@keyframes rwdcur229718 {
0%,4.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdklEQVRYhb2XP2gbVxzHPzKB2j5xwosle8jz4BBJRokpIarcpdUQ0xKNSYU9dSmmDnhJ5aYgMpiW0oYMgQTjtbFLuxWBwIs62VTggoKoT8QO1sOLZEqMDsseSngZnDsk+fznzqm/IB789Ljfh9/v9773zhcJxxQOMipln1P8fesSQFbMEx8dA+D2H9cuLDlAV2cgK+YvKjfwrgIAxdIq8dEx4qNjLLGiJpY/dqyCEMJumV/T2Gs27VVK6bpyXQBzcoo5OUWxtApwCDG+0jYbQgglhFB+TcOvacxmMvz86BF+TWN6ehq/prXBnVmtQxgJx9TS+Ip6NavUq1mlLAghhEokEiqfz6uRaFQ9e/pUJRIJNRKNqtLaWtvqCaITqBNCCGEnt2AsiFawfD7vGuDIEBqVsq+1HQ8qE8xmMnxz/z6fJpP2vl+ePyebzQJQ3dpqW93oklPQqJR9c0ypLPMU0lWSPw2RSqXI5XIMDg5iNhrogQDVrS3MRsN10lYdqUAbxLtKFNJVcrkc165exWw02Gs2AVg3DPaaTdYNAz0QYN0wzgXjKGsmUrduqb9fvlaJREK9kWtKCKFGotG2n3VS3DzfsQWtstoxfHmA8EAXZqPBP38u49c09EDgyH6rOmfVsS3ohOj+9yXdrzf5NTNJ6uEC330i2vpvtcaLGZ1Zdz4cUotff6ZqGwNKCKGyN561ld/LM13RCiFUb4/O/oFJb4+Orvdhmrvoeh+1uvRuxW7027dpADvpleEIANdjcU9W7ApASulLPVygt0cHoLdH50W56DandwALYv/AJNgf4t5XXwJgmrvUd2oXA2Ap/d8MtaXuI/HOt+j/BvDFwgfcubcLHM4DQCgoeFCZcAXh+cxaA3c9FgdgY9PgynCEF+UihXSVYmmV4y417xXASYV0FeBMEKda8UkKBQWA7QUATx7/QHJyyAY56XoHHisghFCZmRmWC3+xsWnYxmR5wnjyI27cvMndyclT2+HaCQF+X1zk+x+f2MmllD7rv1BQEOwPUd+pEewPnToTrgFuf36X7W1JfafmaL9CCBUKCkzz8ITsH5gnzoTrY7i9LdnYNI71fimlr1aX6HqfPRfH3bYj4ZhyPQNWqU978bTui4RjqvXrq1haZU5OAec4hm7VCQGHn4GendCtOm/bls7lA17VCnGhLXCKvwX+QNsEWbPYjwAAAABJRU5ErkJggg==) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsUlEQVRYhcWXX2hTVxzHP8lka3vDDd0wuRbmcX/ANCUqQxqjMLQbLWwG+qKEFvo4hApl4BIUwiaCY5uvjrJHJ7WPG2Fh7iHuxY1BBx3V3kzbNRd8SMo03EvSTsZ29iD3cpOm6U3V7guHc8M59/f75vc9v9/9Hfif4QPoj8Rkq0W9uOB73gR22Q9ZMU380FEATn57YEecNxBwIyumGSsea/mCEMKJVkBRqNXrzmwYRsek/e4fv8z/BED80FFmRm43yCKEkEIIGVAUAopCJp3miytXCCgKk5OTBBSlgVxH6I/EpD1mRm7L5YyUyxkpbRJCCJlIJGQ+n5cD0aj88upVmUgk5EA0Kufn5hrmbZFwH8JWJIQQjnObjE3CTSyfz3dMwA+Np10vLvguGWccOc4Xx8ik03x07hwnhoacF7++fp1sNgtAaWWlYe4ELQ+hXlzwXeKMzDJNIVVi6PN9JJNJcrkcfX19WKaJGgxSWlnBMs2Onbrh32zBHYlCqkQul+PA/v1YpkmtXgdgUdep1ess6jpqMMiirj8VmZawz0RyeFj+eu+RTCQS8h9jTgoh5EA02jDsTOnEfksJ3LDleHPvHiJ7/Fimyd1bNwkoCmowuGG/HR2v2FSCZhJdf96j69ESN9LjJD/+igvHRYP+bmk6QUeV69Rb++TokX7e+XCe+Lsvcvn9KJd/NICN/9xrVfRMwK3txO4MP/hnAbCsKqraS7lioIUF4ZBGZbWMZVU9fU9e8Oo8d/EDYso6Pz94zIOuZcIhjXq9xt5XX6Ner/HG6xGW/7iLz7eLcEjjlZd389fj2iemaV5sZ9vTGQC4c+M4F75bRFV7CYc07i+1TjnLqlJZLXs1652A/vA30lNTjvO1dctx5na6tm4x/G+K1N9TnuxumYbw5EBd4zOpzQrHSTucOltl4MRLnH97a9sdZUFzkdHCYsOecsVwnr1kgmcJbIP2AAiHNGdYVpVwSAOgkCrxaWTGk81tt13tSm4hVQKeNDhjN4+19dFRBJqhhQU93SoAPd2qI0m7zuqZEphIjaKqvfR0q6ytW5QrBoZhNPQTW5F4agkOxuKMDB3h2uw3AA6J/khMujvtzeTYVgSEENIOd2W1zOHBQSZSo4RDGiffO40QQjZ3Vs2RsNvAbUtgWVUOxuKUKwanx8c5PDjI/SWdwq3vnT2bkXD3oM8kCwzD8LmjYstgrzfLAc/p8tOuI2rutu0oeCrFXuGl8tly2NiR+1+ry6+UkuLvd3bEf1v8BwrJ/l0pgr9CAAAAAElFTkSuQmCC) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur229718 3.3333333333333s linear infinite forwards;
}
