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27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 13 13, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 13 13, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 13 13, auto;}
54.545454545455%,72.627272727273% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAErElEQVRoge2XTW8bRRzGfzM7u16/xM2bQpMopapEBZQ0mxqX5kQUIbWAOPWAOEE/AmeQQAKp4lBVII6Ir4AKRaKHhnIhQanLIioVKKhNlTRpSNQ0duzseneHQ+zihLS188Jpf9JqZmc9///z7Lx4VrDLOE7+GPAVcBcYcd2p7cbJuu7UypN+J7cV/fFcA+aBPuBYKx0dJ3+wXm9GPOyNgR7g21r9tVY6uu7U7a3aG41tRrSSoFl2axo1w66NgOPkexpuN0yjx73BnWLsVqD5+burDXX27++vr4Gi6059vVt5NiMcJ38COLEHseeBl4Fl4BZQql0AC7V6ubHczlRTrIt/d+d6NyKlkYmi8KNWYjtOfoOhLcpirZx03alJWDcwCZzfgda3+fftXtJa9wL3Voqls4mE/YkUlA1DnAPSQAZI1crMpvtUw/Ukztd0o2pOJltV7Tj57OJy8b2EEs9qoeSaV7mWTJhnkgn7A8MwejRYSIkh9ReuO/VxE/HYZGYrg/W2h3q33Eab/Rc8dOj5BxE6G0UBSGOlI53OagQlvwoItNYoQ0Y3b/y8a5sFQC43YhUKEz48YhttRvzo2Fi3ua8zi9WGUBbSNLOhkGgiEJoIjahWEGEojx49roeHj99v7O84+e4WBNsN9QxwOZcbsR5poBmsVOcvRuAHMigjhcAWkijUGNJEYkAUYFlJTGWwVq1SDUX7O2+dnq33d92pxRbEf5PLjbxYaxoF3PoIbGtoh4aO67+XHrR5QSSFSiKogpHGViFah/hIDDNJGMHAQC+B79OZNunuHTAy2TY1PT39Q7O55uZmgr6+gRvA+b6+gV+B08ClubmZP2CbI+B7ZSzh025HWCrEiCQyWkNrTaQlURRA1SOTgIV79yiHNsvlgLmF+6lk0j4zOjZ2uJV8hcLEVda347OAA/xYf7ats1B+KK8Xi+vLRAgJQmJbBspQCCkp+QEpw2AtCEknFAAaWPVDrGQ26E6bqr+/8/bcwuK5K+Pjnz8uV23OjwInAefpgy8cnr59/U/gAvDltg9zh595TodaAwK0RgC2beFVQ0IhQa8Pb9q2ACh6AYZYNywE7Mukg1TGmtmXSZE/dujg+x9+9h8ttYV6GXCBS6VV/4JSCdk/0Hd3aWH2U+Dkjk6j+eETurxWxPNDgjBEKYWU69tnFIGUkt50gkUvwKtGBGiUqUBIOpI2YQSh1IHv+6qt4ymClfvs7+/CCAUXv7so6iYKhQn/yJG81joklbTQiOuFwsRgLjdi79px+tSpN/T09C2iSHOgy+LOkoedMNHVKpWqxtcRCgFCIE2LtGWRSCSoBD74HkIKpFQIDBCCslfFMCSpRBKtAyqeh7LMQAnxG0ChMDEIe/Q98NJwXi+XS5imuVathraOIoQUWKYKpBCqWPLp7Grn6tWJh/lfff3N2cXZmz1hEChtKFbXQqQhEVKRsRWWtFHJ7EyptLBcF79nBgAGBx0vmUyUgjBUlVUv29XZTnmtWhaRl1quaP763d2Qe3Rs7MCV8fE7jW1DR/O64lXoaEuDSPHT1Pd7pveRjIy8svS/J42JiYmJiYmJiYmJiYmJiYmJiYnZY/4BIuDZsaRwYkAAAAAASUVORK5CYII=) 13 13, auto;}
72.727272727273%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFmElEQVRoge2WTWwcZx3Gf+/H7s5+2IkdY8be2klThKpSN9NutmAEqLIQ9FNCqIKiXqg40AutcugBtQguKIIIoSJ64IKQoIJKwKVpkwM4RUJ1k9XGUxVBP4QSp8lmlNgktfdrZmfm5eB1tLh2sraTA9L8pJVW78f//zzzvO/sKro4Tvlu2y4+bdvFFdsuXvS8GrcKxymP2HbxiG0XT3lerbnJmkHPq/k3qqXWvth28WngO8ATwLdsuzh+K8w4TvlTwCvAQaDoebXXe+b2eV7tKkA/4tcbWAKawFj3c992zDhOedTzao1N5r4AvAyMAC5wqDeBNfEb7Nu32ZzYYDFd8Q8DjwDjPdMe8BpwFDjtupXrmllX9wngMCCB14FnXbcS9F1gEz5mYF1T6NMMMOq6lUub1PgJq2kCvAT8dCvmr8d1DWwgZEvJOE7ZAn7e3RMCz7tu5Q83Q/gafRvopU8zs8BzgAMsA9913cqbjlMedN3K8k5E97KpgX4b9ZoxxnxWCHFPt7QGE7Jq6BTwkutW3r0ZonvZVgK9OE75r6yKrBlj3hZCPAuMhlFkCaQEpFKi3l1+mtW30FHXrbR32ht2YMBxyoOLV1eez2jxjBFatv3W6eFdAyNa6TTw/kqjNWNlczIlze+As8DXgUJ3ex34M/DyTlPZ0EC/x2f//rs+ijGDcRyCVMtD+XwBIf5T9zvDBiGNMWgl4w/+Na+6F/pR4ElWj9waLvBbbpBKqTRtVatzH5vfdgIPzMyMXLwSXPZbASZsIJSkkLEQJqLRCYmNQAYtdMrCsiyU4ur8/KkhAMcp38nqr/7D9JFKqTRtAa8CP6xW597sHd+2ga88+viF8wvnRtutpjYCMkohVYq0VtT9gDAKsKRGKUnHQDqV5uBnbqv95vd/Kq7V2EoqpdL054FfAYeq1bm/lErTB4HDim1w4MD95vLSRwN+GEuhswg6oPJYOsKYiACJSmWJYpiYGCMMAobzKUbGJlRhcEAvLCz8DcDzaqHn1f7pebVXbLt4HDDAHcAk8FXgKdsujtl28cL8/El3fHzi08C3x8cn3gWOAM9tyYDjlCdtu/hCELTv19LIfBqMENCJkSJCSYiNJIhCZBRTyAgajQZtkyMKA4RKpZSKb5+Y3Hvs7JkzS721Pa+26Hm1E7Zd/DWrl/4TwF7gQHf+xPj4xDvA14AvAj+oVufe6usIOU55Evge8DggpaFwZWV5GEAICUJipRVaaYSU1IOQnFK0w4h8RkP30TaCiHR2MBzJp3SxOHz24qXFn70xO/vL6/S9E3hSCPGalOpLwEP7bp+669Kl959qNvxDwPf7NXAE+AYQA38EXmw26h9GxgACjEEAlpXG70REQoJZ/deWt9IArPghSqwaFgJ2FfJhrpA+v6uQo3zf/n0v/OgXG2rpXuBjwLFGM/ixUhk9sfc277L34WPA4a0m8KLrVs6vjZfv/Zxptlfwg4gwitBaI6XAGEMcg5SSsXyGRT/E78SEGHRKg5AMZS2iGCJpwiAI9MDQJwmXr2AX96AiwdHjR69pK5WmrXY7bBkTkcumMYh/VKtzUzt6C63nwQcfMwsLZ4hjw+SeNOeWfKxMCtPp0OoYAhOjESAEMpUmn06TyWRohQEEPkIKpNQIFAhB0++glCSXyWJMSMv30elU+Pbpt1Kl0vQ71ercFIC+WQaOH3/12sPYfW/ZQJsoNu1OLCwhDJZSpFM6lELolXqAzuc4eerv1/Y89Mg3Lyxe+GA0CgNtlCaOIkBSb7coWJrduUF0dtBb3/emJbCeqSnHz2Yz9TCKdKvhD+4Z3k2z3WmK2M9dbRn+/Z77P70fmJmZfGN29lzv2IF7yqbltxgayIPIcbJy4pbp3ZTp6S8v3XhVQkJCQkJCQkJCQkJCQkJCQkJCwv8X/wX/F1gfk/rBAAAAAABJRU5ErkJggg==) 13 13, auto;}
}
div.testarea{
animation:rwdcur44683 0.18333333333333s linear infinite forwards;
}
