Commit 1981032d authored by Patricia Macedo's avatar Patricia Macedo

New arrows and calculator

parent 35c6e23d
{
"checksum": {
"previous": "1a436b91dd9c7632ea1846ee157e458e00c0ae460fecba5eb1148fbee1422fe9",
"current": "1a436b91dd9c7632ea1846ee157e458e00c0ae460fecba5eb1148fbee1422fe9"
"previous": "c2a44988b2da9c83d2302d0e168a2b6fd30ae670698169231c7571b87d32c1dd",
"current": "c2a44988b2da9c83d2302d0e168a2b6fd30ae670698169231c7571b87d32c1dd"
},
"fonts": [
"dist/fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.ttf",
"dist/fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.svg",
"dist/fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.woff",
"dist/fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.eot",
"dist/fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.woff2"
"dist/fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.ttf",
"dist/fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.svg",
"dist/fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.woff",
"dist/fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.eot",
"dist/fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.woff2"
],
"glyphs": {
"add-imovel": {
......@@ -35,6 +35,10 @@
"codepoint": 61799,
"source": "svg/arrow-down-01.svg"
},
"arrow-down-02": {
"codepoint": 61824,
"source": "svg/arrow-down-02.svg"
},
"arrow-left-01": {
"codepoint": 61698,
"source": "svg/arrow-left-01.svg"
......@@ -47,6 +51,10 @@
"codepoint": 61800,
"source": "svg/arrow-up-01.svg"
},
"arrow-up-02": {
"codepoint": 61825,
"source": "svg/arrow-up-02.svg"
},
"bathroom-01": {
"codepoint": 61700,
"source": "svg/bathroom-01.svg"
......@@ -79,6 +87,10 @@
"codepoint": 61782,
"source": "svg/building-car.svg"
},
"calculator": {
"codepoint": 61826,
"source": "svg/calculator.svg"
},
"calendar-01": {
"codepoint": 61704,
"source": "svg/calendar-01.svg"
......
......@@ -4,17 +4,17 @@
@font-face {
font-family: "gaia-fontawesome";
src: font-url("../fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.eot?") format("embedded-opentype");
src: font-url("../fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.eot?") format("embedded-opentype");
font-weight: normal;
font-style: normal;
}
@font-face {
font-family: "gaia-fontawesome";
src: 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") format("woff"),
font-url("../fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.woff2") format("woff2"),
font-url("../fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.ttf") format("truetype"),
font-url("../fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.svg#gaia-fontawesome") format("svg");
src: 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Rj/titkfSRw7SygrJBLsHiU0g74QDdheeAaKhPyyYle02qftdKtC3n9Wbuvvd2olCbqRlyuvTyu5nLV5+aqcVzdQJ+oVn3Cbnrn8xg7cgY3pWVJk2+9NBcmsZ973hl7boz86Mc8WpicXbK4H11+7aX/5NfqrnNBNUmwHrzuIGJySW/Wz32euPHcM2+xhe1ZQu7bzKdLxXVi9wWMXXCyaGsU+v5TeF+vhHfVBxhVhnciGn0g3NDGGHqTytQgWiIRUp2B0egMUS6D9BUyGELH/myyvb6e2d8bnBdm+2Y9n68X+FJhct26cu7QMw6eli+QXZefurnobyZT+vREZe72xc0ndS7f1jKgYAGYZ2OLPr1hhq9fWXk2QEjS3bWrS91htaUpPPgfIAe/HORorRkpmgZvoodEejCEdmIzsX1py3CUH56tdVZl1g5DOyu7896eC/d4rUFjIjx4/cFwovGZWldcSrNhLpOlT7lvdrhh7oFBq7xo9nfs6JuLSJNxDt8PfOMwzIZN2vmAA68DTIlYcgWGBS7w9BpO4kjMAoFkdQFBpK2YlETduN/ZQlHyG0DRViNJm6siwGJEnA7oQHEgmDqqO3g39O6E8C0kcBxemZurErsyP1+5rZPbni0Ws1kB6912WF8XL8L45cKyhB9PlL/kx5ZjtktfOq/9kb/ERLycexmG8PIUx42q85Wbq1DjzZX5XoGsFLM3Z4uWWDQZ9X2fDXSVcJ3pWLF/Vnki9vHeUvu8s0rtLCRC7dvhCyEN541GYIxu1bKwWrRhQ0m7fezXePqLTF2pInBsgNkoqR1God87AyQ4RoP99z56771XVtbN/+Nf330mJ/ZSg/Nm45K7YSHr1Wrv9FMvv/xlR+Q6ctUFJ+1cBDkBaGiprFc5MS7YehLwzZ8d/RW5lbxdq8J63aldBFSmrPglPGuW4IQdc7WWhEXaawFbk6hvQLkflyM0aoEsktYxhgbNUzyxP1RxdWPKP5F7JmX6/ZhEnuFQ4FUeMB0Q0CEZ8AYnwWohdo3o2cBygEOaBwTf2jnVdYedfedu2bSAPM1izgyZ7p99Wm9eiEF/t6D5JeEG5ByvD5zQ9LgX2ZYDcqCXzSHgNYBbZo1/ikwnjiaAY4DIzjL6PGXl2T1nbAbsN1i/Z+uSuIiQiUHWmb5pZkjpYGl1y8yMTpwikwpbxPDNkIfILUqXl2gTWkVrAJqbBaqMurdloM3btVO0PdoB7Srt6dpN2h3wJseqtn7cQDQENLpRh1fYbTb6XdntN9ZUcfJ/iLfHac1cSvi2QCXNThzielEavWWsuBOLetRp14H497JhuzHObbTiEBbTH09dfPGfed6fvVgI7ejGjQuNxsrVVx+8Kg2dddbFz0hDBw5cfvmG0SeLrmUyd8qx/5i8NLTFt0HC3WGdZfmWtQMk39vFkuBncbEJBNH/tTw9Hdv2JUXvS05Rf494BlRjWVZkWUcgBD+QeXDj4hSkXWzbN1nWp6Vvr+MAzfWFx93RXwnDEGSra1kcSlijT5E5wBcSZP3Ro8B/EXMe/XfyXvIakEMjrQSLRMlUIMOiRErHGsrMWENJBoYn72QG22oEcuPw/bfe+v5b77zvxhvvu5FIiTnsJBkYG0lwK2aNvnMj5il96lfIG8j7gMMGQKOQy65ou7SztYvhPT5LeyE8tZOLQ1kbq0/JsDEMa2EXp/8x+oJKqV57CFQ0l4ghzPtG3O0PULvazf0flPld6QkQw4ZaaORWJ/PM0c+cMHSIddpp543u+0HGucYULxUmXg4XskHLtfV5i7ibNhniwIG535InjDRv5kkpzD5w4Ca975uCvC90Rh+7CR7xBiccnXVambRHTz3PyXwO6ZRpTAgnahBmuQVisU2x4AsH7v/1HC4o5swf+HBRpVHLzWNajsr5A5OWaXnC1GwY80fIv5IPwOgXlQZ7J4z4VdpzYM3cDchd20KRcSpOOUCCoWKokx2sqaVrMEY85Vy5pKuQcwNJJCKcwbCBjC1RA9nDDMDePukOUmkkUnpIpKZQNh522w2IpWWBzOWAqK5VNUyGbVyGX7WYJbnQ2ctMkIwNUwrnkc+99J6H7yEXW6NvZzKuCbJKzJnkbjYul+OM54iYWo6+t3i1ZduRgSg6AtgqQVrlILva0gCZeY8kXLrFIqHG7nw+zOTzmaq75FY2bvxzRg3bEFwwCmjZhHktTMv50Us/d889n9uw4e5MKaNzQ0poVjkXl20TBCYZHTmy7HNhU4MDgQcYbwGRB/JnC1hlWyKqS/vMlgspW9JHhflD8LDDVrrOQG56gjwTMFtNWw8zPk7pB3JnnLwSiTkktE9MeVIJ8oRj/th01OU6IY0fGzBIKnI8nVw8gyG83DsDIwmdUuFZTMWLNl7z/wW88L+AyvpAZzUNljZuQkyN37yOjejGCXnq37zkJX/zktEDwPkevZcceirLXES++RJMfANyw0f//qmMv+kNF2uKvx59nPwneQCo9sIxXFZvtRtDkLqJYqRKnTzoJtDTeiyV3qY/7lp46IV3XHjB7fq6rVtn9KedsueqK08pOFZekG0BcPplx+CGSx4gd1x4+EXPfcrVV5980VV7dl8Jkq33jBcYWCgI/eVbDNfVyNFfaUVygFwPdOa4Pg5ZKjxNadmUbu6D9+k6SFv0DfdRVE/ed59u6fe9QRe6/teYQ++7jx5Lvk9A8njctPXk8+SgtkN7k/ZB6OUm2lXyKsxkH5A/so84FWTrqZoe/vpK+oWuDobjP1S4K24Pi2WQKLbtk6gh6u0xEx/DgvqxYC7OpYJxN7cMNBlGs5vW1Rs/BJbTIm3BUu6rlEWyQJNukvMp9r41XAZRGJpAMsw1WJhvAt9HtXYuY3u0aviZ+Y+um3Ij1+QBY5ZpI8vg0rMC17HsAORSEPTiKYPzasErxbjCCNcNPcpGlhCSc+AmzLZRvOMAL93Y4OZ8eYM/y6zNvJa1zAikaM7M0EdZmqgPDzw3ZjqPAY7QPX14xDIsRT5R3DwfkoPUz885QIUBVYiMVQ/nEl2CUMx0R8hsIZMJfVi5jAkv8ixDgrgJAjUALVJyGHEpN3KmhcU5EbowuWnapg2VU932M8IC6TNjG8wTKI0TkImjSQvq001fScaEOrrkTj4KpAlN3ccZtI8s69C25flgbR60yXvI6ZoB1BVQywoZJj4MsRwmrN2MZXsLILXhs8KdpdLJwe3lp5fJ5LMDFflo4az6kmMv1v8lHH0v+4biWY1FjGmaB+vnz8h/k3uhxjzIDkvaZu1UkOou0q7WbtFu116mvV57G0gUSdyohemiiVm/B/QBwA7EgEj83nD2///yLZQtyMonPzl6qFn8q2Lza0El+K2fw39wxhtL6ya+cvhr5OPFZrM4+otqEFSDp//61R/91x+c8danZ0sT0dMBkMM7eAjo4ie0OcAnp4EkhejkDu3V2lu0v9D+RvsH7Wvaj7Sfw6TIkiJpwtvIwWtHndNY2VVvp6saxmGM57tKvaV2BXVYmshD4S9F9DB04/tUfJjmN9JM+KTxeut49jhYIblx4RYKcGnRVjsSsXrasH+8WizYOKFgrj+MI9WyFdpbv6QUZpMkbfIK8uxkoH4m6QALQga0Mi1FVaT+u0tEIDqtAnbuy84KFape8rCxRMn0/dM6NRtG7UU1QnhG9z2gH9U/qhK2MbkgYWT0dspdjttLVI+BLDuMmpSynGQ8qzPKgeYZatOJGJDs+qQESzmjw0qlelrgFGLlCIMShs6wKkFoZBM90lUJWmNwJSrIS5TYEa3SnEXsAeN5ynTUuZUIqWIizc3BE4A1RLjblQO6hMVzN2OB/EV5ipVmT88SajNTEr12Z42z7K4Mqbl9l/D6nXWeACKD9iOVmwI84rA9TQhLSgSZghxv1xS01GJYyvkoELi6IJCrUyhF5fYGJSGdgpFw4P7T4AaU0VgNC38aqhOOTACxGISf2sRRAtQD9znnBxzL0fpa+RpPA0EAFyDgpzVpCAMQqS22w5RMOTBE2VA8EkIVLmFVVYywXS0oR6YyN4B4BkVYVHe+EnJqGmtFKLc2t5lHafMGXgL8QeiUwhS4p5UFmng9oM2yspfoaANtFXhkAvRQwrffhu8QYgmSy3jY7uuA/RKAh30Zb6FtmcDvEOYnQsK1MLlpw4bchjP39YobNmzwpvadOZ0d/f3MzEzOc2eDF2/ZctKLVpNo2/TMzPrZwCOn1V5RdxuT69fXa0H9FbXaK8zcw2Rx8YtF+xW0UMjfa04az5+4zbqr1Wr9/Aet77sLzvwPIP0tmFgyJ7Efaj+PfIK8TXu20r+PQYyQJ2iW2kLGCt+kepx+qy1za2Aa4S8I5A2PjLU+AJ3xDhXroMSeqoH6aUzprIbpfWMIDnV1Vwl5nR9FvhvTp0p+msz5QeTTM4AhZ2LAvq5nnkZ92/I92zB3C3kFjVw/jn0vIkfsMwSDjJxv7HX9cfGsc7rwLdsPLMH2GZeQ+DuY7IT6HulHgW8zcbpBj9BYVQLPPELFaVBLgI+Qu2ToZHLlKPQz3pnUz3lQk3GaQy4ZP9SN6CXUOQMQN+b4ZJ8b+qGaDyXyOnINSCI+UNY1aV4jXZTs4kZc6zfkCWYyJ/6SwaWjy3fOkst2XbNv8+0/3jG7cEGjAZhp9B0ykf/+96fPOOMlL3jBJ04++bb5+ZMajesqFQ3lHa1KvkzOUYj2N/UGWqrtUvpapRCL60qp2wjHCt1BrxN1xl/VFhBWhmt6AmzTg9jZ0Q14dcjbHWd0gWMULfjb/+xLdndfs/0c+EfOif0fYAm45J3paWf0hPOudzmPF9W/D99006GdO0k+P5fflc9rGsoFm8jfQptbsFLO0A4At79Wu0l7EXD7Vyn9EEC+fndMujuJkIrmAyRsiEarrbZPBl2JUiyKaAO03oAIzD0J5RJMVSqm1FKk0QZZrNdoNfqdYRrQ1X1KiTRDIW0AdesNxVnSHRLEnkMlqqF40Ia6v221rbJfF856B7fGRfX5VV2vvg23NTzRuBsEVNIvlykVuMMuC2VI5vD5zLwnQYIjFncJdR05ASRXl66jM6YLZ3R93ZeNmhlxyynFOghuGVKf0IMMzYfN0PZjkYcFkMtV438sk3OARfjGvLkomSgIymMWbA8oC88mEMyckuEPzx3iZuQ58tCciIQei7lDlMW406+7gRAwisC+hSCnXEiNqQYwmgmQH016pALkfLKaZ6IcTRtU9P0EtdtbDh1SsvTXyIXkLUovtTafN8I726adpV0Kc6vRr+HoADjr6yd8lVYDhbjBsNvphz2YfBBfJscNxbLwLvu1uNVOIjmWv1MJWsKo445CXeKeQmcL8NL5o9rR+bd/Ca7jD8nhEp3zndCyRl+2rM85/ndwEX7NNf9COwr4vGzA8JbzljSsJKBcpyEMGhPChSvIVnqwzfev8v1p9VkXBGQpsEZPt3zmWOTlFgYd5tnk5bY/ekBHjEx7FRgws1JwOHcglJFMVccS3IPFfYlPkUPkM1oAq70FUu7TtOchSvJJIvuoK4ZuQOfa9bUt/4asr+3n02MhmHo4bKjaRGACwyZSdUIY5YardIgSVgpW1BgqNANreyAHCHaOFSRDyCQT0knIlgTgA1vQJaM7TQASN/jCBQ5nAVa4wWfcu4EfD77OjWqTWbMtpRebl696OrOKNWt92Y1Lwo0jr/KW2I3Yh+o3yzcvom1NnkeXSyZfmHmhNPhWSV9oe6zKS6y6Ecaxyj249I+FfsFy3ujhxDbkBHNAGNqA76MU8GD0RZBKqLTYJEhROU9CJOeRDSAiyQUdbjJJVzZCOeuOixIQb2IXRA92dHT0E+QM8lcwK8vavKb1yyhbthf0oUeS1mAoykwtZDRISyMeWSD06pO3nc9psdEsSHfLayh9zRbXXjc7Rfn523ZeczzKtl58yamHTjub0v276ysz3aVTZ1a/swU+G3duWzy1vXs/pefs2fKd1TS6enY2e5YGUhGul6/CepFaCOtkj3audol2j/anmjY11jTIMXOMxLBR7x3beqgd25qI1jQfazsXbSXIgvyeW7P/kMemkagdyxzvt5zAUIeN45xZilQRcUyPpVRaESQOSea0weC04aGF7dsXFrdvv3vGsmbcMHRHf4JXjKHaidwA1y+G3ptQXnxTNnqTqQvjTd4jnEl5RHryckau1dkRKaUBF3afnytOzdQmakC/AEhmTLcUO5bkluFNJMVGOYlsg5pu1jU9+u4hNuA12y7ctv3g9udEGfdbaPwJl6gcfyuuVOBSvse+QTcN/UbXvVE3TP0G+/Lxc48wfKihHnq90ZisLdSLuYls1nOiSd5MojCZbFUKZXkmyZUzyHfo0V8cfUz7JnmflsFZkw1Ta4KwrzYTkGFkc7EcKxcW1f5EW/GjMo3XSQcNtQpWzI34I9CtpLFIHaEzk5CJvVHgSACmh0fvFCIk/pmGmDC5ZcfO6P/NTJ+fz0/lcQ+K2867q2XvKfP1wNSpr2SvL4Ps9W6lIa4B796gnQQS8JnaeTB3rtRuBEpyB/DF14Is9k7tQ0BV6rFHUnqZxEkuioHYN9R2TmasxRLjOQYMrj+2wYSe9KZSJBbx8S9VhQedtXhrbfZEY8TXY+OpWscNRTWr6sPcGqLjaxtIdLzBqkdrWWKcIgcK6aklSDXKMlZSyMECfnVgl4JcPReGufBBuNpO8AiPcoYM3SIn5Bu5MMiFo2/nAsh/Y4AxeAFYeB+EHTtwMBKUMAi534RwkDuDhGmUiAzc6NgPB1iKmJgMt75J1fM1O+PD0wjxfq6sC/MJZzmK5pZvyYV0wg5IP8TH3oR1OvbbQRBicdYxTZ8QR1X4typfO6ra0wjxpxVAlWHuleoJo+vxcUEwm/brCRvLBX+NNwVkQt3ljtPywNvDIwS7QQg0Cw26lU2PB/PhU/CLO9xdkMhBmhg2y2SSgIyMHGCWpL8AWQZACJZZJ+HjjYpht92apcBBdUxQAGa4jzw/KE+3W3fd1WpPl4MZf3bzZcuz/uh15QiW2D/cX5Hh058eygrZ7+UA5QL8/sZeWi3cNVeMouJcer2rUKVXt9v/DPg5Lh/aH8f7r1fBeArbDLT4pyB7fkrbrO2AmXtQew7ubTRTooREON28azdSM+DUkLe+tp+39jc2ekn/1jqkI92CJap05p3+2s4shJHa91KTm5ZstI6b0ih14fh2qgmuR9kCoVwknsFAdv4lYDbDR2kSVm2Y1dEQNA4T13RYJe+/1s+XAQa4SRhZo43rSqV1JTJj+8UXF3zrxUXffrHlF97YDOoBCyJmBtnIfbUbZaVpsshhDNIbv1I3Pb5pYiIK6y0AHzoLs+sW3JBhMMrWw7CcrIb51fpSxtMJo6jF8zJLzeXSlaV1k5PrsrYMQ8NaCqVtGeFBQq2AAl/zLUqV6K/7+kIRZBpKXq3KawTG//8m/0w+gTu8qJdptU/YFUWT8CFA5Si3ZoWtrKWUvdQbSMWgwdyGkzrbHSNb6LQWd8ycxu5/nDSqnU2bX7st1r360zYNDpBnkUlJHAC4U4tnbFraVC0wXpg7sMGoGad0FvIlbr5w+qrpyxbyPLXx/OnRb5Fl8k7tCpi5IlUU417T2hvv14fKBj4p0Tg1WU/t4ZU6pSFUmTZgGtSvqd3NNNCv94driVAZVCcmqcKPrfb6craYRF4QF3JxyeGwooq5NqkEVG/kKw1KYm4zaUqDSlFinu/5ZQ/WNAZwBw++3CQfzFemgYUEfqE8ta7ZCrhT2bix4VjFolNqWCyg1KuZ9VLm/HZdloRDLFmR7d5FmbAcR51MFm7M5bKZyTh6Wt+WumFtfLtLbIPj+tAugZdX1ya1OW23dr7SrmmwdIFxo18EVSw/1SeKsXUbDAjq75HTV6g+XCs63ij5tbKqaPvXy9ITy8onF07LJh3Oe4DHiiC5lAWIBPrtjHG+Ywcz+CmMl2CIVAlRpITq4xLcYDu3cwCWp3A+EYy+dLIudlFJpmBBGTMGiEdN+RHdEocPCUt/qtCbuTdAHV1K1+uUtoVowxTuUDQG59u3M8FPxVqqa0UIJSeUEWw7PiktY54sxCmE75SUsKGUQwbAcacudEdceKFw4FGimVN6jG+Tn5EHtB7qYHI4YvGYyY9H4tfCgKXh2tuCGwU4cuQF1zFWNWTNkI8YclIac9KoSaPK2HXCvE7K6y1y7XpCjdH/JeWH1edqw7haSnKKQcl6ytdjN5SN10+Ajv8JtGO7djbwcg3EnxjmKiI9oFcrDB5bW4uhGpIiwcZtE6VMVRssHaR9tQZQv2XWjJZ5p9cS7QYkNDGHYzqpkZ/YFN0NZMcwrNH/9rjRARnHy3CerYNkmrX8peVY1/XRtwTn8p4/GX2Vi3s27zcYkB5MIwscEl4qoAgpkxnOKNNzI58Ry3mtbejuGz1GDfj7hQm4H8RXb7NHdBYX7kL78AkOoJxkMKjkoA9BewClACpvah1tL6AYbZiMd9WHCrMCwJIhmqjCwG8hrbFCSLajBCfuQOnSs42wLWRurGpKpafBsC3XyzDbR3kRLdEG27dQMQ8gsLHCM3wbEa/ViTX6qaWfLVu9pnwqrwu9zotThQfIXmHQqJQV1HFtk8lye/9dFtcNVzfbebaAVbzCMqw3cZjlXB99xLLIqYINsn51fr6a9euemeM8Z3pJvT7aTTZ2DCG4ByDTldSRVGaLw9FnydlIyF006EA54J+0nwLGjAFjboD3vw/W/LXaLTAW0Cc/hW8K8UOHUaXdGW4iQ5D2QIqbJcAngVDmOt3cMInbqGlDJ5YIZo/sD1G13UIjnS0U5ipIOGOsNsxFMsatNLgXSCuiQ8jopMMZRy8JK5xXQjTWBjBFy1RSdGUQgWUFAvAPvuHyhZOwpnydvo2R4STV7+r1MiWqNosoLS3kM5l85vxikRVWC5QUi4Rs3EhOXzdRapW2GrlMT4heBjCcSWRGF1FAzAYjpk3VP9sk7Jlze1EVS+pz1nlEpyTcOyetuUdMoKhO+hCndG0Gn3Lm8JlDKiWFHzRQtQl7SSkblUpRdk3WfjVgDVurwOj2ASufD1gDMHoN1g0KWTgUHkhRbaXb76WWcMM22nYIqbZks53URLoJ6y9O8D2AtAWS2LDXasNklGPzxjbqJIhT65qjh8xurT1ouYAdFlcX0Tx2YXVeJ6VwMfBtW2+VS+suF2L0oBDk/NF9hlW2JGlL/LH8ycAafdX2Jw1p/5LNVCozDDDW3TBl51dX5ijlVDd5dWZm2W46QgS5xQ390Z86zmOWeDuIuxZUdD9u09v3m4Fv3W8ZUu05f5F0yYOp5UpGrR/8eFQuUJxca/DnKbedHxJzy3rP665YmdvnKpW5Knnw/JNaVRzw8LILZ2cvuiRbb5/0zCrmwdw1oe67gW7drVlQewUQaAfw5ykwgy/QtEHnmL43c0zIYPXWMaXuWG/cwyGP0y31MtpHI+JYJdqaLlhbUxp31m6OxDdW5+bKlbkr05/dlblZCH25PDcDsRmyOju3OkM+XJkhZK5Sxuvof63Ozq7OkqtmK2UIVKDk6uzMlyF3FioYfXNu8xzkkK0QmcEiDSg8szr3obT4S8hctTJNyHxlcnb0l5A1W66Qd6qf2ZEG92DZMR4/+gQ5k7wGKFpFW69thZF4KlrKPtlGYcyMT4z/mlXDH37HqwPnkBP82sUw7UO2aajwx35fAfKcDZiKlzcfC71lg22YpmFjmFR+TwFlM/Eo6ZD3K/1yG3q+ptsba/LWTKSGY2w+1mMM/hXtF1+Hl+2R60buK5PwHWGiLuT9c9XRxzGL7KjOjXa5WODyh4N8Png4SBL1zE+TC2CN17UZbQmoJgo/uGfQADF9mEv6CwQHCdXUuQTQbtzJtYE+9j0S45ZgPPjsnl1nn1y6/KSVxU27dp+xo7RvZTi9QNgOPw6zV87M/DDY0CPLO+jColje1TK2hr0NZHgKGQz4+r2Txipt247cSHzrfSSyN1O1Jp4gjyj/IwljMAdS2XZtD0jmz8c98FrcrMU1pZ7Dncckxn2RJO72Vwki3j5udLT7MoaZnkJh2e4+6f2vkrEonjSUXwNaTQxSk4ZGHSpt9FIBaU1rjUwUrY5grGU3bpBHRmeRl4+e/pnAtEyZtd0gA+JlZNqBbXpeFBoFQai59Rovk/GucbPZGydRQrk3wp06AGEEHbyA8+UoMHFhMNcwlBk8B9GE0CiKXjc3Z//5601qWp5rSr3AnGzIHIdEJcPkeS4ii5vViBliCYmZwX6U8XbCY9ydXmYfyielkx2040YuAhVShh/AkGi9T4WwOEWPw5QDcEDkigZpt5JvApRbpy1q5wDluVN7h/ZJ7VsEkob1VkPJN/2xTQlarjZgHnS2UHScQBsUD0TkdreHMpAOKBjfCsrJtHTcUaOlcJZ6H+OSTbR0LJMY6lTjnFNyhnJSbaevQqSgeoU2u/3UKHiZxg346cTw4DhdvLSRqEDKfbogoKiigFjg9jU/jWjNHXohxQKI+KDpK3TNVwNu7qXtSbB2eNeN2+GNBDBalJrCCx1Psk0AN+D9cY+jhQg6g5K4YqBhyCYJQFxaaO4SEyjg2I4BKI6aRtELBd1YAYFVjO6iWRx223csg+A+M04Iy3BYBgIVmySEhgSmCfVp5Epmf4aEICZRUpAG+Sxh3tgngwR0vM0Mc8m/lK35apAQN43h8ROE3EaYo8OqCm2AnbqeNXzGARvApDBtaPbQ5ADk88TkUqL3KbEl1KUboSMi0xC6yEgfXVoFL6KHI7GpBXMv5HW0XKELgpm2sQDNP5vmaJZEFCg7i10hp+lOJmzXG7oO2ZNIkj0PpGmGHpzQrBAuHlRXkACEqIBVch7xqErWQzRy40QW0SVFTBHNPnr06OPkYfIOspU8A7rzTvI35FEyghGconN0qGze4yg1WRqLsvDS8L3VZV2OFfmRgHS65i+kCrWU7TPqR/otFHUH490ttGvu14Xa8Br/DdU86auyvQU10ddLvAdtEBvKFgNmnPI2GgIl7EJhaAu2CSBPZ2xcgbS5v8rQOxwlI2wlqpB7XZTMlX0VyhTok600Mu16D13JAVOiP0iZKNIEExb9snF/DuqXqek1rsVOH2kU1tLpp/RKqU6jrvJKVxEEralFhtrtETJKR6c9XpjDLmLXduvJJmHH9Bjw11hAbNeQ3f6wt0yHDehJVw3vWqHOFtLtKyLRw06hnmBFmbqilIVsSnlNoJVZXXahp6g970LjczJeMyRvDQGw1HGElZ2LGkGlNVeEuYNDpEzROtDSRouhHRpufAuU1KBK5dOu1najpWxgcjGUlNC29Z2+3DzWviQx4Fj4ZyAERL8jSUGYpSQwTW6gAxYDsqgy0fnWoEyYaA5CYAm6IRVEuSqBtMapcENuWrqVM5CUQl26AaKQDjSBZtCLS6KrjY7OvejoTeFmTKAEiQl6SEHQo2OPLw+N3pjIqGx02Pa5Lim6ckmGLcL1B+noLgyJQBrQIQraSKFhKD/pBFpJdMMwlNO5owxC4DbOmBMGOZfZ1Id1ztHBGOYwdSwdSIpuUQ7ypOn60KGnwJqDFghb+o7tW4ZqtwzjfC7ArjBb2Bdv9jOCVSib4tNx+mBId4UyHxFKJkUvLfS5JuRxYCueoSxFVHLAJYXhofZPlLEcDKkMqf1Rg4NsBE1O7f6IYk/QcRB9oQtBgOSVmtcpHmYyNLVBiz4Y50+rMCbLSzNAvuhmIoH1CvolbEGEVjmGB/fozKKCMRxM4H7cAnbnGMq3HlomqM5AIDcEEELgwspJnrCMhYyYoaiOg8ihiU4JYFsG/eWIIRykkgJZQPoW0ZWdOspaBSiwNWUReAzHtkEUxg56NOFNpC74iYidGagWXjGMHzwSrXWQdJvol4e9Z8C2lZ8e/ggg88rjDh+Bb0R4eIAATFm0T0SPeoM6xNGBizB4oTzKO5ADhRBTQF8dw4ZuxlZkqqknTdcG0ckRju5KqfOIuDiCf3qA1qjPHf5G4uQDw5dWKoDiSFP0tAcRCcZBYITwO9HgSOIYEbQlMnWYuc+hmQDYI/SksUj4u9WOIbA2pqRY6AVaMBM0nSRs9I+4o0jVDCW/UG9V4R50Kswq/fBTIJbFgwQsd+xv9APyHvLysffZem05teCPPKaWuUeVWLPK6BgUD8bbfmIcX9v8a9SJefa+pF5LQupUJ266Z3p57+ZrO82p3tQ7I8BsbhUhsfdUz7Y8z7LJy1cWStOFQrOQ2+Rbpqe/6IzO6XMT5uhOkElbg3sdLP3eJoadYjZTymiaPPorLUP+m2wDpLoXJOQj2k2AoL6e7kqjznRMW5U5O2oN0v1DoJoqmirn2+ONa2VjoahaotCRjgkKmyI/6Q3Vnr1IOkPU3I7Tk/6xUFfpfIHNtNO9foim1B6Ni9APL+mkT4klcpJhH4tUKFrbK8tlCKRJBEh7W90JLR1TazTK7w6R1VC4kF8Sfb9l+IB0AoAyIYcFZQQkhPWKRq2uY9LAMnDPTNcvFnwvUrikVB96Ecx1f/cBJIGjdxCLOYJLg5WYxRNYG4burmeIeIQuOQXMO6AcaBhAGjxH4W062bzZzZQKvulPOPq6LOOT0c6nWHnLlT76nWatQNK8YzA6DVhGX0LzXNLXLTG0hNiowwpedvx9c2dTvhMwE5m0i6EuRKZI2QQi51oB1vb7dDabMQ3XkMyRwgSg7eDZD9RhcQHWkrOTi5sYCQHeweRe14A1+jCTgS8CUQzzRdvQMx1SDhk36EQmEKTmcS9vw+zfqRtkc26O5m1/0gEuAmjPv+Ik1zEiEvOE5AIDmFEbm72AZ3Z0dXT/53YPnd77tekba4S2gVAAysvqIgcrLKrYNLXx2UMuJnWNaBRisVbUqtpmbbe2X3sXzMJuWwKvzwnZAvmtlzp1iXYk417crjc63bZYWJNylMczgJkySVFJTg5SY1AFGNBcp11X8yPXBqhQIXBnF+0x68pCtQVi2FCMJx6IdpCk7kOYhbAFtW9qFpUpTlepUEe8vrEeAoBU6uQiUmkQl+gwHbLA7XxTulWSbsUYhZp1uu8DiAViJxhP0Dt6KSolzrIPrwiQJvGAESJLydgwerYeVoDiBA4jQQRVZBIBiN6fI3M5A08jYV4lpNU5BhSTiNy2hMy5Mpzjc5GVzeiuQVq+zQMPj4exhQmc5yNPu8MSEphixQxMEMtcXZhoawnUbp/txny7G3GdApTOCmuTT1iSlBntXQbU2ta55cDzmDcDQJoYpqE7HuAFeMPM9Yu6iBIQ6IC4L8lFmIG6bUxEdKLGEKjIpAeykSO8BqOmvQTjZHlA21GqE4HOlH+ztkqOAu1BnzX0u9EIGkPCej+2S+elp34oLwXRHuJrGbYRCCLuVdGGT9v9BG7ZAiS2wiBbh3R9MIQbWoswMRKcBkBCAEYm6F0DKXj0j3qZ7WFKGYBeoPcT0A/8gUlHjoKEJiaBKehAJZgRo4bRldz2DFOPgD3rBRCbUEQNhAR2C3ItbZDt55A2fYoR1YTYtJ63yOjDQZyBJHbOtB8L/UzHNYRhEZkxAE4A4fGoy50siBoGhcGxQgBkCElqVs0XdMlcslaSYkxWP25JUjdMJqUDPMZG6GYDNgDUojPJIzdlwlwP0Ig/g0P2sUQ30IWO0gpLbP2lz9fv8Km4JHZ0wzQvQtjicl33uGRZkJK8kAUAXinVMzKnjomZM+ZgopHNxibivkiMfWK+Th4ibwapO6fNadrUmtturimUH9NAyb5ZtRGnbFbQN3ySdNFUhTx0+4WHbr/90IW3j+5aWTnpnAPPXT1p/7kXGvIyw7hMGnh96u23f/T224er715dfS58R5+W8rLgMrwARdCOfo98ndwMrTju9YiWi9u1M0DqP6LdoN0Ks+c12lu192kf0z6r/Z32uPYN7dvad7Uf4Jyq9ZvKsqxb69fCWtiIlbWZDulAmuLm+HeRqJmXoH2tDiWT7thlDro5RAaNYL7XauRSBZaKD9PDylAPVya/PT03WKsEIyeUaa3VqLzyjnvo/a70ClHsrC2BdikbYKByiyRpy6EcQrPTX/LoaEA+P+qaJpkdfY18bGLKHE2TL46Wycfgq34tx7Jc9XHM0UUkHP3HtovQ/Uld0KbmIrwkrnWR5eKFQYKhX6Qb1m8m/Z1jHsbbDptJ1j2M9x12b/eswwhHDsO01g/rpqkfdu3fknbSrjZMxAoi2Qk/DOo65/qwdxYvZ+lCYfxLrlldtYzRm8wMcUY/zZjkIkPu2LFpaWmTutbRiXncGzPzOifjwMfOFjOZYnZGASQ8TsQ0/RPCXBWqF7NQbFrBpzykWkZyQnj6LMGad94NQLgyK2YF8GEQVw4+p5vb0RXjX2XPcPSoS75EXC3UNmk7tPO0K7WrAP4hwWLAOHDXBolOLtV319I5oEBTKvWi9IiUTOZSSpe00S5PwaGmwj/tBZKeR3bCWWYo76bHksEv+RNh2OLHgnpZcWEhEzoXe2eZrmuOfoLXaIIUQo+HQTbwgenViL35BQs5oDBZoGbVfUHWpKiqy5KXceqJYjM+uQ0CiL+4v7BYY1sYdXUvzi9i0mqjGjP/bED/FZl1qLwOyEX+xuCFbsaFz2IULnqulRn88XD0qdzkUsbzgMpSsuHcjC+jjAheRHR/c6c0wanvUb1W37IXnQO8+kRVxxQxN73e/GfEAkcfI18g94/97iqwyhe1R8nZ5ANqr/DXvPByv/a7Zo605p9ZoYgEUtUCwsWO0gus6ukhK6h4WGF4xhtam7fWTmUZqxMA+3oE9S4AARWjl6jNADrQG4wv/eFYMaggRqpTiCo0TlLrCbzVo6n3i4op05YF1kYn9WGFjo9xgVmwSsa+aqo5vXFDFukJig24XWmN0GdEaQH7SjfQO8FjLtWYjFtBJkmCSiaRdmXNrKa1SIeAjdenznKo7DnmJgfPHrvKjbVO6kEn1I6ee0+uV4p6WvECafTqrfXovwD0Z+W9z3nOe58z+uIn77zzk3c8HgVB5PvqemvgOIH7uDp2oCSVLhfFUD8/MSks4ptJNY+aBKr0CkoHnIpzjikk00GsazZbrWY+DlDYRlFurQTF0sIuFk+dmW2gEO1SxxKpH11aD9SK0JORfLNgibxerhayAJh1VAgYHRSohcxmIpTnuE4CEWf89Fw7qiN21vX8RKkw4UdS6Z/HkiZJQ8wM47hUquQB/YAAK5SmEZIz2bxvgdxezIQeNVHz2kFJkUtp2oShNx53TANlVMcO3cDNcaUdAPBneRnPDz1zrOu2AHIIwTlxPMtUuhJ+2L/PI694Do70PXd88o47PrkziGCFv87P+X7uKy4O9NnqfId/Q/WoEuxtiRYX1A4rVKeo+BDMJAYxHGZYltABkwBkJUXblDqKtiUhbTvOTDiqqVTiR1jAApg0dOJwkPANqvKcuJDkhcCjAw2XBYknYRhtodu25AEAVCzJBTVhvBtZEPo5MyXWylCrJHs4+EyXQp0iyKwkC+0DPMUkSO7CcdEqXQdwahhexuVcjLVPEuQHKdHRR/UOj7bjPPSzwuB6Bn0vuR1Y6IGMh4IZkFvLF12JhgxCN5W2gvfwbSh1FM4ex0KBCl2aAKNaeCpdxnBgVOB2QEyGbQE+Jo6VRS0bTw9kJFk/kMpfE5U8ODPoNd59/tj/0QZc+wagaJ6WBykGvQ7guwVIBQSAW8NaaSb9LvnId/YtHzx4cPqZrzgcf/97sXb0+sWvfOEd7/jCtm3b/u7Ika9vj9/85vgv9+1I5aQ5oI3naFOAvlbVOato+3lQuwitp5pqo4Ah9KqMT6gE+LVlfLxJt4Y7C53UuCpR0Ay+tbi2Agy3HkcdgaYt0TKp9+oRGpOgfnIILc11enX8RSBHPivEFc6UaOkBoc+nJOD3cWmT+6zHYQTPEWWxb3QVKV7O+XaYV7gIbSH0SvcCw9h0hMlHxeuFqNfVcLO6qf+7ad58Cy6g9/F5cfUXHB3lxA5kLiGYvQIYrvD37g0M9scVfsnYf/pTyt7xeu0mwHR11CjEjT/4p99D2vaH/5CY9SX5BiqxqtX/4+uQs/nf9jmXant/Sa78HbnD6h/4GKqdO3rrL3+J+9A4T04lI7JOs7WCNqutAEK+VLtFe4n2Wu0+TRvK3DAHAhSadqnwYNj2iLIKUzlrecfyn5TS/B1lyuRYNWmxMvm1cq1xZU8q55MnN6YtbhLNZmVaNAuMV6+CcDztSrsZMl7+qZxq1ltllcemJjmrPChaU7VWbUa0JhifmoQyo5+JmWZrpr4gpiE6XWOs+pCYnm7NeOVsoIMkxdh0nbHG6JuG282tm59a0ufLjM9MMZ5d+KGYm103P7HoG94sFJydYqz5R2KyXgApMOZs8qCoV2Xx9UalVCobExOMlUpGreJzTzjUZ2zyVFmtlCdLZXOiCKUnGStPylp5crJcMUoQm5zkfPJ0ozZRLsP9xSKj5UlGJ4pGtVwu2xQwp48nmJXL8D1TZIRfrU5WDKynBtK0zy2jXq1WQyuUvhGoRFZ5jVEo5PJGDM3N543JssyfuE5c9LxuAqk57lu3ZixLrnll+ZUbd+2/5ZZ33jL6t9deffVrr77h1eVXLUD0lv2nPuNqTDkm872IvBHqqqjTx1Jn+wQACKIFhXwQliwoVEIlnh11QtJDwxvpoTPPPESfsVw43GjoV5133lXcX3/k6sPNzNZ8nu9eWdlNXjidzbuH3riw8MZDbj67M6kLUS4eec/i4nuOVPPUmLrQngoSzovuqTdXqzefmh3rV79LPgLtSrQNY0tiTXlYAzoBmK2OuekAQAO6l2SjodqCStMTPJisp8Q/yASRsBPLzvC3+XF3hxiGuzBM3sx8PBJmH+ceBzxMjjBSAE6kUoDfAD+4Uze+AzztfF3/f3T9fM6vgcxfgdjwTHS4hQ9rUza6DO4BUudAXY7O0WZy9EW0XryL8xfz9PoBHuh6gKoR9S4/R/4bsC9KvRpJ5CyJuyCtdvuNEP7gd5jENTythTxeqeRmZkbfnT731I0bp6bIzh0vIwenmquPPbY6+jDZtWu5Ulm+Y3VVy0CdD5Pvk48oXRva7fS1rdoebb92sXbNsdNR36j9ufYXIElr5LgPSeN4MGmoA7rX+IwKyRNcTBonupvU1YCvWeiqUPu4L9Natekhpr+l3sHYKBCqOhYa/pY6M8fMi1pjOYHcCPiNzwAYmEZYuRa8dlXKVSHU9XRKZ/DtTXOFPI+FHwBwgQDjQQbveFoHyXQGVT3Hws6KlGufRUGndYvP4ObIWuh54/t7N5511o1nna+OIScbsQnc0GfoscALxLjgA/hsXZ/ROT0eOlViI8efUwF0zEAGtuRY6IG1+19AsXMzeP7vOLD+xJtHnzt7edPZZ29a/uieK/bsuWLMJ+rkEXIpzIB5bT3MAjz/Zq92AObAy9APSQEDWE+wCpSFCZ4zHsHCQSOHOloopKfXxAlMRpyQMXzlMH2PswRRR5qH6cftC4cneAIDsDj+umO1ZZCDtbpmhYtPHaRu/FCYtKskU8jkpVUNfNMqZFARF/qdU9S/77nCkLKMlsDRy94M/z6+bWFh28I7zHh5ema51zJNswlyfTkxLdPOfsvz/sWbcA0PwKT5XdOyImFBusza0spkTIxZFoWnGKbVTc5M9uRP8WCUjTKgzp5l7U/2Jv5itba4WKseMYtT08vL0+2NPLYMw4pYCPWZT/NHj7nuXGOuUrC9rAcYtStM5fN7DfkRibSqOmvoZdp7tL/WnoDRTq265Fj9jH9jA5+x8KXDaKUnEKbyGSyUWPlqdTvpYZ3pRnkORFxUHqRqA1UGdVHHSqRUMTU7qaclQMz9jSIg1qpyFCpAmqgeuVaqm6S/So/VQMsAld0dIt3EYNTotdfC8FFb/J0oTqJxDV28JUqfAx/yPW5np2a3zsXzs2cuOKHjZKsbZgannbm+NjH6HiOTEjeOQS7y2GQuUierRHrkiDxKWgD7TWaD+IhsWILUsJDLYpGJXEbEsBYInrsdMpvqORsPLTfnkgwekV2GCgoi3eyGfMJ2M7irVOKo8yB4bgAHeq+kCzxrABW9MkX56a4fv4tmQQrwmTrlWx0NICAFTwjgFlOWNijFukr6+k8hdtu40Q00Bs9G0t2TXd0QFuNoomNfzBwUx1CCwIPWKTIahgc5gEgmSQ9qskEyDBnzmUyFLgk5HWZIwgKowxQ67khyLE6Z5UE5+HBrBh5gTVt8J3f7IPvACEYcVgE/wJhRltSrcm62LDzzoeVQMg+yUs2gRkUyrse60YC5GgCveJCY5MEn+fX+5qlz2zUt7ndhoXfjZlgLGYTkCd/fF8+mLK17Vfeq0c+JubeT/nthN/33gvHvi3qjn/fefMZm+LeV3Dp6Prl0dXXf6uo5q6sHV2Ea/c7IjqmpPOrqfqVdQn5KylpOWQtugRW4D/DwYDzv07UHDAZZXJJChtQBYLBmdDdY+z8FUk6UFly/pnxaM6U9dZLrtm5SS3hldDaeE6ZrM/2OyDYTa8FDReSlWMRLS5TscYH3F1utXqulRHj/dRulJRgnhlVaivwzHWEykIitS237Eqen9JS3b4ISMB+wQHCGI7GAaHaa8Dngo8pljN9+CDjpfsBvZe10SEE15Pp6W6oTFbLHXT3V0TwAxqF3ngLnrTVPa2V+k4z1k2JN3TV2C9pw220XDLo3ViZvu2DPVVeetueqEs/skLP3moRLlrcir7oIC1JCM4nJHFx4aPchmJM1s7geTIMbk+T+2z5020T5us7yBbeNnn7VntOuvGpPd15uz/DiiwUxMqaP/5FBtDpZmshKYk54OjeUOkKPQEaH2QrCu84cdfbyL45+hfyQfBz6ix5xWwD/tscuLAy3EMd2p2v2lGuONTAG0dgiGcTjvpLVY5zP5G+/8qiTd77hOOd2Djr5+4U8LC1DnANDf5/jPKAnk+3zVlbmZlde35potSY+/OUvQ+lvOs45nQsgICz5XGFY8vUmv8+x38wN2wtWzl2F8hsnmk34jM8m1baRfyJ7YXWVQLLfqJ117CyGYy6+yRpARfIs/6fMJvLfNhq4ovtu7jirJe/KFoqZ72aKhewP+Hctg36X80xRpRQzaymjBxuu06RJtZ43bNtYt2HQInvjTCNTKsEl3t3Q9Qa1hgWIlMtwKZzeAHGKii82HLhtktaSfN3xnA3r2kNaSM8v/gJ5lPwF9G2gnQLYQsO9lrFCVh1L3VT7temxPMqdZRzp9oDPAGZXJ38uE4DtqUWmsp3qQ+YYOqTcsNcij47mZJ6/Yt40pl4xBUj9WUDqKKf+sq8bcAGmwIg5ZTIRBq47+sHzDcOeOX19wPRSyWb4/0Q4zpemPO+ikNGsM+HQ577vfTDHZl3GrDmLkGdVbq1CDdY6izOR4AHQBs0fzktCImJaq35JZwVBbCu2rcDJElYg4/3NjeTn5BMgifdg/aGXW78xWDteW51cUSF4HDeRcbMGfDK1zaONeKyIRf4ZJ6laGne0k6ibDMa7AWgurxBCqijGQmjoUNb37uW0/cZ1Qq+Gp+jXA2Oy553Ru8iOvGd4GzzRnIuFqDynQjideauYt/NhYGaiTkiIoU9sk9z0Cs6C7Jm+a7qZco5maEZkF4CnCM+OjMLGL3FSuq7Eec6ZMndKfnp6CPgXwkcoFVbb1MWK2S37kH8gB1lPO0Vv2/l8fs71RRZGjce5aiY7kXdmg44Z5sKKtHPUpxnuRUkmYwRORsZqXRz9t6OfIP9BPgnUej3IeKdr16beG0ih1rw5xdpBr8NBmSJ1EmoMyhQ38EULx1VpxdFOcIHiPSgYKCiarFL09Jd4H6R7VO30L1CoiZDd+YvygJ0WIgt7YVhX7D+/Xr3O32CJwsocrD1qyNsrl5cn7d1Xz5brRK7feZ2eofyPObOgjzI71/eJfnploVabqw2ZibYgMIcsqkvdYCpOIG6q+NthGsWlfOAZPHdeztAXTtn9jKt91HtGbG6lIOS6jZ8KyvOzV++2ytFJg1xwyhf0GJ9FhW3bMpqFZ/FvJdVqkqvVBNTLhW7TEx7KgXEALlDxdE1+ipTIp4CjV7QV/H8AhskWJYahVwv8KXMIPEdLGdagr8waMk3toY8ZmatdhPYwlosXkUNz63vznwpcL8xOtYqAxY1iayobem4wb9tRXJiYKA2yWWiwnYVIaWKQjWz7pVu3Xn4/fXOu8JKo5XrSCIrZMBeH2WJgSM9tZYsTxWxk2blsWJooQg2hikDyvZNNe3wW0T+Qx8g71bk5HbRhxfOBUocStb+2Qo5pP2ScDMjzmz3SbVYnX9Xd3e02GxOvfOVkrdnt7u6RV00SoPzNXmG3hQnd/C7b2l2AQG8KflP/jv8kT5B7gJKdoV0OUtKz03NZlazabrBIqoMUozVntGH6vwXh/5yQqEt61hGmDbp6Xciasi5NeS0ezq02Uyi6F53YA3Vwd4T/f9MWkvpp4wkNUh/KLaSW1kn+07amOJenoZPwvj1k87nLAzwYi3q0kfctY3FyfTEX17vUcojuMj66N1ui5EI6W06yyqgtN1+cxfOYubu4uz8/MQUcoWrNG0uVZv8pAJArMqec2LIVwooXX1oaPbcaxo0NBnmqbfHReyljN3hADmc2b55ZrlxOOEuqeqk+Yy/Wl7kOTGdy2lU7GTONoo7+kB/sNYHbAN+ZmqgY5VZ/dwWguR5li9mMp2+9KSzfdlDO1ce8UcCYPxv44mbtJKACF57AG9XAL5La2GF17SDvTtJfOxSjM2jG6dH0aM2Lh2dkh+pcpWQ4PolvrBVKw8q5i3wJD5Q3jQmT5kc/y1NzAsTMQj4j2LoS8UvrKB/dGJKzw3I8+s+47OWmyE3N3FZAXObo9QbudVnkHRasyGK4PSweMoxD+C1ktmcKpFdqt0sw/zZ7UaEYecvx5OToc/vh323bbd+3a6ZZw1+MpOv08+S/yQcBd2cAGQw0LVsLxwcALyNniMPBkNTCdE7UGGJotc2AMDy9Ksk8Poc8MNpbnpkpO0kYBznyjtHTnWhyMiJv2D36xeujG/vRrhuj866OyM2j/bNlcqA8U4DWj/45ADlm9K+T68qEf/hnBTFnTb78+utfXpTp///2ELTtE1ofMNYe7TDIstdrz1U2GO/WPqR9FK0HYdwbila0h632CR5Mq7xTZskxx5Z031ui411DbTt22XFNXKOPawemONy3wOoelfoJCjqpZGIBJF4dsYum3u0EDx+DIZlluN177NUmcTeXLIvBsDuEZ/bRAmiWtVsJ3EH+JT/6x7/Pn7VkmkUhbMf2PJuQQmOhPlVfbBSAguI7pUuABkxz6eOk///VdiXQcpRVum7te1fX0v16ee91v37d/ba8pde352UhQAgxZCEhRJYjhMQ4BheMwGGMjOAGZGQJcgSEGWBcWBKXQVGHAww4oKKCgIzLOAM6nIPbKLhbzL1/Vb+8sOh4PPOSqvq76q+q7qr/v/e7/3/vd6F9ovvgW23bslFkySfsXCeraBEWm4Mjg40iQIsdKRR4xPfSVpAfdNe3YF8z1z8nFYcgpvec7k8dv/P4EhSHeDRa0YgbKqIIrgtnyvN5NmE30iMfL3tWdnAwaw0pRn9pWLb1BcMuT/YkJSnZM1nGj3pi0OF1oWQqG6Tj5EE96IUtiQXbXkjocm3Vqpo8PJ3RtMz08Dm4Cw+0rF45/2mp0Bvog/Kq2fbJ6aoMxxjVgVki6J9tL4MhWR7SVD2dPnk5qFsLhWgui4NfwX7EcN2MNyCK6yotclE3mTkURN2nOdHs0NSgVobPZfv7s+GltIZb73NH3HtLXbC9q1TqCm/rKj2aycJ+PP4HdlzM9odfu3u/ae6/Gyv82KVa7geSyUj23g8bEQsoLLpugDsOJTDnviw9IBv8I0/A6qjQbHiLQ05BuhSNORGhZNQeWKaDEvEJEN0SG9CiBBX1KHFFg9xEqX1i+YLTVqw4bcUxJ8/NnTzXd9kbts66qOQHjhn7+M2nXXraN4oZS9VMSlFjumbXCtMRrKTmOoauj+mm5fGohbNwyQq6xrVzdI1vvWHN4B2nZyQpMf/WvYU14Tv+Z9PK009fuenSdL5CHhuajNa5pJJLTaVl6uZMIqdplqZr1THTVIlBGT9aY1wc+/ZhuJfbzp1P8WXlWE3H40fNxpLJ+44nHXYgmQI9jngLMKrqeZ5VrVaO/GtHKJNp+Ih4eQn9cpQ5ocGYOFKV2P6FD7vJnlx1YOVANdeTdH0nZSLgJCdTSVJSmpgQWP4zmmzVTMtUE4Vcb3d3ISEbFkJLmSfCaD0paSmFBmoU2S6YKVdV98qy4sqSulYTJQ8X3XD2JlIrK5VWpWK4CVtTJfxTNTvh2l2KTtFikiTTfUVykyPnAObTLQkSua9T0jAaIKJBe0FiWdoU8kNQsBNLFJSmo5X2272qJO+NLrwXl3MdxB030x1blZjLEZ/9DD57jyugbmqgZjqZMhYQMQlj5mIPCrsHwiSvtGR2QTkSGNvqzLO+PFDSS2IrZewlyciVrCV0hklL3EsyZbmRHpDod0gPgvYZTfusdhY5Xpmua0qS+KZUoZD6Oq1+Z1upB4J8PnjAtxOHZXlOlmETmi/hCzIFM8hg4jb82R9U9Q9qb3S+5ZZEvAZ8uZAOzyVMCX+fLoRz8D7ftvN++E4/byfgChpwpucwwLDkY4glJ9FunebmUUevxGexBvvnWm4dYvbN+Fy2YQvdgZr7DO4sRE0Xcn/L7ecu5i7h3su9H/XF5dwB7kPcVdw13LXcddxHuFu5+yhnEueXIj+aaDwUH1czegjNiPEgyulAqWcYk0vc0PERK6VumOODiW5odsNEtzzh14JGX7pbSk8E+C8dNCnyG/tACbVDibxq0qUU4kSKmZ9oTswBQq32nDAxJ0402yjNqkE9ECrVNoUMpuV0nfUwNBjaNAu2HHcpnddLvEh1H/4uVXW7Ut3NKqJdSKclwazwGYRjWgZ4f8jDpuhTOqUhF6BqYpf4PfMkWb99jQq68CMQdP1nQuxe8reGLqN8txX9tFGvOL5zfHylf8VUX2JZInHAyYsbhC2VzCkwW9Cmh/BmVS+Xz4MKCYefK/kVECoDeFeNh8IYqpRlNkB5FgpEHMv8JjpeLIvOLJGzDM+/cZ7qJxxyD0kkRtcivsstqcYv1jUEPvy9Zm2CjdYQ0QEFK5dNnOepq3t6JkoFSxSXiXdlPS+ex/oF4oUruCJ3PM1jleJcMw0yco+I43lgSDkVKCzJCEHhejVGaii4E3ydjWq0WEwvtgW4Zue66mQ17yXTuFn3da/pS3kv3bs7le7PlObcrmSvXbHh+mLGTWb7swJa5ea2dxEK6/a7gM+5mXylkt//CVdIuOne1BN+T7ebybjXNrdRjoNqzrLgXR8mOJjJD/FxzPsz8Ee4ATGZx+W4Mlqm09wx3EnYwlm8c6drpxoRKuuPM6yl420tVV4qAJjWwh8kMZaL1z4+n+srZTPl/mWeikoA7nXCrzoONJx4K+vhik4Nw8EaHtweH1K0Vxy6oZTDT7jnpIrhGKVC4S6nYEx1ds7jHRzjMsdJ6u2+/NJ9cT6qh+EgfAoRaRTXwpUjHdvD96LNLVZ9YhYQmkvJvSp+pJ/h4L6P7atOtn3PttXMitpgrTQ57KVHWsXt+0/5YpD3/fyaiTUTE2ue2/yOd2we2b6iYdmaJrnT86eOlE6YH0i4g/PH9S2ccsp6qhocs7pWW12LsOgz8Dy+kwSbo16O1tnp3F7Eoge4j3J3cfeifXt0AH3Q/DOf0//P9ct/5vyXf74o5Uw4qddc3f1XHQ6vfNWqS4oabXla7XOCICq9c3Hfi3/F0X2LpVdbRXLjWbgbrucc8mXw6mml1Jn/pgkDBPvF4LHr1q277m3hC2+7/fbKuwcGwidg36k7HnHdR+4u391uv5mL2i2Xg5/AudiDPUSxVWy3cYcL/OpiSXmVEjwbljUNvqNpr7H9BU337dE1TX+KVnvoIxflL+XWw+dhlthR2fw243Nppb/3VQV1+NP/rtjy7q8qiqBS/lNbibmVubXwRWhTq/ZYTEoDVUxKrn4vSo76tGwq0E1nofp/+mkZTyNs/BT8N3wcNTBFcJ3EbSGeE5cB2J4jqI2ZYh2mALTNmJwZBoqAJw1LapaaW7NBgKNdJGjoVRgOIYJcotCNfdiOqyXdoAfF/zmoQexECkFGYNlwmGIh8vyGqfdPDQzyRRpNgCIEzf4KH57Hl/tbPthGUkkaJl83Zo2tBnzc8zMBX0iLLMYug2oLW0gi4QS/QpuIn9s8NDxL036/yoZnVAbak9UKzCVsw7Cc1hD7i+Tx1+A5+DTLBznF8gGciX3/QkQWnNfxQ4ihlNwxnWu9LA10qVrqdDGlRT+U2YkobZfTqAJx40SuDBW2YUMNlVb7iDNCqZI+qp6y5NDRRx5CdIu/yEvl15qOqIpZd21/5nnNuUm1TPB960ZfUxDY3qJrCAekK3nwAQFqgGiVhyrbEL+CqCIsxnV8oIW7Fqtdzo5H5eaR8xFmvAfvzQeppBm+TqQ8FIfdXG7Id27WBd2/2fZHFUOXjH8wJJDwq1DuQ3YRyLBL+ZK6ALiK9k3yRyp0853dbQjivRJ0eFCegh9he/TwrZS58ag9AmHcPsYk3cdwMT52ir+oKPIRQpCWtFhMldFc6WakRzHrSS1VXyzHjP4FodgswkMFM6yZhdmD/MHwYnj0Y7dsuUGTL5S1BRhh2w3hw7YNec0xLjQcOSVH24zcPRl+dws8GtZgT3Eg/IIsH3ssAuRjBorzv1lYGE5qmUHKXTRtO7O0HRIuswuatlPl52iQZpDI/hLGcpDh7P7u6fCqZjzf9jTcCYdQO84iCubKwRFDeSaiNO+mwYpoS8ZCmX5ssckQfwyKOuCIcb4WCfHAnZVs+Fi2UsmOWI75HlxGcq4XXqlbsEOR9RHTsd6DCyU6Cm+x9J8/RVVhWbacJryQjtaul01Z2sqVGsJl1bLUVLQOb7O1++/X7I6/0YtwCD7IWaTb20fRcaUXfwfjnmUswumYDynywFHkr0jCgmKrU19THfVJ4UPhE0GhEDxvGM9bJBYtGLZdQ084HxQWVFuZelR1lCeEg4UUDKUKKQ2//JMUxWFfYxjXpBNOhDceg4fhTs5Gqb0MnylDWcJRtlLE2zYDaAzU4eWmVP2o4/+omiDZB+hxfIg/wPNToi9Og6uahsZ24q4DANO4F+601HBt0lLhU6oVTsGneD48kRim3mWq4dWyiQd2q2b4btiDBw7iAU58KeS+Bb/mdZRDr+M2cR/ANk95X30S4+w9RoXIt6NjYrNGEQ1WduZZ6ZxyEDn0F+PMONGQilQMiuWIKiESVdGzX6TEZNnro+GNmMW9UhoFdhQe1jSKcufDm4Fi9TWUODZRbNgJJ5H3wfPzCd9MCIKmO2J4AVoIOhohw7ygYTHlhD9xUrA6/DYMhLfqkmIKTGbXWEi44ULSsIj0hecdI7zBcHg+4YumSbSJeJU+Fu/PF0vRtp+YQ+wBkFzbcw1zhOi6Rgwr6TqODAP2v06gqFQNUTRpVIwgyJ7mdl4wFV1uM53S1iVdtHQj6ZgWqpwRw3GMEVQ92R5D78if/4C3wM2od9NcicXl7MC2PAczKLWG+Tk+2i7uaEcWOz4xstgnGowApiYp9Vq71mi2mh4xbEfdk9RA3Ojb9eXSc9Li/4b0GQn//9IwdC98zrWT8jZRhe97YVjKk8fzixRs+XXdcGuipADaHrDVUbGTrEyqalJZmVSUpPpNyw2vRjPcMH0YUcVT5MkSkSjw4WEUsG+SRH7cM6zwWWLiibH4I7Af/hlxbwkt8UmUNh2Hutj5zls6Usd+WH0ige2sCdQrmPpPslE76BVkUbyYPNxmKDl8+0sJ102gBZETzuRFZd2UB47/s2RilWdAw/8jjR1cwvOzNIowCdNBMjwjGaQTsFWCs8WuDV3hB+CmzKqkH96lJwjJcCbq6H1cCnvwau5UbnccpfcI9yT3A+6n+G5iOteYdpRlIGYsIXFe5MZiJAzVKv9Ftasxzok4i8vsFS6ZPi8uTSpG9Kcd2L3YqXojOV0tpYN0nPOzrBSri9DI7+VTMzw52ssBZXvz09GYjUR1S4yNtkEE0cUoqKa4V0NFzUuCLBmqqbnEN6toBj1/CeU3DVzJjC9DkcB7RVVJPaqqKsVV12M/5F9Po1pQUmTVsVRlSlXD30iiMqWQT6Pi0ojiTErSdONxQ9PFnpYmK0HNMPKiLIfXFWHDEDmYPI69excz7sVeW2uL8vZVWJ6isYIdIK4W+XlBUNLhJ3JEJnHLI3RbXVYMTSXSC7yHakjyDAXRoNhQbArMkfAHqbIkzvwFdXsoURb5fJ2oKrIV/JOKf+22QvGByq10nqklNHPBpLesrZIV1ciCLksJST72tNMpVEbazQKI9Kws/aRN/J8U8MG327x4B6o/2fcFXdHfwPTdr+E7cBWXp2ziDLUxauteWPS86xBp8aTx/N44fVGHdwYPjMFPZeWe6vrJdlXXkrlGLZtEJYdd/R5l9cZ8Pn/HHRZNh1pGUK54Ztq0Upp0uNxurUX7Ian7vp50sulsLp11Dkvw5ny2Us3edpvtJHwvkbSImEs1A9MMOrlXOt/3T3/b1/xKr33v2K/6+/Ag46WPsvChVGnFkXVVoqypNRtSR78wDUt2RDFJlJz4NWI9xYBLVfnEaLE4WmhbCHIr1Xx4H427wPJ8NdyZ/IXsySfaenifbsNW3X79l7+NNQujJRMr3wTbWc15Wof3u9IvZXn9Id22w5tsfeOOh2LZ9020C+9CCU+jEFP0NKqjYic3BPFsUBpfhY1MpOcFemHyIn155B38HUm2MifUR1YsbD91YcVI/YSMJcvHNWqDC2Op1NjCYK3ev5Ymgtf0ZzL9mTFBTc7NbBvaNDM9PbNpaNvMXFIV4PDosoXyifNV267On1heWDb647HV4+Orj00R5TVxyP/upSfhWcYhf2LEc83UDNp0SlCsN6vtKn69aHSeUdahnGgvjsq3lozFE4FdLyjMTIkEGzyFjaMr/Ju0rlubezbDVbC552rP71WTut5tmuWEMWwLJUHPmqgqE7Kia2OuVjaMTKpYLmXVrJLrltK2JUq+4biB5wXu+cH5AOcH75Jkz8pVKwlZGB7gJW9cM/SCIWlKKm0nTFGwioW+XnlsDC+RVTJ84NmOIpC/BnFLfw6+xKlckuvlTuOuJy/iSocQPqZvTNeI11SO2m6dyIvRIvXZeB9NxFblvqocl9uVZl/s4dFszPN1xu2K/9NE4YH2gFgj+iq6GD3ReYkmAfsoYJNNp5M3OSO/wpo9YuyVTnSp4DoWIug3smjEflNwiC5NsP5T4nmEtDNtsz30ziFczyQDNJ1kt8ug4D1loNbV8GsT5BRq+OELB7eAW9IolEyQeEExrISrucFIWhBTXWYGjXUxN5JMam7CMohBlch5oHcAQhMtWIV8qxTDsHsMIXLREAyNJ6qahdLoqk2yvGnFkO8PraDSqtHSAtHZ8Aq/sdhwRKKomCFjst6z8aLZJpiSDHh5nrw+RHFjYzCXQUmqElm4yOeyfM/yjSIxBQH7Eim+2cmH/Q34IXwW22Uf8+E8gXwDI7BA+jDu24iuWYcOkiyUolVNvdx5joLZmuRxkYpiyli8f7sFD/T1dYUP7SJagr4ueMt43g8PePkz0CCd9fMf5G3jfYbNbxOEYHzPpo2qXJSncUG19lk87beZvnPI+/W2rr7wXlAIIIbnnAn5L/DCHgoh3yPwqwHu37rV3r2wsFtWd8jyDpHln6TYOwsegavR7ux4tU8xH5fIt518iPZxl2BP7ASJNJcs7Lt3Fvql1VJQ7yw08FRd6rcaObazRVDatRbruRRXjIgkQfMBaaUa092koljtBMrEiCeHKEnwKcJD54Z3imJDHBOa4rm4nRGaPK/u3j25e/fyXbtqu3a9edfNuz+ye2rX07uf3gV9o76jiklsSnXUcYIt13kpKequrfegJrxOo3ECYUx9o6T3qLotW4ptjVmW2BLrYl2oi2xV5/mW2B47e2znmDp2/dhYa2ysPYYf2R9sXA/ZpObLIt8lmKiIhbQg6L7umf2Oab9F1ARseKnkWsXq1+yc5TN79wl4Aj6J/b0PnznlbFWYdTbG04BTuVUPxonojRkzaJ5ICEoVPOEa2YKEtPFzlg2fFIWIXowwxs7wBxdvPftGuJaX+PDkhPX5jYplS9fQlIPIiCEnz5r+KPTeGOuAx+EuuB3RL83ALaC0WZKArJNSvt2hjaW8Yb6S9mLpX+mEQolR/gNlAnUFtNbU62tq4nnZ/lKtVurPnifWaA9uxfPm3Gymks2GT+KqkoFu3HhdtnxRbQ1WVZ3VWSxkVztqiS6BBcdZDQXypenP/TxLm8O4TummG333RxG7347WCTHmEud3FABA8gwXvo+Z2H0sWDxyCWwwRj3mfYsL34OPM/BrQVVJ11g4O8XVCUR4OgZBD5SbCeyp3Xyb5qjwIN4MRZUmNNSiNsumb1AcCAZ/JaPj4sVDmsJrfEMpKCtYiPND770cEM1LKflyEK9+P5bfh2JyanozDKp92hCRyjW870o8QjmR75Y8qY8uieXNuIim9z1EqfxZlPcUekRXLLPoWHyB69adJMC0YAkbQAi/8rp/w93rvwyC9S/FcV7mDw524aW6UEpEYynPwGVwA2KdCmXMZTEScjyJHzvyLsL1yiuDf9bPI2pMd/Xd0zduiOr88D0T2+bmts0dSwp67NL54VFJUaTRUrprvG/UxNLw/Jq54RHy5r0IK4ytXsQZ34dDnIUSZCO3BUVnBHywR5NGKRernVHa/3OBth4LW4rHB6v1KjwVjvHElA/fxCcVTsCXjs9J+LjytVffkCGdow1Abu1/XY6GmHA5nnjZBReMIXR+jIZiw1FBEM3j8zTTLUCuRgU021+jQKZfVJAhd0J4QL6CNMYVdIkLaCz7pZd+CFfCRziW0xMl2YTfIQQbhRJl0yVf3l60K+kdoLZIwXsNMG6he4u6xtjmhFtwj17QdwY9qZ1G771Gr349tQnC5iBcr/caePxM6GJZ5J4704CX3bddwXY+MQ8TRwgjqSsoFE4aj+4qckWn2wKlAkAj56jbIibD29635LYUud25b/gc3Re62H1NxG2PwzAcRhycRz0yza3k1uL7384y7byVMh92UHE7cpiPQnM6UTRV5moR1CtxTnCvVS3JHR/nSnxmagljxdLPf27/SSzd+UOGweeD2oZa0M1jsTvYvj3IP2O61LVfwN+WtMarAzcqwouCAq65dZuV3MvOW87oF66Ly39qz2c0W9ftTx86lCoQsWQhxUqaxhcM3rPMfFGbzFoeL4UXvn3//reTr4vGe4fYSRpbb9GosPT/ya/Yw/0vBPAnqQAAeNqdj7GKwkAQhv9NonAIYiFXb2N3GzZbRPEBvO5KOexSrGELs5AIvpWVL+Sb+MeMhcJx4MIw3w7/zD8DYIozFB4vEVaYYSGcYIIf4RRfuAhnmKlUeEQuhcfkQKXKPmTqwAqaNHCCT5TCKX6xE86ouQqPoNVceEz+7kfVqBAYBntENDiST/Do+Dswo65CZfaxOVYn38UDK38InzQb0fS5pYnnHg45LPOa8Z/toHK8yWDJcOwssOJgumxiW3vtcqvX+nU9llxplsbZYvXWdVuWWwrCvUHTt3fO77nfHlvfdiE22toit9bqd1xu5Y1ZvwAAeNp1VId24zYQ1PhsiZLck1xyqZdemZwpp/dceu+9QSRE4gwCPIC0zunJe/mv/FmyC9I62Un4noTdJYid3ZlFb6UXnr//6p3r/dfzJ/3QW+mdwQrOYBVr6GOACEOMMMY6NrCJLWxjB7u4BtfiOpzF9bgB53AjbsLNuAW34jacx+24A3fiLtyNe3Av7sP9eAAP4iHEeBiP4AL2kGCCfTyKx/A4nsCTeApP4xk8i+fwPF7Ai3gJF/EyXsGreA2v4w28ibfwNt7Bu3gP7+MDfIiP8DE+waf4DJ/jC3yJr/A1vsG3+A7fQ2CKFBkkZshRQOESDqBRwsCiwmU4eNRocIg5ruAIP+BH/ISf8Qt+xW/4HX8MRS5NJuILewPhJK8bwjk7j7Wc1eRttp5TecHueCrqwllbnrST8VRmbHo+YOrsgTRxKsKuVGjO4MjeWdhpIdMDPp4iOk6lqaX7l5ucdCeDtBAMoluT7bBebqSvlTUUiI6PPTYWkUmUauEsvdpKtRQmzmVtmzps1bb7pjUSNrzsIk0WEtqMAxupLUvpUiX0aY+wWpPZUhllffvSGJm2wPbWM+GLqRUuO+UkUaZKO6VoP7Mpf8dLU2krQmJqakXrrjSHUttKxkzHlGlan2mRx5md8/mDXCgODnPhiNBlKxnm1uaaY4NCGD51WNjGS0Z5Vpms8bXjEqaN0pky+f+Gk0iLqeTKh1o0Ji0YWEm9JBKoFVXTctgvBUPeKqVp4lQ56jen2gl+5hh0KCrZosIVAasKaxhoVNJ6xD1oDcLIIhgaeaUOaftmxmWsWUX/o0q42oSMV83kqjkZVLrhxFFlq4YRRU60Mjw2kk0nvcpIXh2h5FbWeHUY0rhGS9f3YSiGtLhQ8djLtHGqZqADXwR61r3KTeylDih9w5REtSwrFly/VmXw7TygHRyqQ46P56ReLyo+YCSyLCYhEMkjJ63L2p2FCrLb7fiaWntQCsdi3e7wZFLLmveMLMG1sba5jXxBo8ywFtylwpGGG/rArlZamBGp0ze6FqYeLaRld5g5TkDZC1tSZJWGxJ3iaS+SJldGUm/aTX2tfB3bAX9dKbNWU5smXBG1M4yC0NyeS6QoNTvqrpdOuOPWC/ws3SeTJXt/6W5Jlm6TxWzvR2H0mP2uRjLbceqWyWIaJlFBjQtz3xlJpMp2ZFrhLmSY9CsZrryK5Gp9UMjQyZl1ZaBehlk6bnYy4Fbx2sqWRMbyocCJgpOlggmu0GmjRW3dP3Nv6eoAAAAAAAAB//8AAnjaY2BgYGQAgss6Wh4g+nr940ooXQUAP3IG2AA=") format("woff"),
font-url("../fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.woff2") format("woff2"),
font-url("../fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.ttf") format("truetype"),
font-url("../fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.svg#gaia-fontawesome") format("svg");
font-weight: normal;
font-style: normal;
}
......@@ -22,7 +22,7 @@
@media screen and (-webkit-min-device-pixel-ratio:0) {
@font-face {
font-family: "gaia-fontawesome";
src: font-url("../fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.svg#gaia-fontawesome") format("svg");
src: font-url("../fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.svg#gaia-fontawesome") format("svg");
}
}
......@@ -35,9 +35,11 @@
.ga-align-justify:before,
.ga-area-01:before,
.ga-arrow-down-01:before,
.ga-arrow-down-02:before,
.ga-arrow-left-01:before,
.ga-arrow-right-01:before,
.ga-arrow-up-01:before,
.ga-arrow-up-02:before,
.ga-bathroom-01:before,
.ga-bathroom-02:before,
.ga-bathroom-03:before,
......@@ -46,6 +48,7 @@
.ga-bedrooms-02:before,
.ga-broken-cam-01:before,
.ga-building-car:before,
.ga-calculator:before,
.ga-calendar-01:before,
.ga-calendar-02:before,
.ga-calendar-check-01:before,
......@@ -175,9 +178,11 @@
.ga-align-justify:before { content: "\f165"; }
.ga-area-01:before { content: "\f101"; }
.ga-arrow-down-01:before { content: "\f167"; }
.ga-arrow-down-02:before { content: "\f180"; }
.ga-arrow-left-01:before { content: "\f102"; }
.ga-arrow-right-01:before { content: "\f103"; }
.ga-arrow-up-01:before { content: "\f168"; }
.ga-arrow-up-02:before { content: "\f181"; }
.ga-bathroom-01:before { content: "\f104"; }
.ga-bathroom-02:before { content: "\f105"; }
.ga-bathroom-03:before { content: "\f169"; }
......@@ -186,6 +191,7 @@
.ga-bedrooms-02:before { content: "\f16b"; }
.ga-broken-cam-01:before { content: "\f107"; }
.ga-building-car:before { content: "\f156"; }
.ga-calculator:before { content: "\f182"; }
.ga-calendar-01:before { content: "\f108"; }
.ga-calendar-02:before { content: "\f16c"; }
.ga-calendar-check-01:before { content: "\f109"; }
......
......@@ -4,17 +4,17 @@
@font-face {
font-family: "gaia-fontawesome";
src: url("../fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.eot?") format("embedded-opentype");
src: url("../fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.eot?") format("embedded-opentype");
font-weight: normal;
font-style: normal;
}
@font-face {
font-family: "gaia-fontawesome";
src: 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") format("woff"),
url("../fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.woff2") format("woff2"),
url("../fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.ttf") format("truetype"),
url("../fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.svg#gaia-fontawesome") format("svg");
src: 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") format("woff"),
url("../fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.woff2") format("woff2"),
url("../fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.ttf") format("truetype"),
url("../fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.svg#gaia-fontawesome") format("svg");
font-weight: normal;
font-style: normal;
}
......@@ -22,7 +22,7 @@
@media screen and (-webkit-min-device-pixel-ratio:0) {
@font-face {
font-family: "gaia-fontawesome";
src: url("../fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.svg#gaia-fontawesome") format("svg");
src: url("../fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.svg#gaia-fontawesome") format("svg");
}
}
......@@ -35,9 +35,11 @@
.ga-align-justify:before,
.ga-area-01:before,
.ga-arrow-down-01:before,
.ga-arrow-down-02:before,
.ga-arrow-left-01:before,
.ga-arrow-right-01:before,
.ga-arrow-up-01:before,
.ga-arrow-up-02:before,
.ga-bathroom-01:before,
.ga-bathroom-02:before,
.ga-bathroom-03:before,
......@@ -46,6 +48,7 @@
.ga-bedrooms-02:before,
.ga-broken-cam-01:before,
.ga-building-car:before,
.ga-calculator:before,
.ga-calendar-01:before,
.ga-calendar-02:before,
.ga-calendar-check-01:before,
......@@ -175,9 +178,11 @@
.ga-align-justify:before { content: "\f165"; }
.ga-area-01:before { content: "\f101"; }
.ga-arrow-down-01:before { content: "\f167"; }
.ga-arrow-down-02:before { content: "\f180"; }
.ga-arrow-left-01:before { content: "\f102"; }
.ga-arrow-right-01:before { content: "\f103"; }
.ga-arrow-up-01:before { content: "\f168"; }
.ga-arrow-up-02:before { content: "\f181"; }
.ga-bathroom-01:before { content: "\f104"; }
.ga-bathroom-02:before { content: "\f105"; }
.ga-bathroom-03:before { content: "\f169"; }
......@@ -186,6 +191,7 @@
.ga-bedrooms-02:before { content: "\f16b"; }
.ga-broken-cam-01:before { content: "\f107"; }
.ga-building-car:before { content: "\f156"; }
.ga-calculator:before { content: "\f182"; }
.ga-calendar-01:before { content: "\f108"; }
.ga-calendar-02:before { content: "\f16c"; }
.ga-calendar-check-01:before { content: "\f109"; }
......
<?xml version="1.0" standalone="no"?>
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd" >
<!--
2018-7-19: Created with FontForge (http://fontforge.org)
2018-7-26: Created with FontForge (http://fontforge.org)
-->
<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1">
<metadata>
Created by FontForge 20160407 at Thu Jul 19 17:47:18 2018
Created by FontForge 20160407 at Thu Jul 26 17:45:46 2018
By Patricia Macedo
</metadata>
......@@ -22,7 +22,7 @@ Created by FontForge 20160407 at Thu Jul 19 17:47:18 2018
bbox="-0.496414 -243 515.269 522"
underline-thickness="25.6"
underline-position="-51.2"
unicode-range="U+0020-F17F"
unicode-range="U+0020-F182"
/>
<missing-glyph />
<glyph glyph-name="space" unicode=" " horiz-adv-x="200"
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<glyph glyph-name="arrow-down-01" unicode="&#xf167;" horiz-adv-x="441"
d="M221 105l204 204c4 4 9 4 13 0c2 -2 3 -5 3 -7s-1 -5 -3 -7l-217 -217l-218 217c-4 4 -4 10 0 14s9 4 13 0z" />
<glyph glyph-name="arrow-down-02" unicode="&#xf180;" horiz-adv-x="401"
d="M391 191c14 -15 14 -38 -1 -52l-164 -156v0v0c-1 -1 -4 -2 -5 -3c-2 -2 -4 -4 -7 -5c-4 -2 -9 -2 -14 -2s-9 0 -13 2c-2 1 -5 3 -7 4s-3 2 -5 4l-164 156c-15 14 -15 37 -1 52s38 15 52 1l102 -97v280c0 20 16 36 36 36s37 -16 37 -36v-280l102 97c15 14 38 14 52 -1z
" />
<glyph glyph-name="money-01" unicode="&#xf135;" horiz-adv-x="347"
d="M199 237c92 -20 148 -50 148 -124v-1c0 -79 -61 -127 -153 -129v-46h-28v47c-63 4 -122 25 -166 65l61 73c32 -26 68 -41 105 -46v65c-83 19 -147 44 -147 125v1c0 72 55 125 147 127v54h28v-54c58 -3 103 -22 142 -53l-55 -77c-28 20 -58 32 -87 37v-62c2 0 3 -2 5 -2z
M130 276c0 -14 8 -21 36 -30v57c-24 -1 -36 -13 -36 -26v-1zM236 102v1c0 13 -9 22 -42 31v-60c27 1 42 12 42 28z" />
......@@ -406,6 +409,8 @@ s-4 10 -5 23s-1 30 0 53c-18 0 -33 6 -44 17c-12 11 -20 25 -24 47c-4 23 0 64 2 85s
c27 0 48 21 48 48s-21 49 -48 49s-48 -22 -48 -49s21 -48 48 -48zM326 136c14 0 26 8 26 18s-12 17 -26 17h-137c-14 0 -25 -7 -25 -17s11 -18 25 -18h137zM326 184c14 0 26 7 26 17s-12 18 -26 18h-137c-14 0 -25 -8 -25 -18s11 -17 25 -17h137zM348 276c39 0 37 0 53 1
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M439 127c27 0 48 21 48 48s-21 49 -48 49s-48 -22 -48 -49s21 -48 48 -48z" />
<glyph glyph-name="arrow-up-02" unicode="&#xf181;" horiz-adv-x="401"
d="M10 193c-14 15 -14 38 1 52l164 156v0v0c1 1 4 2 5 3c2 2 4 4 7 5c4 2 8 2 13 2s10 0 14 -2c2 -1 5 -3 7 -4s3 -2 5 -4l164 -156c15 -14 15 -37 1 -52s-38 -15 -52 -1l-102 97v-280c0 -20 -17 -36 -37 -36s-36 16 -36 36v280l-102 -97c-15 -14 -38 -14 -52 1z" />
<glyph glyph-name="arrow-up-01" unicode="&#xf168;" horiz-adv-x="441"
d="M221 285l-205 -204c-4 -4 -9 -4 -13 0c-2 2 -3 5 -3 7s1 4 3 6l218 217l217 -217c4 -4 4 -9 0 -13s-9 -4 -13 0z" />
<glyph glyph-name="doc-upload-01" unicode="&#xf122;" horiz-adv-x="349"
......@@ -479,6 +484,12 @@ zM258 265c-15 0 -28 12 -28 27c0 16 12 28 28 28c15 0 27 -13 27 -28s-12 -27 -27 -2
s27 -14 27 -28c0 -16 -12 -28 -27 -28s-28 13 -28 28zM124 279c1 -14 -11 -28 -28 -28c-15 0 -27 13 -27 28s12 28 27 28s28 -12 28 -28zM386 106c0 15 14 27 29 27s27 -13 27 -28s-13 -27 -29 -27c-15 0 -27 13 -27 28zM202 372c0 15 12 28 27 28s28 -13 28 -28
s-13 -28 -28 -28s-27 13 -27 28zM483 331c0 -15 -13 -28 -29 -28c-15 0 -27 13 -27 28s13 28 28 28s28 -12 28 -28zM323 159c0 16 12 27 27 27s28 -12 28 -27s-12 -28 -27 -28s-28 12 -28 28zM118 28c15 1 29 -11 29 -27c0 -15 -11 -27 -26 -28c-16 -1 -28 10 -29 25
c-1 16 9 29 26 30z" />
<glyph glyph-name="calculator" unicode="&#xf182;" horiz-adv-x="294"
d="M75 180c-8 0 -15 7 -15 16s7 17 15 17s15 -8 15 -17s-7 -16 -15 -16zM288 368c7 -117 7 -235 0 -352c-2 -29 -23 -53 -51 -56c-30 -3 -60 -5 -90 -5s-60 2 -90 5c-28 3 -50 27 -52 56c-7 117 -7 235 0 352c2 29 24 53 52 56c59 6 121 6 180 0c28 -3 49 -27 51 -56z
M59 401c-16 -2 -30 -16 -31 -34c-2 -27 -2 -55 -3 -82h244c-1 27 -2 55 -4 82c-1 18 -14 32 -31 34c-29 3 -58 5 -87 5s-59 -2 -88 -5zM265 17c5 81 6 163 4 244h-245c-2 -81 -1 -163 4 -244c1 -18 15 -32 31 -34c58 -6 117 -6 175 0c17 2 30 16 31 34zM147 180
c-8 0 -15 7 -15 16s7 17 15 17s15 -8 15 -17s-7 -16 -15 -16zM219 180c-8 0 -16 7 -16 16s8 17 16 17s15 -8 15 -17s-7 -16 -15 -16zM75 104c-8 0 -15 7 -15 16s7 16 15 16s15 -7 15 -16s-7 -16 -15 -16zM147 104c-8 0 -15 7 -15 16s7 16 15 16s15 -7 15 -16s-7 -16 -15 -16
zM219 104c-8 0 -16 7 -16 16s8 16 16 16s15 -7 15 -16s-7 -16 -15 -16zM75 27c-8 0 -15 7 -15 16s7 16 15 16s15 -7 15 -16s-7 -16 -15 -16zM147 27c-8 0 -15 7 -15 16s7 16 15 16s15 -7 15 -16s-7 -16 -15 -16zM219 27c-8 0 -16 7 -16 16s8 16 16 16s15 -7 15 -16
s-7 -16 -15 -16z" />
<glyph glyph-name="partner-01" unicode="&#xf13a;" horiz-adv-x="506"
d="M506 175c1 -4 -1 -6 -4 -8l-85 -43c0 -12 -3 -21 -10 -27c-7 -7 -16 -8 -23 -8c-1 -8 -5 -16 -11 -21c-8 -7 -18 -9 -24 -10c-2 -8 -7 -15 -13 -19c-8 -6 -18 -6 -25 -6c-3 -7 -8 -11 -12 -13c-3 -1 -7 -2 -10 -2c-11 0 -22 7 -24 8h-1l-17 12c-1 -3 -2 -8 -5 -12
c-3 -3 -7 -6 -15 -6c-1 0 -3 1 -4 1c-12 2 -20 9 -25 14c-3 -1 -7 -3 -11 -3v0c-8 0 -18 4 -26 21c-2 -1 -5 0 -8 0c-8 0 -22 3 -27 25c-7 3 -21 10 -26 22c-3 7 -3 15 0 23l-97 69c-3 2 -4 7 -2 10l77 117c1 2 3 3 5 3s4 0 6 -1c0 0 23 -17 51 -31c32 16 80 22 89 23
......
......@@ -141,17 +141,17 @@
@font-face {
font-family: "gaia-fontawesome";
src: url("../fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.eot?") format("embedded-opentype");
src: url("../fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.eot?") format("embedded-opentype");
font-weight: normal;
font-style: normal;
}
@font-face {
font-family: "gaia-fontawesome";
src: 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") format("woff"),
url("../fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.woff2") format("woff2"),
url("../fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.ttf") format("truetype"),
url("../fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.svg#gaia-fontawesome") format("svg");
src: 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") format("woff"),
url("../fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.woff2") format("woff2"),
url("../fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.ttf") format("truetype"),
url("../fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.svg#gaia-fontawesome") format("svg");
font-weight: normal;
font-style: normal;
}
......@@ -159,7 +159,7 @@
@media screen and (-webkit-min-device-pixel-ratio:0) {
@font-face {
font-family: "gaia-fontawesome";
src: url("../fonts/gaia-fontawesome_1a436b91dd9c7632ea1846ee157e458e.svg#gaia-fontawesome") format("svg");
src: url("../fonts/gaia-fontawesome_c2a44988b2da9c83d2302d0e168a2b6f.svg#gaia-fontawesome") format("svg");
}
}
......@@ -172,9 +172,11 @@
.ga-align-justify:before,
.ga-area-01:before,
.ga-arrow-down-01:before,
.ga-arrow-down-02:before,
.ga-arrow-left-01:before,
.ga-arrow-right-01:before,
.ga-arrow-up-01:before,
.ga-arrow-up-02:before,
.ga-bathroom-01:before,
.ga-bathroom-02:before,
.ga-bathroom-03:before,
......@@ -183,6 +185,7 @@
.ga-bedrooms-02:before,
.ga-broken-cam-01:before,
.ga-building-car:before,
.ga-calculator:before,
.ga-calendar-01:before,
.ga-calendar-02:before,
.ga-calendar-check-01:before,
......@@ -312,9 +315,11 @@
.ga-align-justify:before { content: "\f165"; }
.ga-area-01:before { content: "\f101"; }
.ga-arrow-down-01:before { content: "\f167"; }
.ga-arrow-down-02:before { content: "\f180"; }
.ga-arrow-left-01:before { content: "\f102"; }
.ga-arrow-right-01:before { content: "\f103"; }
.ga-arrow-up-01:before { content: "\f168"; }
.ga-arrow-up-02:before { content: "\f181"; }
.ga-bathroom-01:before { content: "\f104"; }
.ga-bathroom-02:before { content: "\f105"; }
.ga-bathroom-03:before { content: "\f169"; }
......@@ -323,6 +328,7 @@
.ga-bedrooms-02:before { content: "\f16b"; }
.ga-broken-cam-01:before { content: "\f107"; }
.ga-building-car:before { content: "\f156"; }
.ga-calculator:before { content: "\f182"; }
.ga-calendar-01:before { content: "\f108"; }
.ga-calendar-02:before { content: "\f16c"; }
.ga-calendar-check-01:before { content: "\f109"; }
......@@ -447,7 +453,7 @@
<body class="characters-off">
<div id="page" class="container">
<header>
<h1>gaia-fontawesome contains 126 glyphs:</h1>
<h1>gaia-fontawesome contains 129 glyphs:</h1>
<a onclick="toggleCharacters(); return false;" href="#">Toggle Preview Characters</a>
</header>
......@@ -530,6 +536,19 @@
</div>
</div>
<div class="glyph">
<div class="preview-glyphs">
<span class="step size-12"><span class="letters">Pp</span><i id="ga-arrow-down-02" class="ga-arrow-down-02"></i></span><span class="step size-14"><span class="letters">Pp</span><i id="ga-arrow-down-02" class="ga-arrow-down-02"></i></span><span class="step size-16"><span class="letters">Pp</span><i id="ga-arrow-down-02" class="ga-arrow-down-02"></i></span><span class="step size-18"><span class="letters">Pp</span><i id="ga-arrow-down-02" class="ga-arrow-down-02"></i></span><span class="step size-21"><span class="letters">Pp</span><i id="ga-arrow-down-02" class="ga-arrow-down-02"></i></span><span class="step size-24"><span class="letters">Pp</span><i id="ga-arrow-down-02" class="ga-arrow-down-02"></i></span><span class="step size-36"><span class="letters">Pp</span><i id="ga-arrow-down-02" class="ga-arrow-down-02"></i></span><span class="step size-48"><span class="letters">Pp</span><i id="ga-arrow-down-02" class="ga-arrow-down-02"></i></span><span class="step size-60"><span class="letters">Pp</span><i id="ga-arrow-down-02" class="ga-arrow-down-02"></i></span><span class="step size-72"><span class="letters">Pp</span><i id="ga-arrow-down-02" class="ga-arrow-down-02"></i></span>
</div>
<div class="preview-scale">
<span class="step">12</span><span class="step">14</span><span class="step">16</span><span class="step">18</span><span class="step">21</span><span class="step">24</span><span class="step">36</span><span class="step">48</span><span class="step">60</span><span class="step">72</span>
</div>
<div class="usage">
<input class="class" type="text" readonly="readonly" onClick="this.select();" value=".ga-arrow-down-02" />
<input class="point" type="text" readonly="readonly" onClick="this.select();" value="&amp;#xf180;" />
</div>
</div>
<div class="glyph">
<div class="preview-glyphs">
<span class="step size-12"><span class="letters">Pp</span><i id="ga-arrow-left-01" class="ga-arrow-left-01"></i></span><span class="step size-14"><span class="letters">Pp</span><i id="ga-arrow-left-01" class="ga-arrow-left-01"></i></span><span class="step size-16"><span class="letters">Pp</span><i id="ga-arrow-left-01" class="ga-arrow-left-01"></i></span><span class="step size-18"><span class="letters">Pp</span><i id="ga-arrow-left-01" class="ga-arrow-left-01"></i></span><span class="step size-21"><span class="letters">Pp</span><i id="ga-arrow-left-01" class="ga-arrow-left-01"></i></span><span class="step size-24"><span class="letters">Pp</span><i id="ga-arrow-left-01" class="ga-arrow-left-01"></i></span><span class="step size-36"><span class="letters">Pp</span><i id="ga-arrow-left-01" class="ga-arrow-left-01"></i></span><span class="step size-48"><span class="letters">Pp</span><i id="ga-arrow-left-01" class="ga-arrow-left-01"></i></span><span class="step size-60"><span class="letters">Pp</span><i id="ga-arrow-left-01" class="ga-arrow-left-01"></i></span><span class="step size-72"><span class="letters">Pp</span><i id="ga-arrow-left-01" class="ga-arrow-left-01"></i></span>
......@@ -569,6 +588,19 @@
</div>
</div>
<div class="glyph">
<div class="preview-glyphs">
<span class="step size-12"><span class="letters">Pp</span><i id="ga-arrow-up-02" class="ga-arrow-up-02"></i></span><span class="step size-14"><span class="letters">Pp</span><i id="ga-arrow-up-02" class="ga-arrow-up-02"></i></span><span class="step size-16"><span class="letters">Pp</span><i id="ga-arrow-up-02" class="ga-arrow-up-02"></i></span><span class="step size-18"><span class="letters">Pp</span><i id="ga-arrow-up-02" class="ga-arrow-up-02"></i></span><span class="step size-21"><span class="letters">Pp</span><i id="ga-arrow-up-02" class="ga-arrow-up-02"></i></span><span class="step size-24"><span class="letters">Pp</span><i id="ga-arrow-up-02" class="ga-arrow-up-02"></i></span><span class="step size-36"><span class="letters">Pp</span><i id="ga-arrow-up-02" class="ga-arrow-up-02"></i></span><span class="step size-48"><span class="letters">Pp</span><i id="ga-arrow-up-02" class="ga-arrow-up-02"></i></span><span class="step size-60"><span class="letters">Pp</span><i id="ga-arrow-up-02" class="ga-arrow-up-02"></i></span><span class="step size-72"><span class="letters">Pp</span><i id="ga-arrow-up-02" class="ga-arrow-up-02"></i></span>
</div>
<div class="preview-scale">
<span class="step">12</span><span class="step">14</span><span class="step">16</span><span class="step">18</span><span class="step">21</span><span class="step">24</span><span class="step">36</span><span class="step">48</span><span class="step">60</span><span class="step">72</span>
</div>
<div class="usage">
<input class="class" type="text" readonly="readonly" onClick="this.select();" value=".ga-arrow-up-02" />
<input class="point" type="text" readonly="readonly" onClick="this.select();" value="&amp;#xf181;" />
</div>
</div>
<div class="glyph">
<div class="preview-glyphs">
<span class="step size-12"><span class="letters">Pp</span><i id="ga-bathroom-01" class="ga-bathroom-01"></i></span><span class="step size-14"><span class="letters">Pp</span><i id="ga-bathroom-01" class="ga-bathroom-01"></i></span><span class="step size-16"><span class="letters">Pp</span><i id="ga-bathroom-01" class="ga-bathroom-01"></i></span><span class="step size-18"><span class="letters">Pp</span><i id="ga-bathroom-01" class="ga-bathroom-01"></i></span><span class="step size-21"><span class="letters">Pp</span><i id="ga-bathroom-01" class="ga-bathroom-01"></i></span><span class="step size-24"><span class="letters">Pp</span><i id="ga-bathroom-01" class="ga-bathroom-01"></i></span><span class="step size-36"><span class="letters">Pp</span><i id="ga-bathroom-01" class="ga-bathroom-01"></i></span><span class="step size-48"><span class="letters">Pp</span><i id="ga-bathroom-01" class="ga-bathroom-01"></i></span><span class="step size-60"><span class="letters">Pp</span><i id="ga-bathroom-01" class="ga-bathroom-01"></i></span><span class="step size-72"><span class="letters">Pp</span><i id="ga-bathroom-01" class="ga-bathroom-01"></i></span>
......@@ -673,6 +705,19 @@
</div>
</div>
<div class="glyph">
<div class="preview-glyphs">
<span class="step size-12"><span class="letters">Pp</span><i id="ga-calculator" class="ga-calculator"></i></span><span class="step size-14"><span class="letters">Pp</span><i id="ga-calculator" class="ga-calculator"></i></span><span class="step size-16"><span class="letters">Pp</span><i id="ga-calculator" class="ga-calculator"></i></span><span class="step size-18"><span class="letters">Pp</span><i id="ga-calculator" class="ga-calculator"></i></span><span class="step size-21"><span class="letters">Pp</span><i id="ga-calculator" class="ga-calculator"></i></span><span class="step size-24"><span class="letters">Pp</span><i id="ga-calculator" class="ga-calculator"></i></span><span class="step size-36"><span class="letters">Pp</span><i id="ga-calculator" class="ga-calculator"></i></span><span class="step size-48"><span class="letters">Pp</span><i id="ga-calculator" class="ga-calculator"></i></span><span class="step size-60"><span class="letters">Pp</span><i id="ga-calculator" class="ga-calculator"></i></span><span class="step size-72"><span class="letters">Pp</span><i id="ga-calculator" class="ga-calculator"></i></span>
</div>
<div class="preview-scale">
<span class="step">12</span><span class="step">14</span><span class="step">16</span><span class="step">18</span><span class="step">21</span><span class="step">24</span><span class="step">36</span><span class="step">48</span><span class="step">60</span><span class="step">72</span>
</div>
<div class="usage">
<input class="class" type="text" readonly="readonly" onClick="this.select();" value=".ga-calculator" />
<input class="point" type="text" readonly="readonly" onClick="this.select();" value="&amp;#xf182;" />
</div>
</div>
<div class="glyph">
<div class="preview-glyphs">
<span class="step size-12"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-14"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-16"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-18"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-21"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-24"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-36"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-48"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-60"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-72"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span>
......
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