document-top" title="Go to top"></a></h3>
<div class="warning"><p>Warning</p>
<p>This technique is currently experimental, it has not been tested extensively and it may not even work on Windows.</p></div>
<p>If you just want to add a new module to min providing functinalities that cannot be built natively with min operators, you can also implement a min module in Nim and compile it to a dynamic library which can be linked dynamically when min is started.</p>
<p>In order to do this, you don’t even need to download the whole min source code, you just need to download the <a href="https://github.com/h3rald/min/blob/master/mindyn.nim">mindyn.nim</a> file and import it in your Nim program.</p>
<p>The following code shows how to create a simple min module called <em>dyntest</em> containing only a single operator <em>dynplus</em>, which essentially returns the sum of two numbers:</p>
<pre><code>import mindyn
proc dyntest*(i: In) {.dynlib, exportc.} =
let def = i.define()
def.symbol("dynplus") do (i: In):
let vals = i.expect("num", "num")
let a = vals[0]
let b = vals[1]
if a.isInt:
if b.isInt:
i.push newVal(a.intVal + b.intVal)
else:
i.push newVal(a.intVal.float + b.floatVal)
else:
if b.isFloat:
i.push newVal(a.floatVal + b.floatVal)
else:
i.push newVal(a.floatVal + b.intVal.float)
def.finalize("dyntest")
</code></pre>
<p>Note that the <code>mindym.nim</code> file contains the signatures of all the <code>proc</code>s that are commonly used to define min modules, but not their implementation. Such <code>proc</code>s will become available at run time when the dynamic library is linked to the min executable.</p>
<p>You can compile the following library by running the following command:</p>
<div class="min-terminal"><p><span class="prompt">$</span> nim c --app:lib -d:release --noMain dyntest.nim</p></div>
<p>If you are using <a href="https://clang.llvm.org/">clang</a> to compile Nim code, you may need to run the following command instead:</p>
<div class="min-terminal"><p><span class="prompt">$</span> nim c --app:lib -d:release --noMain -l:"-undefined dynamic_lookup" dyntest.nim</p></div>
<p>Now you should have a <code>libdyntest.so|dyn|dll</code> file. To make min load it and link it automatically when it starts, just run:</p>
<div class="min-terminal"><p><span class="prompt">$</span> min --install:libdyntest.dyn</p></div>
<p>This command will copy the library file to <code>$HOME/.minlibs/</code> (<code>%HOMEPATH%\.minlibs\</code> on Windows). min looks for dynamic libraries in this folder when it starts.</p>
<div class="note"><p>Notes</p>
<ul>
<li>The dynamic library file must have the same name as the module it defines (<em>dyntest</em> in this case).</li>
<li>At startup, min links all your installed dynamic libraries but does not import the modules automatically.</li>
</ul>
</div>
<p>If you wish to uninstall the library, run the following command instead:</p>
<div class="min-terminal"><p><span class="prompt">$</span> min --uninstall:libdyntest.dyn</p></div>
<a name="Reference"></a>
<h2>Reference<a href="#document-top" title="Go to top"></a></h2>
<p>min includes a small but powerful standard library organized into the following <em>modules</em>:</p>
<dl>
<dt><a href="#<code>lang</code>-Module">lang Module</a></dt>
<dd>Defines the basic language constructs, such as control flow, type conversions, symbol definition and binding, exception handling, etc.</dd>
<dt><a href="#<code>stack</code>-Module">stack Module</a></dt>
<dd>Defines combinators and stack-shufflers like dip, dup, swap, cons, etc.</dd>
<dt><a href="#<code>seq</code>-Module">seq Module</a></dt>
<dd>Defines operators for quotations and dictionaries, like map, filter, reduce, etc.</dd>
<dt><a href="#<code>io</code>-Module">io Module</a></dt>
<dd>Provides operators for reading and writing files as well as printing to STDOUT and reading from STDIN.</dd>
<dt><a href="#<code>fs</code>-Module">fs Module</a></dt>
<dd>Provides operators for accessing file information and properties.</dd>
<dt><a href="#<code>logic</code>-Module">logic Module</a></dt>
<dd>Provides comparison operators for all min data types and other boolean logic operators.</dd>
<dt><a href="#<code>str</code>-Module">str Module</a></dt>
<dd>Provides operators to perform operations on strings, use regular expressions, interpolation, etc..</dd>
<dt><a href="#<code>sys</code>-Module">sys Module</a></dt>
<dd>Provides operators to use as basic shell commands, access environment variables, and execute external commands.</dd>
<dt><a href="#<code>num</code>-Module">num Module</a></dt>
<dd>Provides operators to perform simple mathematical operations on integer and floating point numbers.</dd>
<dt><a href="#<code>time</code>-Module">time Module</a></dt>
<dd>Provides a few basic operators to manage dates, times, and timestamps.</dd>
<dt><a href="#<code>crypto</code>-Module">crypto Module</a></dt>
<dd>Provides operators to compute hashes (MD5, SHA1, SHA224, SHA256, SHA384, sha512), base64 encoding/decoding, and AES encryption/decryption.</dd>
<dt><a href="#<code>math</code>-Module">math Module</a></dt>
<dd>Provides many mathematical operators and constants such as trigonometric functions, square root, logarithms, etc.</dd>
<dt><a href="#<code>net</code>-Module">net Module</a></dt>
<dd>Provides basic supports for sockets (some features are not supported on Windows systems).</dd>
<dt><a href="#<code>http</code>-Module">http Module</a></dt>
<dd>Provides operators to perform HTTP requests, download files and create basic HTTP servers.</dd>
</dl>
<a name="Notation"></a>
<h3>Notation<a href="#document-top" title="Go to top"></a></h3>
<p>The following notation is used in the signature of all min operators:</p>
<a name="Types-and-Values"></a>
<h4>Types and Values<a href="#document-top" title="Go to top"></a></h4>
<dl>
<dt>∅</dt>
<dd>No value.</dd>
<dt><span class="kwd">a</span></dt>
<dd>A value of any type.</dd>
<dt><span class="kwd">bool</span></dt>
<dd>A boolean value</dd>
<dt><span class="kwd">int</span></dt>
<dd>An integer value.</dd>
<dt><span class="kwd">float</span></dt>
<dd>A float value.</dd>
<dt><span class="kwd">num</span></dt>
<dd>A numeric (integer or float) value.</dd>
<dt><span class="kwd">string</span></dt>
<dd>A string value.</dd>
<dt><span class="kwd">'sym</span></dt>
<dd>A string-like value (string or quoted symbol).</dd>
<dt><span class="kwd">quot</span></dt>
<dd>A quotation (also expressed as parenthesis enclosing other values).</dd>
<dt><span class="kwd">dict</span></dt>
<dd>A dictionary value.</dd>
<dt><span class="kwd">tinfo</span></dt>
<dd><p>A timeinfo dictionary:</p>
<pre><code>(
("year" 2017)
("month" 7)
("day" 8)
("weekday" 6)
("yearday" 188)
("hour" 15)
("minute" 16)
("second" 25)
("dst" true)
("timezone" -3600)
)
</code></pre></dd>
<dt><span class="kwd">err</span></dt>
<dd><p>An error dictionary:</p>
<pre><code>(
("error" "MyError")
("message" "An error occurred")
("symbol" "symbol1")
("filename" "dir1/file1.min")
("line" 3)
("column" 13)
)
</code></pre></dd>
<dt><span class="kwd">socket</span></dt>
<dd><p>A socket dictionary that must be created through the <a href="#min-operator-id-socket">socket</a> operator:</p>
<pre><code>(
("domain" "ipv4")
("type" "stream")
("protocol" "tcp")
;socket
)
</code></pre></dd>
<dt><span class="kwd">request</span></dt>
<dd><p>A request dictionary, representing an HTTP request to be performed through the operators exposed by the <a href="#<code>http</code>-Module">http Module</a>:</p>
<pre><code>(
("url" "http://httpbin.org/put")
("method" "PUT")
("version" "1.1") ;optional
("hostname" "h3rald.com") ;optional
("headers" ( ;optional
("Accept-Language" "it-id")
("Host" "httpbin.org")))
("body" "test body") ;optional
)
</code></pre></dd>
<dt><span class="kwd">response</span></dt>
<dd><p>A response dictionary, representing an HTTP response returned by some of the operators exposed by the <a href="#<code>http</code>-Module">http Module</a>:</p>
<pre><code>(
("version" "1.1") ;optional
("status" 200) ;optional
("headers" ;optional
(("Content-Type" "application/json")))
("body" ;optional
"{\"test\": \"This is a test\"}")
)
</code></pre></dd>
<dt><span class="kwd">true</span></dt>
<dd>true (boolean type).</dd>
<dt><span class="kwd">false</span></dt>
<dd>false (boolean type)</dd>
</dl>
<a name="Suffixes"></a>
<h4>Suffixes<a href="#document-top" title="Go to top"></a></h4>
<p>The following suffixes can be placed at the end of a value or type to indicate ordering or quantities.</p>
<dl>
<dt><span class="kwd"><sub>1</sub></span></dt>
<dd>The first value of the specified type.</dd>
<dt><span class="kwd"><sub>2</sub></span></dt>
<dd>The second value of the specified type.</dd>
<dt><span class="kwd"><sub>3</sub></span></dt>
<dd>The third value of the specified type.</dd>
<dt><span class="kwd"><sub>4</sub></span></dt>
<dd>The fourth value of the specified type.</dd>
<dt><span class="kwd"><sub>?</sub></span></dt>
<dd>Zero or one.</dd>
<dt><span class="kwd"><sub>*</sub></span></dt>
<dd>Zero or more.</dd>
<dt><span class="kwd"><sub>+</sub></span></dt>
<dd>One or more</dd>
</dl>
<a name="<code>lang</code>-Module"></a>
<h3><code>lang</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><span class="reference-title">'</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> '<span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span> quote</span></p>
<p>See <a href="#min-operator-id-quote">quote</a>.</p></div>
<p><span class="reference-title">'</span></p>
<div class="operator"><p><span class="kwd"> ' <strong>⇒</strong> quote</span></p>
<p>See <a href="#min-operator-id-quote">quote</a>.</p></div>
<p><span class="reference-title">:</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> :<span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span> define</span></p>
<p>See <a href="#min-operator-id-define">define</a>.</p></div>
<p><span class="reference-title">:</span></p>
<div class="operator"><p><span class="kwd"> : <strong>⇒</strong> define</span></p>
<p>See <a href="#min-operator-id-define">define</a>.</p></div>
<p><span class="reference-title">~</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> ~<span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span> delete</span></p>
<p>See <a href="#min-operator-id-delete">delete</a>.</p></div>
<p><span class="reference-title">+</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> +<span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span> module</span></p>
<p>See <a href="#min-operator-id-module">module</a>.</p></div>
<p><span class="reference-title">^</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> ^<span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span> call</span></p>
<p>See <a href="#min-operator-id-call">call</a>.</p></div>
<p><span class="reference-title">^</span></p>
<div class="operator"><p><span class="kwd"> ^ <strong>⇒</strong> call</span></p>
<p>See <a href="#min-operator-id-call">call</a>.</p></div>
<p><span class="reference-title">@</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> @<span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span> bind</span></p>
<p>See <a href="#min-operator-id-bind">bind</a>.</p></div>
<p><span class="reference-title">@</span></p>
<div class="operator"><p><span class="kwd"> @ <strong>⇒</strong> bind</span></p>
<p>See <a href="#min-operator-id-bind">bind</a>.</p></div>
<p><span class="reference-title">></span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> ><span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span> save-symbol</span></p>
<p>See <a href="#min-operator-id-save-symbol">save-symbol</a>.</p></div>
<p><span class="reference-title"><</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> <<span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span> load-symbol</span></p>
<p>See <a href="#min-operator-id-load-symbol">load-symbol</a>.</p></div>
<p><span class="reference-title">-></span></p>
<div class="operator"><p><span class="kwd"> -> <strong>⇒</strong> dequote</span></p>
<p>See <a href="#min-operator-id-dequote">dequote</a>.</p></div>
<p><span class="reference-title">=></span></p>
<div class="operator"><p><span class="kwd"> => <strong>⇒</strong> apply</span></p>
<p>See <a href="#min-operator-id-apply">apply</a>.</p></div>
<p><span class="reference-title">#</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> #<span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span> quote-bind</span></p>
<p>See <a href="#min-operator-id-quote-bind">quote-bind</a>.</p></div>
<p><span class="reference-title">#</span></p>
<div class="operator"><p><span class="kwd"> # <strong>⇒</strong> quote-bind</span></p>
<p>See <a href="#min-operator-id-quote-bind">quote-bind</a>.</p></div>
<p><span class="reference-title">=</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> =<span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span> quote-define</span></p>
<p>See <a href="#min-operator-id-quote-define">quote-define</a>.</p></div>
<p><span class="reference-title">=</span></p>
<div class="operator"><p><span class="kwd"> = <strong>⇒</strong> quote-define</span></p>
<p>See <a href="#min-operator-id-quote-define">quote-define</a>.</p></div>
<p><a id="min-operator-id-apply"></a>
<span class="reference-title">apply</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> (<span class="kwd">a<sub>*</sub></span>)</span></p>
<p>Returns a new quotation <span class="kwd">quot</span> obtained by evaluating each element of <span class="kwd">quot</span> in a separate stack.</p></div>
<p><a id="min-operator-id-args"></a>
<span class="reference-title">args</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Returns a list of all arguments passed to the current program.</p></div>
<p><a id="min-operator-id-bind"></a>
<span class="reference-title">bind</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Binds the specified value (auto-quoted) to an existing symbol <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-bool"></a>
<span class="reference-title">bool</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Converts <span class="kwd">a</span> to a boolean value based on the following rules:</p>
<ul>
<li>If <span class="kwd">a</span> is a boolean value, no conversion is performed.</li>
<li>If <span class="kwd">a</span> is a non-zero numeric value, it is converted to <span class="kwd">true</span>, otherwise it is converted to <span class="kwd">false</span>.</li>
<li>If <span class="kwd">a</span> is a non-empty quotation, it is converted to <span class="kwd">true</span>, otherwise it is converted to <span class="kwd">false</span>.</li>
<li>If <span class="kwd">a</span> is a non-empty string or not <code>"false"</code>, it is converted to <span class="kwd">true</span>, otherwise it is converted to <span class="kwd">false</span>.</li>
</ul>
</div>
<p><a id="min-operator-id-call"></a>
<span class="reference-title">call</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Calls operator <span class="kwd">'sym</span> defined in scope <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-case"></a>
<span class="reference-title">case</span></p>
<div class="operator"><p><span class="kwd"> ((<span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span>)<span class="kwd"><sub>*</sub></span>) <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>This operator takes a quotation containing <em>n</em> different conditional branches.</p>
<p>Each branch must be a quotation containing two quotations, and it is processed as follows:</p>
<ul>
<li>if <span class="kwd">quot<sub>1</sub></span> evaluates to <span class="kwd">true</span>, then the <span class="kwd">quot<sub>2</sub></span> is executed.</li>
<li>if <span class="kwd">quot<sub>1</sub></span> evaluates to <span class="kwd">false</span>, then the following branch is processed (if any).</li>
</ul>
<div class="sidebar"><p>Example</p>
<p>The following program prints “Smaller than 3”:</p>
<pre><code>2 (
((> 3) ("Greater than 3" put!))
((< 3) ("Smaller than 3" put!))
((true) ("Exactly 3" put!))
) case
</code></pre></div></div>
<p><a id="min-operator-id-define"></a>
<span class="reference-title">define</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Defines a new symbol <span class="kwd">'sym</span>, containing the specified value (auto-quoted if not already a quotation).</p></div>
<p><a id="min-operator-id-defined?"></a>
<span class="reference-title">defined?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">'sym</span> is defined, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-delete"></a>
<span class="reference-title">delete</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Deletes the specified symbol <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-dequote"></a>
<span class="reference-title">dequote</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Pushes the contents of quotation <span class="kwd">quot</span> on the stack.</p></div>
<p><a id="min-operator-id-eval"></a>
<span class="reference-title">eval</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Parses and interprets <span class="kwd">string</span>.</p></div>
<p><a id="min-operator-id-exit"></a>
<span class="reference-title">exit</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int</span> <strong>⇒</strong> ∅</span></p>
<p>Exits the program or shell with <span class="kwd">int</span> as return code.</p></div>
<p><a id="min-operator-id-expect"></a>
<span class="reference-title">expect</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Validates the first <em>n</em> elements of the stack against the type descriptions specified in <span class="kwd">quot<sub>1</sub></span> (<em>n</em> is <span class="kwd">quot<sub>1</sub></span>’s length) and if all the elements are valid returns them wrapped in <span class="kwd">quot<sub>2</sub></span> (in reverse order).</p>
<div class="sidebar"><p>Example</p>
<p>Assuming that the following elements are on the stack (from top to bottom):</p>
<p><code>1 "test" 3.4</code></p>
<p>the following program evaluates to <code>true</code>:</p>
<p><code>(int string num) expect (3.4 "test" 1) ==</code></p></div></div>
<p><a id="min-operator-id-float"></a>
<span class="reference-title">float</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">float</span></span></p>
<p>Converts <span class="kwd">a</span> to an integer value based on the following rules:</p>
<ul>
<li>If <span class="kwd">a</span> is <span class="kwd">true</span>, it is converted to <code>1.0</code>.</li>
<li>If <span class="kwd">a</span> is <span class="kwd">false</span>, it is converted to <code>0.0</code>.</li>
<li>If <span class="kwd">a</span> is a integer, it is converted to float value.</li>
<li>If <span class="kwd">a</span> is a float, no conversion is performed.</li>
<li>If <span class="kwd">a</span> is a string, it is parsed as a float value.</li>
</ul>
</div>
<p><a id="min-operator-id-foreach"></a>
<span class="reference-title">foreach</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Applies the quotation <span class="kwd">quot<sub>2</sub></span> to each element of <span class="kwd">quot<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-format-error"></a>
<span class="reference-title">format-error</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">err</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Formats the error <span class="kwd">err</span> as a string.</p>
<div class="sidebar"><p>Example</p>
<p>The following:</p>
<p><code>((error "MyError") (message "This is a test error")) format-error</code></p>
<p>produces: <code>"This is a test error"</code></p></div></div>
<p><a id="min-operator-id-from-json"></a>
<span class="reference-title">from-json</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Converts a JSON string into <em>min</em> data.</p></div>
<p><a id="min-operator-id-if"></a>
<span class="reference-title">if</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <span class="kwd">quot<sub>3</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>If <span class="kwd">quot<sub>1</sub></span> evaluates to <span class="kwd">true</span> then evaluates <span class="kwd">quot<sub>2</sub></span>, otherwise evaluates <span class="kwd">quot<sub>3</sub></span>.</p></div>
<p><a id="min-operator-id-import"></a>
<span class="reference-title">import</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Imports the a previously-loaded module <span class="kwd">'sym</span>, defining all its symbols in the current scope.</p></div>
<p><a id="min-operator-id-int"></a>
<span class="reference-title">int</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Converts <span class="kwd">a</span> to an integer value based on the following rules:</p>
<ul>
<li>If <span class="kwd">a</span> is <span class="kwd">true</span>, it is converted to <code>1</code>.</li>
<li>If <span class="kwd">a</span> is <span class="kwd">false</span>, it is converted to <code>0</code>.</li>
<li>If <span class="kwd">a</span> is an integer, no conversion is performed.</li>
<li>If <span class="kwd">a</span> is a float, it is converted to an integer value by truncating its decimal part.</li>
<li>If <span class="kwd">a</span> is a string, it is parsed as an integer value.</li>
</ul>
</div>
<p><a id="min-operator-id-linrec"></a>
<span class="reference-title">linrec</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <span class="kwd">quot<sub>3</sub></span> <span class="kwd">quot<sub>4</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Implements linear recursions as follows:</p>
<ol>
<li>Evaluates <span class="kwd">quot<sub>1</sub></span>.
<ul>
<li>If <span class="kwd">quot<sub>1</sub></span> evaluates to <span class="kwd">true</span>, then it evaluates <span class="kwd">quot<sub>2</sub></span>.</li>
<li>Otherwises it executes <span class="kwd">quot<sub>3</sub></span> and recurses using the same four quotations.</li>
</ul>
</li>
<li>Finally, it executes <span class="kwd">quot<sub>4</sub></span>.</li>
</ol>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>120</code> on the stack, the factorial of 5:</p>
<pre><code>(dup 0 ==) 'succ (dup pred) '* linrec
</code></pre></div></div>
<p><a id="min-operator-id-lite?"></a>
<span class="reference-title">lite?</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if min was built in <em>lite</em> mode.</p></div>
<p><a id="min-operator-id-load"></a>
<span class="reference-title">load</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Parses and interprets the specified <em>min</em> file, adding <span class="ext">.min</span> if not specified.</p></div>
<p><a id="min-operator-id-load-symbol"></a>
<span class="reference-title">load-symbol</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Loads the contents of symbol <span class="kwd">'sym</span> from the <span class="file">.min_symbols</span> file.</p></div>
<p><a id="min-operator-id-loglevel"></a>
<span class="reference-title">loglevel</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Sets the current logging level to <span class="kwd">'sym</span>. <span class="kwd">'sym</span> must be one of the following strings or quoted symbols:</p>
<ul>
<li>debug</li>
<li>info</li>
<li>notice</li>
<li>warn</li>
<li>error</li>
<li>fatal</li>
</ul>
<div class="note"><p>Note</p>
<p>The default logging level is <em>notice</em>.</p></div></div>
<p><a id="min-operator-id-module"></a>
<span class="reference-title">module</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Creates a new module <span class="kwd">'sym</span> based on quotation <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-module-sigils"></a>
<span class="reference-title">module-sigils</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> (<span class="kwd">string<sub>*</sub></span>)</span></p>
<p>Returns a list of all sigils defined in module <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-module-symbols"></a>
<span class="reference-title">module-symbols</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> (<span class="kwd">string<sub>*</sub></span>)</span></p>
<p>Returns a list of all symbols defined in module <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-opts"></a>
<span class="reference-title">opts</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">dict</span></span></p>
<p>Returns a dictionary of all options passed to the current program, with their respective values.</p></div>
<p><a id="min-operator-id-parse"></a>
<span class="reference-title">parse</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Parses <span class="kwd">string</span> and returns a quoted program <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-prompt"></a>
<span class="reference-title">prompt</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>This symbol is used to configure the prompt of the min shell. By default, it is set to the following quotation:</p>
<pre><code>("[$1]$$ " (.) => %)
</code></pre>
<p>Unlike other predefined symbols, this symbol is <em>unsealed</em>, which means it can be modified.</p></div>
<p><a id="min-operator-id-publish"></a>
<span class="reference-title">publish</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <span class="kwd">quot</span> <strong>⇒</strong> ∅</span></p>
<p>Publishes symbol <span class="kwd">'sym</span> to the scope of <span class="kwd">quot</span>.</p>
<div class="sidebar"><p>Example</p>
<p>Publish symbol <span class="kwd">my-local-symbol</span> to <span class="kwd">ROOT</span> scope:
<code>'my-local-symbol ROOT publish</code></p></div></div>
<p><a id="min-operator-id-quote"></a>
<span class="reference-title">quote</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> (<span class="kwd">a</span>)</span></p>
<p>Wraps <span class="kwd">a</span> in a quotation.</p></div>
<p><a id="min-operator-id-quote-bind"></a>
<span class="reference-title">quote-bind</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Quotes <span class="kwd">a</span> and binds the quotation to the existing symbol <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-quote-define"></a>
<span class="reference-title">quote-define</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Quotes <span class="kwd">a</span> and assigns the quotation to the symbol <span class="kwd">'sym</span>, creating it if not already defined.</p></div>
<p><a id="min-operator-id-raise"></a>
<span class="reference-title">raise</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">err</span> <strong>⇒</strong> ∅</span></p>
<p>Raises the error specified via the dictionary <span class="kwd">err</span>.</p></div>
<p><a id="min-operator-id-read"></a>
<span class="reference-title">read</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Reads and parses the specified <em>min</em> file <span class="kwd">'sym</span> and returns a quoted program <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-remove-symbol"></a>
<span class="reference-title">remove-symbol</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Removes the symbol <span class="kwd">'sym</span> from the <span class="file">.min_symbols</span> file.</p></div>
<p><a id="min-operator-id-ROOT"></a>
<span class="reference-title">ROOT</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Returns an empty quotation holding a reference to the <span class="kwd">ROOT</span> scope.</p>
<div class="tip"><p>Tip</p>
<p>This symbol is very useful in conjunction with the <strong>with</strong> operator.
#</p></div></div>
<p><a id="min-operator-id-save-symbol"></a>
<span class="reference-title">save-symbol</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Saves the contents of symbol <span class="kwd">'sym</span> to the <span class="file">.min_symbols</span> file.</p></div>
<p><a id="min-operator-id-seal"></a>
<span class="reference-title">seal</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Seals symbol <span class="kwd">'sym</span>, so that it cannot be re-assigned.</p></div>
<p><a id="min-operator-id-sigils"></a>
<span class="reference-title">sigils</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> (<span class="kwd">string<sub>*</sub></span>)</span></p>
<p>Returns a list of all sigils defined in the <span class="kwd">ROOT</span> scope.</p></div>
<p><a id="min-operator-id-source"></a>
<span class="reference-title">source</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Display the source code of symbol <span class="kwd">'sym</span> (if it has been implemented a <em>min</em> quotation).</p></div>
<p><a id="min-operator-id-stored-symbols"></a>
<span class="reference-title">stored-symbols</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> (<span class="kwd">string<sub>*</sub></span>)</span></p>
<p>Returns a quotation containing all symbols stored in the <span class="file">.min_symbols</span> file.</p></div>
<p><a id="min-operator-id-string"></a>
<span class="reference-title">string</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Converts <span class="kwd">a</span> to its string representation.</p></div>
<p><a id="min-operator-id-symbols"></a>
<span class="reference-title">symbols</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> (<span class="kwd">string<sub>*</sub></span>)</span></p>
<p>Returns a list of all symbols defined in the <span class="kwd">ROOT</span> scope.</p></div>
<p><a id="min-operator-id-tap"></a>
<span class="reference-title">tap</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Performs the following operations:</p>
<ol>
<li>Removes <span class="kwd">a</span> from the stack.</li>
<li>For each quotation defined in <span class="kwd">quot</span> (which is a quotation of quotations each requiring one argument and returning one argument):
<ol>
<li>Pushes <span class="kwd">a</span> back to the stack.</li>
<li>Dequotes the quotation and saves the result as <span class="kwd">a</span>.</li>
</ol>
</li>
<li>Push the resulting <span class="kwd">a</span> back on the stack.</li>
</ol>
<div class="sidebar"><p>Example</p>
<p>The following program:</p>
<pre><code>(
(("a" 1) ("b" 2) ("c" 3)) (
(dup /a succ succ %a)
(dup /b succ %b)
) tap
</code></pre>
<p>Returns <code>(("a" 3) ("b" 3) ("c" 3))</code>.</p></div></div>
<p><a id="min-operator-id-tap!"></a>
<span class="reference-title">tap!</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Performs the following operations:</p>
<ol>
<li>Removes <span class="kwd">a</span> from the stack.</li>
<li>For each quotation defined in <span class="kwd">quot</span> (which is a quotation of quotations each requiring one argument and returning one argument):
<ol>
<li>Pushes <span class="kwd">a</span> back to the stack.</li>
<li>Dequotes the quotation and saves the result as <span class="kwd">a</span>.</li>
</ol>
</li>
</ol>
<div class="sidebar"><p>Example</p>
<p>The following program:</p>
<pre><code>"" :s1
"test" (
(' "1" swap append "" join)
(' "2" swap append "" join)
(' "3" swap append "" join @s1 s1)
) tap!
</code></pre>
<p>Sets <code>s1</code> to <code>"test123"</code>.</p></div></div>
<p><a id="min-operator-id-times"></a>
<span class="reference-title">times</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Applies the quotation <span class="kwd">quot</span> <span class="kwd">int</span> times.</p></div>
<p><a id="min-operator-id-to-json"></a>
<span class="reference-title">to-json</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Converts <span class="kwd">quot</span> into a JSON string <span class="kwd">string</span>.</p></div>
<p><a id="min-operator-id-try"></a>
<span class="reference-title">try</span></p>
<div class="operator"><p><span class="kwd"> (<span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot</span><span class="kwd"><sub>2</sub></span><span class="kwd"><sub>?</sub></span> <span class="kwd">quot</span><span class="kwd"><sub>3</sub></span><span class="kwd"><sub>?</sub></span>) <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Evaluates a quotation as a try/catch/finally block.</p>
<p>The must contain the following elements:</p>
<ol>
<li>A quotation <span class="kwd">quot<sub>1</sub></span> containing the code to be evaluated (<em>try</em> block).</li>
<li><em>(optional)</em> A quotation <span class="kwd">quot<sub>2</sub></span> containing the code to execute in case of error (<em>catch</em> block).</li>
<li><em>(optional)</em> A quotation <span class="kwd">quot<sub>3</sub></span> containing the code to execute after the code has been evaluated, whether an error occurred or not (<em>finally</em> block).</li>
</ol>
<div class="sidebar"><p>Example</p>
<p>The following program executed on an empty stack prints the message “Insufficient items on the stack” and pushes 0 on the stack:</p>
<pre><code> (
(pop)
(format-error puts)
(0)
) try
</code></pre></div></div>
<p><a id="min-operator-id-unless"></a>
<span class="reference-title">unless</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>If <span class="kwd"><sub>1</sub></span> evaluates to <span class="kwd">false</span> then evaluates <span class="kwd"><sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-unseal"></a>
<span class="reference-title">unseal</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Unseals symbol <span class="kwd">'sym</span>, so that it can be re-assigned.</p></div>
<p><a id="min-operator-id-version"></a>
<span class="reference-title">version</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns the current min version number.</p></div>
<p><a id="min-operator-id-when"></a>
<span class="reference-title">when</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>If <span class="kwd">quot<sub>1</sub></span> evaluates to <span class="kwd">true</span> then evaluates <span class="kwd">quot<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-while"></a>
<span class="reference-title">while</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Executes <span class="kwd">quot<sub>2</sub></span> while <span class="kwd">quot<sub>1</sub></span> evaluates to <span class="kwd">true</span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program prints all natural numbers from 0 to 10:</p>
<pre><code>0 :count
(count 10 <=)
(count puts succ @count) while
</code></pre></div></div>
<p><a id="min-operator-id-with"></a>
<span class="reference-title">with</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Applies quotation <span class="kwd">quot<sub>1</sub></span> within the scope of <span class="kwd">quot<sub>2</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>This operator is useful to define symbols on the <span class="kwd">ROOT</span> scope or a parent scope. For example min’s prelude includes the following code used to import certain modules only if min was not compiled in lite mode:</p>
<pre><code>'lite? (
(
'crypto import
'math import
'net import
'http import
) ROOT with
) unless
</code></pre>
<p>#</p></div></div>
<a name="<code>stack</code>-Module"></a>
<h3><code>stack</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-clear-stack"></a>
<span class="reference-title">clear-stack</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> ∅</span></p>
<p>Empties the stack.</p></div>
<p><a id="min-operator-id-cleave"></a>
<span class="reference-title">cleave</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> (<span class="kwd">quot</span><span class="kwd"><sub>*</sub></span>) <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Applies each quotation contained in the first element to the second element <span class="kwd">a<sub>1</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves 2 on the stack:</p>
<p><code>(1 2 3) ((sum) (size)) cleave /</code></p></div></div>
<p><a id="min-operator-id-cons"></a>
<span class="reference-title">cons</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> (<span class="kwd">a<sub>*</sub></span>) <strong>⇒</strong> (<span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>*</sub></span>)</span></p>
<p>Prepends <span class="kwd">a<sub>1</sub></span> to the quotation on top of the stack.</p></div>
<p><a id="min-operator-id-dip"></a>
<span class="reference-title">dip</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> (<span class="kwd">a<sub>2</sub></span>) <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Removes the first and second element from the stack, dequotes the first element, and restores the second element.</p></div>
<p><a id="min-operator-id-dup"></a>
<span class="reference-title">dup</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Duplicates the first element on the stack.</p></div>
<p><a id="min-operator-id-get-stack"></a>
<span class="reference-title">get-stack</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> (<span class="kwd">a<sub>*</sub></span>)</span></p>
<p>Returns a quotation containing the contents of the stack.</p></div>
<p><a id="min-operator-id-id"></a>
<span class="reference-title">id</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> ∅</span></p>
<p>Does nothing.</p></div>
<p><a id="min-operator-id-keep"></a>
<span class="reference-title">keep</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Applies each quotation contained in the first element to each subsequent corresponding element.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>5 3</code> on the stack:</p>
<p><code>2 3 '+ keep</code></p></div></div>
<p><a id="min-operator-id-nip"></a>
<span class="reference-title">nip</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>2</sub></span></span></p>
<p>Removes the second element from the stack.</p></div>
<p><a id="min-operator-id-over"></a>
<span class="reference-title">over</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Pushes a copy of the second element on top of the stack.</p></div>
<p><a id="min-operator-id-pick"></a>
<span class="reference-title">pick</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <span class="kwd">a<sub>3</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <span class="kwd">a<sub>3</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Pushes a copy of the third element on top of the stack.</p></div>
<p><a id="min-operator-id-pop"></a>
<span class="reference-title">pop</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> ∅</span></p>
<p>Removes the first element from the stack.</p></div>
<p><a id="min-operator-id-rolldown"></a>
<span class="reference-title">rolldown</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <span class="kwd">a<sub>3</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>2</sub></span> <span class="kwd">a<sub>3</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Moves the third element in first position, the second in third position and the the first in second position.</p></div>
<p><a id="min-operator-id-rollup"></a>
<span class="reference-title">rollup</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <span class="kwd">a<sub>3</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>3</sub></span> <span class="kwd">a<sub>2</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Moves the third and second element into second and third position and moves the first element into third position.</p></div>
<p><a id="min-operator-id-set-stack"></a>
<span class="reference-title">set-stack</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Substitute the existing stack with the contents of <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-sip"></a>
<span class="reference-title">sip</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> (<span class="kwd">a<sub>2</sub></span>) <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Saves the <span class="kwd">a<sub>1</sub></span>, dequotes <span class="kwd">a<sub>2</sub></span>, and restores <span class="kwd">a<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-spread"></a>
<span class="reference-title">spread</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>*</sub></span> (<span class="kwd">quot</span><span class="kwd"><sub>*</sub></span>) <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Applies each quotation contained in the first element to each subsequent corresponding element.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(1 4)</code> on the stack:</p>
<p><code>(1 2) (3 4) ((0 get) (1 get)) spread</code></p></div></div>
<p><a id="min-operator-id-swap"></a>
<span class="reference-title">swap</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>2</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Swaps the first two elements on the stack.</p></div>
<p><a id="min-operator-id-swons"></a>
<span class="reference-title">swons</span></p>
<div class="operator"><p><span class="kwd"> (<span class="kwd">a<sub>*</sub></span>) <span class="kwd">a<sub>1</sub></span> <strong>⇒</strong> (<span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>*</sub></span>)</span></p>
<p>Prepends <span class="kwd">a<sub>1</sub></span> to the quotation that follows it.</p></div>
<a name="<code>seq</code>-Module"></a>
<h3><code>seq</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><span class="reference-title">/</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> /<span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span> dget</span></p>
<p>See <a href="#min-operator-id-dget">dget</a>.</p></div>
<p><span class="reference-title">?</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> ?<span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span> dhas?</span></p>
<p>See <a href="#min-operator-id-dhas?">dhas?</a>.</p></div>
<p><span class="reference-title">%</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> %<span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span> dset</span></p>
<p>See <a href="#min-operator-id-dset">dset</a>.</p></div>
<p><a id="min-operator-id-all?"></a>
<span class="reference-title">all?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Applies predicate <span class="kwd">quot<sub>2</sub></span> to each element of <span class="kwd">quot<sub>1</sub></span> and returns <span class="kwd">true</span> if all elements of <span class="kwd">quot<sub>1</sub></span> satisfy predicate <span class="kwd">quot<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-any?"></a>
<span class="reference-title">any?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Applies predicate <span class="kwd">quot<sub>2</sub></span> to each element of <span class="kwd">quot<sub>1</sub></span> and returns <span class="kwd">true</span> if at least one element of <span class="kwd">quot<sub>1</sub></span> satisfies predicate <span class="kwd">quot<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-append"></a>
<span class="reference-title">append</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <span class="kwd">quot</span> <strong>⇒</strong> (<span class="kwd">a<sub>*</sub></span> <span class="kwd">a</span>)</span></p>
<p>Returns a new quotation containing the contents of <span class="kwd">quot</span> with <span class="kwd">a</span> appended.</p></div>
<p><a id="min-operator-id-get"></a>
<span class="reference-title">get</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Returns the <em>n<sup>th</sup></em> element of <span class="kwd">quot</span> (zero-based).</p></div>
<p><a id="min-operator-id-concat"></a>
<span class="reference-title">concat</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>3</sub></span></span></p>
<p>Concatenates <span class="kwd">quot<sub>1</sub></span> with <span class="kwd">quot<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-ddel"></a>
<span class="reference-title">ddel</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict<sub>1</sub></span> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">dict<sub>2</sub></span></span></p>
<p>Returns a copy of <span class="kwd">dict<sub>1</sub></span> without the element with key <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-dget"></a>
<span class="reference-title">dget</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Returns the value of key <span class="kwd">'sym</span> from dictionary <span class="kwd">dict</span>.</p></div>
<p><a id="min-operator-id-dhas?"></a>
<span class="reference-title">dhas?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if dictionary <span class="kwd">dict</span> contains the key <span class="kwd">'sym</span>, <span class="kwd">false</span> otherwise.</p>
<div class="sidebar"><p>Example</p>
<p>The following program returns <span class="kwd">true</span>:</p>
<pre><code>(("a1" true) ("a2" "aaa") ("a3" false)) 'a2 dhas?
</code></pre></div></div>
<p><a id="min-operator-id-dkeys"></a>
<span class="reference-title">dkeys</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <strong>⇒</strong> (<span class="kwd">string</span><span class="kwd"><sub>*</sub></span>)</span></p>
<p>Returns a quotation containing all the keys of dictionary <span class="kwd">dict</span>.</p></div>
<p><a id="min-operator-id-dpick"></a>
<span class="reference-title">dpick</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict<sub>1</sub></span> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">dict<sub>2</sub></span></span></p>
<p>Returns a new dictionary <span class="kwd">dict<sub>2</sub></span> containing the elements of <span class="kwd">dict<sub>1</sub></span> whose keys are included in <span class="kwd">quot</span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program returns <code>(("a" 4) ("d" 7))</code>:</p>
<pre><code>(("q" 5) ("a" 4) ("c" 6) ("d" 7)) ("a" "d") dpick
</code></pre></div></div>
<p><a id="min-operator-id-dset"></a>
<span class="reference-title">dset</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict<sub>1</sub></span> <span class="kwd">a</span> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">dict<sub>2</sub></span></span></p>
<p>Sets the value of the <span class="kwd">'sym</span> of <span class="kwd">dict<sub>1</sub></span> to <span class="kwd">a</span>, and returns the modified copy of the dictionary <span class="kwd">dict<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-dsort"></a>
<span class="reference-title">dsort</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">dict<sub>2</sub></span></span></p>
<p>Returns a new dictionary <span class="kwd">dict<sub>2</sub></span> containing all elements of <span class="kwd">dict<sub>1</sub></span> sorted by key in ascending order.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(("a" 342) ("b" true) ("c" -4) ("d" 22))</code> on the stack:</p>
<pre><code>(("b" true) ("d" 22) ("c" -4) ("a" 342)) dsort
</code></pre></div></div>
<p><a id="min-operator-id-dvalues"></a>
<span class="reference-title">dvalues</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <strong>⇒</strong> (<span class="kwd">a<sub>*</sub></span>)</span></p>
<p>Returns a quotation containing all the values of dictionary <span class="kwd">dict</span>.</p></div>
<p><a id="min-operator-id-filter"></a>
<span class="reference-title">filter</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>3</sub></span></span></p>
<p>Returns a new quotation <span class="kwd">quot<sub>3</sub></span> containing all elements of <span class="kwd">quot<sub>1</sub></span> that satisfy predicate <span class="kwd">quot<sub>2</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(2 6 8 12)</code> on the stack:</p>
<pre><code>(1 37 34 2 6 8 12 21)
(dup 20 < swap even? and) filter
</code></pre></div></div>
<p><a id="min-operator-id-find"></a>
<span class="reference-title">find</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the index of the first element within <span class="kwd">quot<sub>1</sub></span> that satisfies predicate <span class="kwd">quot<sub>2</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>3</code> on the stack:</p>
<pre><code>(1 2 4 8 16)
(5 >) find
</code></pre></div></div>
<p><a id="min-operator-id-first"></a>
<span class="reference-title">first</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Returns the first element of <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-flatten"></a>
<span class="reference-title">flatten</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Flattens all quotations within <span class="kwd">quot<sub>1</sub></span> and returns the resulting sequence <span class="kwd">quot<sub>2</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(1 2 3 4 5 6 7 8)</code> on the stack:</p>
<pre><code>(1 (2 3 4) 5 (6 7) 8)
flatten
</code></pre></div></div>
<p><a id="min-operator-id-harvest"></a>
<span class="reference-title">harvest</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Creates a new quotation <span class="kwd">quot<sub>2</sub></span> containing all elements of <span class="kwd">quot<sub>1</sub></span> except for empty quotations.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(1 2 3)</code> on the stack:</p>
<pre><code>(1 () () () 2 () 3)
harvest
</code></pre></div></div>
<p><a id="min-operator-id-in?"></a>
<span class="reference-title">in?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is contained in <span class="kwd">quot</span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-insert"></a>
<span class="reference-title">insert</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">a</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Inserts <span class="kwd">a</span> as the value of the <em>n<sup>th</sup></em> element <span class="kwd">quot<sub>1</sub></span> (zero-based), and returns the modified copy of the quotation <span class="kwd">quot<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-last"></a>
<span class="reference-title">last</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Returns the last element of <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-map"></a>
<span class="reference-title">map</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>3</sub></span></span></p>
<p>Returns a new quotation <span class="kwd">quot<sub>3</sub></span> obtained by applying <span class="kwd">quot<sub>2</sub></span> to each element of <span class="kwd">quot<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-map-reduce"></a>
<span class="reference-title">map-reduce</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <span class="kwd">quot<sub>3</sub></span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Applies <span class="kwd">quot<sub>2</sub></span> (map) to each element of <span class="kwd">quot<sub>1</sub></span> and then applies <span class="kwd">quot<sub>3</sub></span> (reduce) to each successive element of <span class="kwd">quot<sub>1</sub></span>. <span class="kwd">quot<sub>1</sub></span> must have at least one element.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>35</code> on the stack:</p>
<pre><code>(1 3 5)
(dup *) (+) map-reduce
</code></pre></div></div>
<p><a id="min-operator-id-partition"></a>
<span class="reference-title">partition</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>3</sub></span> <span class="kwd">quot<sub>4</sub></span></span></p>
<p>Partitions <span class="kwd">quot<sub>1</sub></span> into two quotations: <span class="kwd">quot<sub>3</sub></span> contains all elements of <span class="kwd">quot<sub>1</sub></span> that satisfy predicate <span class="kwd">quot<sub>2</sub></span>, <span class="kwd">quot<sub>4</sub></span> all the others.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(1 2 3) (2 4 6)</code> on the stack:</p>
<pre><code>(1 2 3 4 5 6)
(odd?) partition
</code></pre></div></div>
<p><a id="min-operator-id-prepend"></a>
<span class="reference-title">prepend</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <span class="kwd">quot</span> <strong>⇒</strong> (<span class="kwd">a</span> <span class="kwd">a<sub>*</sub></span>)</span></p>
<p>Returns a new quotation containing the contents of <span class="kwd">quot</span> with <span class="kwd">a</span> prepended.</p></div>
<p><a id="min-operator-id-quote-map"></a>
<span class="reference-title">quote-map</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Returns a new quotation <span class="kwd">quot<sub>2</sub></span> obtained by quoting each element of <span class="kwd">quot<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-reduce"></a>
<span class="reference-title">reduce</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">a</span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Combines each successive element of <span class="kwd">quot<sub>1</sub></span> using <span class="kwd">quot<sub>2</sub></span>. On the first iteration, the first two inputs processed by <span class="kwd">quot<sub>2</sub></span> are <span class="kwd">a</span> and the first element of <span class="kwd">quot<sub>1</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>120</code> on the stack:</p>
<pre><code>(1 2 3 4 5)
1 (*) reduce
</code></pre></div></div>
<p><a id="min-operator-id-reject"></a>
<span class="reference-title">reject</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>3</sub></span></span></p>
<p>Returns a new quotatios <span class="kwd">quot<sub>3</sub></span> including all elements of <span class="kwd">quot<sub>1</sub></span> that do not satisfy predicate <span class="kwd">quot<sub>2</sub></span> (i.e. the opposite of <code>filter</code>)</p></div>
<p><a id="min-operator-id-remove"></a>
<span class="reference-title">remove</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Returns the <em>n<sup>th</sup></em> element of <span class="kwd">quot<sub>1</sub></span> (zero-based), and returns the modified copy of the quotation <span class="kwd">quot<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-rest"></a>
<span class="reference-title">rest</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Returns a new quotation <span class="kwd">quot<sub>2</sub></span> containing all elements of <span class="kwd">quot<sub>1</sub></span> quotation except for the first.</p></div>
<p><a id="min-operator-id-reverse"></a>
<span class="reference-title">reverse</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Returns a new quotation <span class="kwd">quot<sub>2</sub></span> containing all elements of <span class="kwd">quot<sub>1</sub></span> in reverse order.</p></div>
<p><a id="min-operator-id-set"></a>
<span class="reference-title">set</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">a</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Sets the value of the <em>n<sup>th</sup></em> element <span class="kwd">quot<sub>1</sub></span> (zero-based) to <span class="kwd">a</span>, and returns the modified copy of the quotation <span class="kwd">quot<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-shorten"></a>
<span class="reference-title">shorten</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Returns a quotation <span class="kwd">quot<sub>2</sub></span> containing the first <em>n</em> values of the input quotation <span class="kwd">quot<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-size"></a>
<span class="reference-title">size</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the length of <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-slice"></a>
<span class="reference-title">slice</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">int<sub>1</sub></span> <span class="kwd">int<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Creates a new quotation <span class="kwd">quot<sub>2</sub></span> obtaining by selecting all elements of <span class="kwd">quot<sub>1</sub></span> between indexes <span class="kwd">int<sub>1</sub></span> and <span class="kwd">int<sub>2</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(3 4 5)</code> on the stack:</p>
<pre><code>(1 2 3 4 5 6)
2 4 slice
</code></pre></div></div>
<p><a id="min-operator-id-sort"></a>
<span class="reference-title">sort</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>3</sub></span></span></p>
<p>Sorts all elements of <span class="kwd">quot<sub>1</sub></span> according to predicate <span class="kwd">quot<sub>2</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(1 3 5 7 9 13 16)</code> on the stack:</p>
<pre><code>(1 9 5 13 16 3 7) '> sort
</code></pre></div></div>
<a name="<code>io</code>-Module"></a>
<h3><code>io</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-ask"></a>
<span class="reference-title">ask</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">string<sub>2</sub></span></span></p>
<p>Prints <span class="kwd">string<sub>1</sub></span> (prompt), reads a line from STDIN and places it on top of the stack as a string.</p></div>
<p><a id="min-operator-id-choose"></a>
<span class="reference-title">choose</span></p>
<div class="operator"><p><span class="kwd"> ((<span class="kwd">string<sub>1</sub></span> <span class="kwd">quot<sub>1</sub></span>)<span class="kwd"><sub>+</sub></span>) <span class="kwd">string<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Prints <span class="kwd">string<sub>2</sub></span>, then prints all <span class="kwd">string<sub>1</sub></span> included in the quotation prepended with a number, and waits from valid input from the user.</p>
<p>If the user enters a number that matches one of the choices, then the corresponding quotation <span class="kwd">quot<sub>1</sub></span> is executed, otherwise the choice menu is displayed again until a valid choice is made.</p></div>
<p><a id="min-operator-id-column-print"></a>
<span class="reference-title">column-print</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints all elements of <span class="kwd">quot</span> to STDOUT, in <span class="kwd">int</span> columns.</p></div>
<p><a id="min-operator-id-confirm"></a>
<span class="reference-title">confirm</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Prints <span class="kwd">string</span> (prompt) appending <code>" [yes/no]: "</code>, reads a line from STDIN and:</p>
<ul>
<li>if it matches <code>/^y(es)$/i</code>, puts <span class="kwd">true</span> on the stack.</li>
<li>if it matches <code>/^no?$/i</code>, puts <span class="kwd">false</span> on the stack.</li>
<li>Otherwise, it prints <code>Invalid answer. Please enter 'yes' or 'no':</code> and waits for a new answer.</li>
</ul>
</div>
<p><a id="min-operator-id-debug"></a>
<span class="reference-title">debug</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">a</span> and a new line to STDOUT, if logging level is set to <span class="kwd">debug</span> or lower.</p></div>
<p><a id="min-operator-id-error"></a>
<span class="reference-title">error</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">a</span> and a new line to STDERR, if logging level is set to <span class="kwd">error</span> or lower.</p></div>
<p><a id="min-operator-id-fappend"></a>
<span class="reference-title">fappend</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string<sub>1</sub></span> <span class="kwd">string<sub>2</sub></span> <strong>⇒</strong> ∅</span></p>
<p>Appends <span class="kwd">string<sub>1</sub></span> to the end of file <span class="kwd">string<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-fatal"></a>
<span class="reference-title">fatal</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">a</span> and a new line to STDERR, and exists the program with error code <code>100</code>.</p></div>
<p><a id="min-operator-id-fread"></a>
<span class="reference-title">fread</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Reads the file <span class="kwd">string</span> and puts its contents on the top of the stack as a string.</p></div>
<p><a id="min-operator-id-fwrite"></a>
<span class="reference-title">fwrite</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string<sub>1</sub></span> <span class="kwd">string<sub>2</sub></span> <strong>⇒</strong> ∅</span></p>
<p>Writes <span class="kwd">string<sub>1</sub></span> to the file <span class="kwd">string<sub>2</sub></span>, erasing all its contents first.</p></div>
<p><a id="min-operator-id-gets"></a>
<span class="reference-title">gets</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Reads a line from STDIN and places it on top of the stack as a string.</p></div>
<p><a id="min-operator-id-info"></a>
<span class="reference-title">info</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">a</span> and a new line to STDOUT, if logging level is set to <span class="kwd">info</span> or lower.</p></div>
<p><a id="min-operator-id-newline"></a>
<span class="reference-title">newline</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> ∅</span></p>
<p>Prints a new line to STDOUT.</p></div>
<p><a id="min-operator-id-notice"></a>
<span class="reference-title">notice</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">a</span> and a new line to STDOUT, if logging level is set to <span class="kwd">notice</span> (default) or lower.</p></div>
<p><a id="min-operator-id-password"></a>
<span class="reference-title">password</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Reads a line from STDIN displaying * for each typed character, and places it on top of the stack as a string.</p></div>
<p><a id="min-operator-id-print"></a>
<span class="reference-title">print</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">a</span> to STDOUT.</p></div>
<p><a id="min-operator-id-print!"></a>
<span class="reference-title">print!</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> ∅</span></p>
<p>Prints <span class="kwd">a</span> to STDOUT and removes <span class="kwd">a</span> from the stack.</p></div>
<p><a id="min-operator-id-puts"></a>
<span class="reference-title">puts</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">a</span> and a new line to STDOUT.</p></div>
<p><a id="min-operator-id-puts!"></a>
<span class="reference-title">puts!</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> ∅</span></p>
<p>Prints <span class="kwd">a</span> and a new line to STDOUT, removing <span class="kwd">a</span> from the stack.</p></div>
<p><a id="min-operator-id-warning"></a>
<span class="reference-title">warning</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">a</span> and a new line to STDERR, if logging level is set to <span class="kwd">warning</span> or lower.</p></div>
<a name="<code>fs</code>-Module"></a>
<h3><code>fs</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-atime"></a>
<span class="reference-title">atime</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">float</span></span></p>
<p>Returns a timestamp corresponding to the time that file/directory <span class="kwd">'sym</span> was last accessed.</p></div>
<p><a id="min-operator-id-ctime"></a>
<span class="reference-title">ctime</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">float</span></span></p>
<p>Returns a timestamp corresponding to the time that file/directory <span class="kwd">'sym</span> was created.</p></div>
<p><a id="min-operator-id-fperms"></a>
<span class="reference-title">fperms</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the Unix permissions (expressed as a three-digit number) of file/directory <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-fsize"></a>
<span class="reference-title">fsize</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the size in bytes of file/directory <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-fstats"></a>
<span class="reference-title">fstats</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">dict</span></span></p>
<p>Returns a dictionary <span class="kwd">dict</span> containing information on file/directory <span class="kwd">'sym</span>.</p>
<div class="sidebar"><p>Example</p>
<p>Assuming that <code>min</code> is a file, the following:</p>
<p><code>'min fstats</code></p>
<p>produces:</p>
<pre><code> (
("name" (min))
("device" 16777220)
("file" 50112479)
("type" "file")
("size" 617068)
("permissions" 755)
("nlinks" 1)
("ctime" 1496583112.0)
("atime" 1496584370.0)
("mtime" 1496583112.0)
)
</code></pre></div></div>
<p><a id="min-operator-id-ftype"></a>
<span class="reference-title">ftype</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns the type of file/directory <span class="kwd">'sym</span> (<code>"file"</code> or <code>"dir"</code>).</p></div>
<p><a id="min-operator-id-hidden?"></a>
<span class="reference-title">hidden?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if file/directory <span class="kwd">'sym</span> is hidden, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-mtime"></a>
<span class="reference-title">mtime</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">float</span></span></p>
<p>Returns a timestamp corresponding to the time that file/directory <span class="kwd">'sym</span> was last modified.</p></div>
<a name="<code>logic</code>-Module"></a>
<h3><code>logic</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id->"></a>
<span class="reference-title">></span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a<sub>1</sub></span> is greater than <span class="kwd">a<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p>
<div class="note"><p>Note</p>
<p>Only comparisons among two numbers or two strings are supported.</p></div></div>
<p><a id="min-operator-id->="></a>
<span class="reference-title">>=</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a<sub>1</sub></span> is greater than or equal to <span class="kwd">a<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p>
<div class="note"><p>Note</p>
<p>Only comparisons among two numbers or two strings are supported.</p></div></div>
<p><a id="min-operator-id-<"></a>
<span class="reference-title"><</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a<sub>1</sub></span> is smaller than <span class="kwd">a<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p>
<div class="note"><p>Note</p>
<p>Only comparisons among two numbers or two strings are supported.</p></div></div>
<p><a id="min-operator-id-<="></a>
<span class="reference-title"><=</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a<sub>1</sub></span> is smaller than or equal to <span class="kwd">a<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p>
<div class="note"><p>Note</p>
<p>Only comparisons among two numbers or two strings are supported.</p></div></div>
<p><a id="min-operator-id-=="></a>
<span class="reference-title">==</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a<sub>1</sub></span> is equal to <span class="kwd">a<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-!="></a>
<span class="reference-title">!=</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a<sub>1</sub></span> is not equal to <span class="kwd">a<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-and"></a>
<span class="reference-title">and</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">bool<sub>1</sub></span> <span class="kwd">bool<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool<sub>3</sub></span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">bool<sub>1</sub></span> is equal to <span class="kwd">bool<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-boolean?"></a>
<span class="reference-title">boolean?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is a boolean, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-dequote-and"></a>
<span class="reference-title">dequote-and</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Short-circuited logical and. It performs the following operations:</p>
<ol>
<li>Pops <span class="kwd">a<sub>1</sub></span> and <span class="kwd">a<sub>2</sub></span> off the stack.</li>
<li>Dequotes <span class="kwd">a<sub>1</sub></span>, if <span class="kwd">false</span> is on the stack, it pushes <span class="kwd">false</span> on the stack and stops, otherwise it carries on.</li>
<li>Dequotes <span class="kwd">a<sub>2</sub></span>.</li>
<li>If <span class="kwd">a<sub>2</sub></span> is <span class="kwd">true</span>, it pushes <span class="kwd">true</span> on the stack.</li>
</ol>
<div class="note"><p>Note</p>
<p><span class="kwd">a<sub>1</sub></span> (and <span class="kwd">a<sub>2</sub></span>, if dequoted) must evaluate to a boolean value, otherwise an exception is raised.</p></div>
<div class="sidebar"><p>Example</p>
<p>The following program returns <span class="kwd">false</span> and never executes the second quotation.</p>
<pre><code> "test" :x (x number?) (x 5 <) dequote-and
</code></pre></div></div>
<p><a id="min-operator-id-dequote-or"></a>
<span class="reference-title">dequote-or</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Short-circuited logical or. It performs the following operations:</p>
<ol>
<li>Pops <span class="kwd">a<sub>1</sub></span> and <span class="kwd">a<sub>2</sub></span> off the stack.</li>
<li>Dequotes <span class="kwd">a<sub>1</sub></span>, if <span class="kwd">true</span> is on the stack, it pushes <span class="kwd">true</span> on the stack and stops, otherwise it carries on.</li>
<li>Dequotes <span class="kwd">a<sub>2</sub></span>.</li>
<li>If <span class="kwd">a<sub>2</sub></span> is <span class="kwd">false</span>, it pushes <span class="kwd">false</span> on the stack.</li>
</ol>
<div class="note"><p>Note</p>
<p><span class="kwd">a<sub>1</sub></span> (and <span class="kwd">a<sub>2</sub></span>, if dequoted) must evaluate to a boolean value, otherwise an exception is raised.</p></div>
<div class="sidebar"><p>Example</p>
<p>The following program returns <span class="kwd">true</span> and never executes the second quotation.</p>
<pre><code> "test" :x (x string?) (x quotation?) dequote-or
</code></pre></div></div>
<p><a id="min-operator-id-dictionary?"></a>
<span class="reference-title">dictionary?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is a dictionary, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-float?"></a>
<span class="reference-title">float?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is a float, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-or"></a>
<span class="reference-title">or</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">bool<sub>1</sub></span> <span class="kwd">bool<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool<sub>3</sub></span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">bool<sub>1</sub></span> or <span class="kwd">bool<sub>2</sub></span> is <span class="kwd">true</span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-integer?"></a>
<span class="reference-title">integer?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is an integer, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-not"></a>
<span class="reference-title">not</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">bool<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">bool<sub>2</sub></span></span></p>
<p>Negates <span class="kwd">bool<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-number?"></a>
<span class="reference-title">number?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is a number, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-quotation?"></a>
<span class="reference-title">quotation?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is a quotation, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-xor"></a>
<span class="reference-title">xor</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">bool<sub>1</sub></span> <span class="kwd">bool<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool<sub>3</sub></span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">bool<sub>1</sub></span> and <span class="kwd">bool<sub>2</sub></span> are different, <span class="kwd">false</span> otherwise.</p></div>
<a name="<code>str</code>-Module"></a>
<h3><code>str</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><span class="reference-title">%</span></p>
<div class="operator"><p><span class="kwd"> % <strong>⇒</strong> interpolate</span></p>
<p>See <a href="#min-operator-id-interpolate">interpolate</a>.</p></div>
<p><span class="reference-title">=~</span></p>
<div class="operator"><p><span class="kwd"> =~ <strong>⇒</strong> regex</span></p>
<p>See <a href="#min-operator-id-regex">regex</a>.</p></div>
<p><a id="min-operator-id-capitalize"></a>
<span class="reference-title">capitalize</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns a copy of <span class="kwd">'sym</span> with the first character capitalized.</p></div>
<p><a id="min-operator-id-indent"></a>
<span class="reference-title">indent</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns <span class="kwd">string</span> containing <span class="kwd">'sym</span> indented with <span class="kwd">int</span> spaces.</p></div>
<p><a id="min-operator-id-indexof"></a>
<span class="reference-title">indexof</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string<sub>1</sub></span> <span class="kwd">string<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>If <span class="kwd">string<sub>2</sub></span> is contained in <span class="kwd">string<sub>1</sub></span>, returns the index of the first match or -1 if no match is found.</p></div>
<p><a id="min-operator-id-interpolate"></a>
<span class="reference-title">interpolate</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string</span> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Substitutes the placeholders included in <span class="kwd">string</span> with the values in <span class="kwd">quot</span>.</p>
<div class="note"><p>Note</p>
<p>If <span class="kwd">quot</span> contains symbols or quotations, they are not interpreted. To do so, call <code>apply</code> before interpolating.</p></div>
<div class="sidebar"><p>Example</p>
<p>The following code (executed in a directory called ‘/Users/h3rald/Development/min’ containing 19 files):</p>
<p><code>"Directory '$1' includes $2 files." (. (. ls 'file? filter size)) apply interpolate</code></p>
<p>produces:</p>
<p><code>"Directory '/Users/h3rald/Development/min' includes 19 files."</code></p></div></div>
<p><a id="min-operator-id-join"></a>
<span class="reference-title">join</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Joins the elements of <span class="kwd">quot</span> using separator <span class="kwd">'sym</span>, producing <span class="kwd">string</span>.</p></div>
<p><a id="min-operator-id-length"></a>
<span class="reference-title">length</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the length of <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-lowercase"></a>
<span class="reference-title">lowercase</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns a copy of <span class="kwd">'sym</span> converted to lowercase.</p></div>
<p><a id="min-operator-id-match"></a>
<span class="reference-title">match</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string<sub>1</sub></span> <span class="kwd">string<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">string<sub>2</sub></span> matches <span class="kwd">string<sub>1</sub></span>, <span class="kwd">false</span> otherwise.</p>
<div class="tip"><p>Tip</p>
<p><span class="kwd">string<sub>2</sub></span> can be a <a href="https://github.com/snake5/sgregex">sgregex</a>.-compatible regular expression.</p></div></div>
<p><a id="min-operator-id-repeat"></a>
<span class="reference-title">repeat</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns <span class="kwd">string</span> containing <span class="kwd">'sym</span> repeated <span class="kwd">int</span> times.</p></div>
<p><a id="min-operator-id-replace"></a>
<span class="reference-title">replace</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string<sub>1</sub></span> <span class="kwd">string<sub>2</sub></span> <span class="kwd">string<sub>3</sub></span> <strong>⇒</strong> <span class="kwd">string<sub>4</sub></span></span></p>
<p>Returns a copy of <span class="kwd">string<sub>1</sub></span> containing all occurrences of <span class="kwd">string<sub>2</sub></span> replaced by <span class="kwd">string<sub>3</sub></span></p>
<div class="tip"><p>Tip</p>
<p><span class="kwd">string<sub>2</sub></span> can be a <a href="https://github.com/snake5/sgregex">sgregex</a>.-compatible regular expression.</p></div>
<div class="sidebar"><p>Example</p>
<p>The following:</p>
<p><code>"This is a stupid test. Is it really a stupid test?" " s[a-z]+" " simple" replace</code></p>
<p>produces: <code>"This is a simple test. Is it really a simple test?"</code></p></div></div>
<p><a id="min-operator-id-regex"></a>
<span class="reference-title">regex</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string<sub>1</sub></span> <span class="kwd">string<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Performs a search and/or a search-and-replace operation using pattern <span class="kwd">string<sub>2</sub></span>.</p>
<p><span class="kwd">string<sub>2</sub></span> can be one of the following patterns:</p>
<ul>
<li><strong>/</strong><em>search-regex</em><strong>/</strong><em>modifiers</em></li>
<li><strong>s/</strong><em>search-regex</em><strong>/</strong><em>replacemenet</em><strong>/</strong><em>modifiers</em></li>
</ul>
<p><span class="kwd">quot</span> is always a quotation containing:</p>
<ul>
<li>One or more strings containing the first match and captures (if any), like for the <code>search</code> operator.</li>
<li>A string containing the resuling string after the search-and-replace operation.</li>
</ul>
<div class="tip"><p>Tip</p>
<ul>
<li><em>search-regex</em> can be a <a href="https://github.com/snake5/sgregex">sgregex</a>.-compatible regular expression.</li>
<li><em>modifiers</em> are optionals can contain one or more of the following characters, in any order:
<ul>
<li><strong>i</strong>: case-insensitive match.</li>
<li><strong>m</strong>: multi-line match.</li>
<li><strong>s</strong>: dot character includes newlines.</li>
</ul>
</li>
</ul>
</div>
<div class="sidebar"><p>Example: Search</p>
<p>The following:</p>
<p><code>"This is a GOOD idea." "/(good) idea/i" regex</code></p>
<p>produces: <code>("GOOD idea", "GOOD")</code></p></div>
<div class="sidebar"><p>Example: Search and Replace</p>
<p>The following:</p>
<p><code>"This is a GOOD idea." "s/good/bad/i" regex</code></p>
<p>produces: <code>("This is a bad idea")</code></p></div></div>
<p><a id="min-operator-id-search"></a>
<span class="reference-title">search</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string<sub>1</sub></span> <span class="kwd">string<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Returns a quotation containing the first occurrence of <span class="kwd">string<sub>2</sub></span> within <span class="kwd">string<sub>2</sub></span>. Note that:</p>
<ul>
<li>The first element of <span class="kwd">quot</span> is the matching substring.</li>
<li>Other elements (if any) contain captured substrings.</li>
</ul>
<div class="tip"><p>Tip</p>
<p><span class="kwd">string<sub>2</sub></span> can be a <a href="https://github.com/snake5/sgregex">sgregex</a>.-compatible regular expression.</p></div>
<div class="sidebar"><p>Example</p>
<p>The following:</p>
<p><code>"192.168.1.1, 127.0.0.1" "[0-9]+\.[0-9]+\.([0-9]+)\.([0-9]+)" search</code></p>
<p>produces: <code>("192.168.1.1", "1", "1")</code></p></div></div>
<p><a id="min-operator-id-split"></a>
<span class="reference-title">split</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Splits <span class="kwd">'sym<sub>1</sub></span> using separator <span class="kwd">'sym<sub>2</sub></span> and returns the resulting strings within the quotation <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-strip"></a>
<span class="reference-title">strip</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns <span class="kwd">string</span>, which is set to <span class="kwd">'sym</span> with leading and trailing spaces removed.</p></div>
<p><a id="min-operator-id-substr"></a>
<span class="reference-title">substr</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string<sub>1</sub></span> <span class="kwd">int<sub>1</sub></span> <span class="kwd">int<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">string<sub>2</sub></span></span></p>
<p>Returns a substring <span class="kwd">string<sub>2</sub></span> obtained by retriving <span class="kwd">int<sub>2</sub></span> characters starting from index <span class="kwd">int<sub>1</sub></span> within <span class="kwd">string<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-titleize"></a>
<span class="reference-title">titleize</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns a copy of <span class="kwd">'sym</span> in which the first character of each word is capitalized.</p></div>
<p><a id="min-operator-id-uppercase"></a>
<span class="reference-title">uppercase</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">'sym<sub>2</sub></span></span></p>
<p>Returns a copy of <span class="kwd">'sym</span> converted to uppercase.</p></div>
<a name="<code>sys</code>-Module"></a>
<h3><code>sys</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><span class="reference-title">$</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> $<span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span> get-env</span></p>
<p>See <a href="#min-operator-id-get-env">get-env</a>.</p></div>
<p><span class="reference-title">$</span></p>
<div class="operator"><p><span class="kwd"> $ <strong>⇒</strong> get-env</span></p>
<p>See <a href="#min-operator-id-get-env">get-env</a>.</p></div>
<p><span class="reference-title">!</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> !<span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span> system</span></p>
<p>See <a href="#min-operator-id-system">system</a>.</p></div>
<p><span class="reference-title">!</span></p>
<div class="operator"><p><span class="kwd"> ! <strong>⇒</strong> system</span></p>
<p>See <a href="#min-operator-id-system">system</a>.</p></div>
<p><span class="reference-title">&</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> &<span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span> run</span></p>
<p>See <a href="#min-operator-id-run">run</a>.</p></div>
<p><span class="reference-title">&</span></p>
<div class="operator"><p><span class="kwd"> & <strong>⇒</strong> run</span></p>
<p>See <a href="#min-operator-id-run">run</a>.</p></div>
<p><a id="min-operator-id-."></a>
<span class="reference-title">.</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns the full path to the current directory.</p></div>
<p><a id="min-operator-id-.."></a>
<span class="reference-title">..</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns the full path to the parent directory.</p></div>
<p><a id="min-operator-id-chmod"></a>
<span class="reference-title">chmod</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <span class="kwd">int</span> <strong>⇒</strong> ∅</span></p>
<p>Sets the permissions of file or directory <span class="kwd">'sym</span> to <span class="kwd">int</span>. <span class="kwd">int</span> is a three-digit representation of user, group and other permissions. See the <a href="http://permissions-calculator.org/">Unix Permissions Calculator</a> for examples and conversions.</p>
<div class="sidebar"><p>Example</p>
<p>The following program makes the file <strong>/tmp/test.txt</strong> readable, writable and executable by its owner, and readable and executable by users of the same group and all other users:</p>
<p><code>/tmp/test.txt 755 chmod</code></p></div></div>
<p><a id="min-operator-id-cd"></a>
<span class="reference-title">cd</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Change the current directory to {<span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-cp"></a>
<span class="reference-title">cp</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> ∅</span></p>
<p>Copies the file or directory <span class="kwd">'sym<sub>1</sub></span> to <span class="kwd">'sym<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-cpu"></a>
<span class="reference-title">cpu</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns the host CPU. It can be one of the following strings i386, alpha, powerpc, powerpc64, powerpc64el, sparc, amd64, mips, mipsel, arm, arm64.</p></div>
<p><a id="min-operator-id-env?"></a>
<span class="reference-title">env?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if environment variable <span class="kwd">'sym</span> exists, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-dir?"></a>
<span class="reference-title">dir?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if the specified path <span class="kwd">'sym</span> exists and is a directory.</p></div>
<p><a id="min-operator-id-dirname"></a>
<span class="reference-title">dirname</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns the path of the directory containing path <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-exists?"></a>
<span class="reference-title">exists?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if the specified file or directory <span class="kwd">'sym</span> exists.</p></div>
<p><a id="min-operator-id-file?"></a>
<span class="reference-title">file?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if the specified path <span class="kwd">'sym</span> exists and is a file.</p></div>
<p><a id="min-operator-id-filename"></a>
<span class="reference-title">filename</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns the file name of path <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-get-env"></a>
<span class="reference-title">get-env</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns environment variable <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-hardlink"></a>
<span class="reference-title">hardlink</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> ∅</span></p>
<p>Creates hardlink <span class="kwd">'sym<sub>2</sub></span> for file or directory <span class="kwd">'sym<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-ls"></a>
<span class="reference-title">ls</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Returns a quotation <span class="kwd">quot</span> containing all children (files and directories) of the directory <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-ls-r"></a>
<span class="reference-title">ls-r</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Returns a quotation <span class="kwd">quot</span> containing all children (files and directories) of the directory <span class="kwd">'sym</span>, recursively.</p></div>
<p><a id="min-operator-id-mkdir"></a>
<span class="reference-title">mkdir</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Creates the specified directory <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-mv"></a>
<span class="reference-title">mv</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> ∅</span></p>
<p>Moves the file or directory <span class="kwd">'sym<sub>1</sub></span> to <span class="kwd">'sym<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-os"></a>
<span class="reference-title">os</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns the host operating system. It can be one of the following strings: windows, macosx, linux, netbsd, freebsd, openbsd, solaris, aix, standalone.</p></div>
<p><a id="min-operator-id-put-env"></a>
<span class="reference-title">put-env</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Sets environment variable <span class="kwd">'sym<sub>2</sub></span> to <span class="kwd">'sym<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-rm"></a>
<span class="reference-title">rm</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Deletes the specified file <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-rmdir"></a>
<span class="reference-title">rmdir</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Deletes the specified directory <span class="kwd">'sym</span> and all its subdirectories recursively.</p></div>
<p><a id="min-operator-id-run"></a>
<span class="reference-title">run</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">dict</span></span></p>
<p>Executes the external command <span class="kwd">'sym</span> in the current directory without displaying its output. Returns a dictionary containing the command output and return code (in keys <strong>output</strong> and <strong>code</strong> respectively).</p></div>
<p><a id="min-operator-id-sleep"></a>
<span class="reference-title">sleep</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int</span> <strong>⇒</strong> ∅</span></p>
<p>Halts program execution for <span class="kwd">int</span> milliseconds.</p></div>
<p><a id="min-operator-id-symlink"></a>
<span class="reference-title">symlink</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> ∅</span></p>
<p>Creates symlink <span class="kwd">'sym<sub>2</sub></span> for file or directory <span class="kwd">'sym<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-symlink?"></a>
<span class="reference-title">symlink?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if the specified path <span class="kwd">'sym</span> exists and is a symbolic link.</p></div>
<p><a id="min-operator-id-system"></a>
<span class="reference-title">system</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Executes the external command <span class="kwd">'sym</span> in the current directory and pushes its return code on the stack.</p></div>
<p><a id="min-operator-id-unzip"></a>
<span class="reference-title">unzip</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Decompresses zip file <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-which"></a>
<span class="reference-title">which</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns the full path to the directory containing executable <span class="kwd">'sym</span>, or an empty string if the executable is not found in <strong>$PATH</strong>.</p></div>
<p><a id="min-operator-id-zip"></a>
<span class="reference-title">zip</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <span class="kwd">quot</span> <strong>⇒</strong> ∅</span></p>
<p>Compresses files included in quotation <span class="kwd">quot</span> into zip file <span class="kwd">'sym</span>.</p></div>
<a name="<code>num</code>-Module"></a>
<h3><code>num</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-+"></a>
<span class="reference-title">+</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <span class="kwd">num<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>3</sub></span></span></p>
<p>Sums <span class="kwd">num<sub>1</sub></span> and <span class="kwd">num<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id--"></a>
<span class="reference-title">-</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <span class="kwd">num<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>3</sub></span></span></p>
<p>Subtracts <span class="kwd">num<sub>2</sub></span> from <span class="kwd">num<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id--inf"></a>
<span class="reference-title">-inf</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">num</span></span></p>
<p>Returns negative infinity.</p></div>
<p><a id="min-operator-id-\*"></a>
<span class="reference-title">*</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <span class="kwd">num<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>3</sub></span></span></p>
<p>Multiplies <span class="kwd">num<sub>1</sub></span> by <span class="kwd">num<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-/"></a>
<span class="reference-title">/</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <span class="kwd">num<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>3</sub></span></span></p>
<p>Divides <span class="kwd">num<sub>1</sub></span> by <span class="kwd">num<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-even?"></a>
<span class="reference-title">even?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">int</span> is even, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-div"></a>
<span class="reference-title">div</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int<sub>1</sub></span> <span class="kwd">int<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">int<sub>3</sub></span></span></p>
<p>Divides <span class="kwd">int<sub>1</sub></span> by <span class="kwd">int<sub>2</sub></span> (integer division).</p></div>
<p><a id="min-operator-id-inf"></a>
<span class="reference-title">inf</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">num</span></span></p>
<p>Returns infinity.</p></div>
<p><a id="min-operator-id-mod"></a>
<span class="reference-title">mod</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int<sub>1</sub></span> <span class="kwd">int<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">int<sub>3</sub></span></span></p>
<p>Returns the integer module of <span class="kwd">int<sub>1</sub></span> divided by <span class="kwd">int<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-nan"></a>
<span class="reference-title">nan</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> nan</span></p>
<p>Returns <strong>NaN</strong> (not a number).</p></div>
<p><a id="min-operator-id-odd?"></a>
<span class="reference-title">odd?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">int</span> is odd, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-pred"></a>
<span class="reference-title">pred</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">int<sub>2</sub></span></span></p>
<p>Returns the predecessor of <span class="kwd">int<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-random"></a>
<span class="reference-title">random</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">int<sub>2</sub></span></span></p>
<p>Returns a random number <span class="kwd">int<sub>2</sub></span> between 0 and <span class="kwd">int<sub>1</sub></span>-1.</p>
<p>%note%
Note</p>
<p>You must call <code>randomize</code> to initialize the random number generator, otherwise the same sequence of numbers will be returned.</p></div>
<p><a id="min-operator-id-randomize"></a>
<span class="reference-title">randomize</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> {{null}</span></p>
<p>Initializes the random number generator using a seed based on the current timestamp.</p></div>
<p><a id="min-operator-id-succ"></a>
<span class="reference-title">succ</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">int<sub>2</sub></span></span></p>
<p>Returns the successor of <span class="kwd">int<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-sum"></a>
<span class="reference-title">sum</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the sum of all items of <span class="kwd">quot</span>. <span class="kwd">quot</span> is a quotation of integers.</p></div>
<a name="<code>time</code>-Module"></a>
<h3><code>time</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-now"></a>
<span class="reference-title">now</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">float</span></span></p>
<p>Returns the current time as Unix timestamp with microseconds.</p></div>
<p><a id="min-operator-id-timestamp"></a>
<span class="reference-title">timestamp</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the current time as Unix timestamp.</p></div>
<p><a id="min-operator-id-timeinfo"></a>
<span class="reference-title">timeinfo</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">tinfo</span></span></p>
<p>Returns a timeinfo dictionary from timestamp <span class="kwd">int</span>.</p></div>
<p><a id="min-operator-id-to-timestamp"></a>
<span class="reference-title">to-timestamp</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">tinfo</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Converts the timeinfo dictionary <span class="kwd">tinfo</span> to the corresponding Unix timestamp.</p></div>
<p><a id="min-operator-id-datetime"></a>
<span class="reference-title">datetime</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns an ISO 8601 string representing the combined date and time in UTC of timestamp <span class="kwd">int</span>.</p></div>
<p><a id="min-operator-id-tformat"></a>
<span class="reference-title">tformat</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int</span> <span class="kwd">string</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Formats timestamp <span class="kwd">int</span> using string <span class="kwd">string</span>.</p>
<div class="tip"><p>Tip</p>
<p>For information on special characters in the format string, see the <a href="https://nim-lang.org/docs/times.html#format,TimeInfo,string">format</a> nim method.</p></div></div>
<a name="<code>crypto</code>-Module"></a>
<h3><code>crypto</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-md5"></a>
<span class="reference-title">md5</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns the MD5 hash of <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-sha1"></a>
<span class="reference-title">sha1</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns the SHA1 hash of <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-sha224"></a>
<span class="reference-title">sha224</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns the SHA224 hash of <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-sha256"></a>
<span class="reference-title">sha256</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns the SHA256 hash of <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-sha384"></a>
<span class="reference-title">sha384</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns the SHA384 hash of <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-sha512"></a>
<span class="reference-title">sha512</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Returns the SHA512 hash of <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-encode"></a>
<span class="reference-title">encode</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Base64-encodes <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-encode"></a>
<span class="reference-title">encode</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Decodes the Base64-encoded string <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-aes"></a>
<span class="reference-title">aes</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Encrypts or decrypts <span class="kwd">'sym<sub>1</sub></span> using the Advanced Encryption Standard (AES) in CTR mode, using <span class="kwd">'sym<sub>2</sub></span> as password.</p></div>
<a name="<code>math</code>-Module"></a>
<h3><code>math</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-acos"></a>
<span class="reference-title">acos</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the arc cosine of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-asin"></a>
<span class="reference-title">asin</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the arc sine of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-atan"></a>
<span class="reference-title">atan</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the arc tangent of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-ceil"></a>
<span class="reference-title">ceil</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the smallest integer <span class="kwd">int</span> that is not smaller than <span class="kwd">num</span>.</p></div>
<p><a id="min-operator-id-cos"></a>
<span class="reference-title">cos</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the cosine of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-cosh"></a>
<span class="reference-title">cosh</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the hyperbolic cosine of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-d2r"></a>
<span class="reference-title">d2r</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Converts <span class="kwd">num<sub>1</sub></span> from degrees to radians.</p></div>
<p><a id="min-operator-id-e"></a>
<span class="reference-title">e</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">num</span></span></p>
<p>Returns the value of the <em>e</em> constant (Euler’s number).</p></div>
<p><a id="min-operator-id-floor"></a>
<span class="reference-title">floor</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the largest integer <span class="kwd">int</span> that is not greater than <span class="kwd">num</span>.</p></div>
<p><a id="min-operator-id-ln"></a>
<span class="reference-title">ln</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the natural logarithm of <span class="kwd">num<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-log10"></a>
<span class="reference-title">log10</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the common logarithm of <span class="kwd">num<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-log2"></a>
<span class="reference-title">log2</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the binary logarithm of <span class="kwd">num<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-pi"></a>
<span class="reference-title">pi</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">num</span></span></p>
<p>Returns the value of the π constant.</p></div>
<p><a id="min-operator-id-pow"></a>
<span class="reference-title">pow</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <span class="kwd">num<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>3</sub></span></span></p>
<p>Computes <span class="kwd">num<sub>1</sub></span> to power raised of <span class="kwd">num<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-r2d"></a>
<span class="reference-title">r2d</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Converts <span class="kwd">num<sub>1</sub></span> from radians to degrees.</p></div>
<p><a id="min-operator-id-round"></a>
<span class="reference-title">round</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Rounds <span class="kwd">num<sub>1</sub></span> to the <span class="kwd">int</span><sup>th</sup> decimal place.</p></div>
<p><a id="min-operator-id-sin"></a>
<span class="reference-title">sin</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the sine of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-sinh"></a>
<span class="reference-title">sinh</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the hyperbolic sine of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-sqrt"></a>
<span class="reference-title">sqrt</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Returns square root of <span class="kwd">num<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-tan"></a>
<span class="reference-title">tan</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the tangent of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-tanh"></a>
<span class="reference-title">tanh</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the hyperbolic tangent of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-tau"></a>
<span class="reference-title">tau</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">num</span></span></p>
<p>Returns the value of the τ constant (2π).</p></div>
<p><a id="min-operator-id-trunc"></a>
<span class="reference-title">trunc</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Truncates <span class="kwd">num</span> to the decimal point.</p></div>
<a name="<code>net</code>-Module"></a>
<h3><code>net</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-accept"></a>
<span class="reference-title">accept</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">socket<sub>1</sub></span> <span class="kwd">socket<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">socket<sub>1</sub></span></span></p>
<p>Makes <span class="kwd">socket<sub>2</sub></span> (server) accept a connection from <span class="kwd">socket<sub>1</sub></span> (client). Returns the client socket <span class="kwd">socket<sub>1</sub></span> from which it will be possible to receive data from.</p></div>
<p><a id="min-operator-id-close"></a>
<span class="reference-title">close</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">socket</span> <strong>⇒</strong> ∅</span></p>
<p>Closes a previously-opened socket.</p></div>
<p><a id="min-operator-id-connect"></a>
<span class="reference-title">connect</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">socket</span> <span class="kwd">string</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">socket</span></span></p>
<p>Connects socket <span class="kwd">socket</span> to address <span class="kwd">string</span> and port <span class="kwd">int</span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following code shows how to send a message to a server running on localhost:7777. The message is passed as the first argument to the program.</p>
<pre><code>() socket "localhost" 7777 connect =cli
args 1 get :msg
"Sending message \"$1\" to localhost:7777..." (msg) => % puts!
cli "$1\n" (msg) => % send
"Done." puts!
cli close
</code></pre></div></div>
<p><a id="min-operator-id-listen"></a>
<span class="reference-title">listen</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <span class="kwd">socket<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">socket<sub>2</sub></span></span></p>
<p>Makes socket <span class="kwd">socket<sub>1</sub></span> listen to the specified address and port. <span class="kwd">dict</span> can be empty or contain any of the following properties, used to specify the address and port to listen to respectively.</p>
<dl>
<dt>address</dt>
<dd>The address to listen to (default: <strong>0.0.0.0</strong>).</dd>
<dt>port</dt>
<dd>The port to listen to (default: <strong>80</strong>).</dd>
</dl>
<div class="sidebar"><p>Example</p>
<p>The following code shows how to create a simple server that listens on port 7777, prints data received from clients, and exits when it receives the string <code>exit</code>:</p>
<pre><code>() socket (("address" "127.0.0.1") ("port" 7777)) listen =srv
"Server listening on localhost:7777" puts!
() socket =cli
"" :line
(line "exit" !=)
(
srv cli accept #cli
cli recv-line @line
"Received: $1" (line) => % puts!
) while
"Exiting..." puts!
srv close
</code></pre></div></div>
<p><a id="min-operator-id-recv"></a>
<span class="reference-title">recv</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">socket</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Waits to receive <span class="kwd">int</span> characters from <span class="kwd">socket</span> and returns the resulting data <span class="kwd">string</span>.</p></div>
<p><a id="min-operator-id-recv-line"></a>
<span class="reference-title">recv-line</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">socket</span> <strong>⇒</strong> <span class="kwd">string</span></span></p>
<p>Waits to receive a line of data from <span class="kwd">socket</span> and returns the resulting data <span class="kwd">string</span>. <code>""</code> is returned if <span class="kwd">socket</span> is disconnected.</p>
<div class="sidebar"><p>Example</p>
<p>The following code shows how to make a simple GET request to <a href="http://httpbin.org/uuid">http://httpbin.org/uuid</a> to receive a random UUID and display its response:</p>
<pre><code>() socket "httpbin.org" 80 connect =cli
cli "GET /uuid HTTP/1.1\r\nHost: httpbin.org\r\n\r\n" send
cli recv-line puts :line
(line "}" !=)
(
cli recv-line puts @line
) while
</code></pre></div></div>
<p><a id="min-operator-id-send"></a>
<span class="reference-title">send</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">socket</span> <span class="kwd">string</span> <strong>⇒</strong> ∅</span></p>
<p>Sends <span class="kwd">string</span> to the connected socket <span class="kwd">socket</span>.</p></div>
<p><a id="min-operator-id-socket"></a>
<span class="reference-title">socket</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <strong>⇒</strong> <span class="kwd">socket</span></span></p>
<p>Opens a new socket.</p>
<p><span class="kwd">dict</span> can be empty or contain any of the following properties, used to specify the domain, type and protocol of the socket respectively.</p>
<dl>
<dt>domain</dt>
<dd><p>The socket domain. It can be set to one of the following values:</p>
<ul>
<li><strong>ipv4</strong> (default): Internet Protocol version 4.</li>
<li><strong>ipv6</strong>: Internet Protocol version 6.</li>
<li><strong>unix</strong>: local Unix file (not supported on Windows systems).</li>
</ul>
</dd>
<dt>type</dt>
<dd><p>The socket type. It can be set to one of the following values:</p>
<ul>
<li><strong>stream</strong> (default): Reliable stream-oriented service or Stream Socket.</li>
<li><strong>dgram</strong>: Datagram service or Datagram Socket.</li>
<li><strong>raw</strong>: Raw protocols atop the network layer.</li>
<li><strong>seqpacket</strong>: Reliable sequenced packet service.</li>
</ul>
</dd>
<dt>protocol</dt>
<dd><p>The socket protocol. It can be set to one of the following values:</p>
<ul>
<li><strong>tcp</strong> (default): Transmission Control Protocol.</li>
<li><strong>udp</strong>: User Datagram Protocol.</li>
<li><strong>ipv4</strong>: Internet Protocol version 4 (not supported on Windows systems).</li>
<li><strong>ipv6</strong>: Internet Protocol version 6 (not supported on Windows systems).</li>
<li><strong>raw</strong>: Raw IP Packets protocol (not supported on Windows systems).</li>
<li><strong>icmp</strong>: Internet Control Message Protocol (not supported on Windows systems).</li>
</ul>
</dd>
</dl></div>
<a name="<code>http</code>-Module"></a>
<h3><code>http</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-download"></a>
<span class="reference-title">download</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string<sub>1</sub></span> <span class="kwd">string<sub>2</sub></span> <strong>⇒</strong> ∅</span></p>
<p>Downloads the contents of URL <span class="kwd">string<sub>1</sub></span> to the local file <span class="kwd">string<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-get-content"></a>
<span class="reference-title">get-content</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">string<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">string<sub>2</sub></span></span></p>
<p>Retrieves the contents of URL <span class="kwd">string<sub>1</sub></span> as <span class="kwd">string<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-request"></a>
<span class="reference-title">request</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">request</span> <strong>⇒</strong> <span class="kwd">response</span></span></p>
<p>Performs an HTTP request.</p>
<div class="sidebar"><p>Example</p>
<p>The following code constructs a <span class="kwd">request</span> dictionary using the <strong>tap</strong> operator and passes it to the <strong>request</strong> operator to perform an HTTP GET request to <a href="http://httpbin.org/ip">http://httpbin.org/ip</a>:</p>
<pre><code>() (
("GET" %method)
("http://httpbin.org/ip" %url)
) tap request
</code></pre></div></div>
<p><a id="min-operator-id-start-server"></a>
<span class="reference-title">start-server</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <strong>⇒</strong> ∅</span></p>
<p>Starts an HTTP server based on the configuration provided in <span class="kwd">dict</span>.</p>
<p><span class="kwd">dict</span> is a dictionary containing the following keys:</p>
<dl>
<dt>address</dt>
<dd>The address to bind the server to (default: <strong>127.0.0.1</strong>).</dd>
<dt>port</dt>
<dd>The port to bind the server to.</dd>
<dt>handler</dt>
<dd>A quotation with the following signature, used to handle all incoming requests: <span class="kwd"><span class="kwd">request</span> ⇒ <span class="kwd">response</span></span></dd>
</dl>
<div class="sidebar"><p>Example</p>
<p>The following program starts a very simple HTTP server that can display the current timestamp or date and time in ISO 8601 format:</p>
<pre><code>(
=req
req /url :url
;Set response body
"Invalid Request: $1" (url) => % :body
("/datetime" url ==) (
timestamp datetime @body
) when
("/timestamp" url ==) (
timestamp string @body
) when
("/shutdown" url ==) (
"Stopping server..." puts!
stop-server
) when
;Prepare response
() (
(body %body)
) tap
) =handler
;Start server
"Server started on port 5555." puts!
"Press Ctrl+C to stop." puts!
() (
(handler %handler)
(5555 %port)
) tap start-server
</code></pre></div></div>
<p><a id="min-operator-id-stop-server"></a>
<span class="reference-title">stop-server</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> ∅</span></p>
<p>Stops the currently-running HTTP server. This operator should be used within an HTTP server handler quotation.</p></div>
</div>
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<p><span class="copy"></span> Fabio Cevasco – February 10, 2018</p>
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