@keyframes rwdcur210492 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADX0lEQVRYhe2WX0hbVxzHP4khyy1JE0ISYgwjhhlmhI061EmGFMYQxYcGS3spZZTS0bRzeyh72MvodC/zYT6NvYkTJrWjFHFjYwiCLQYT2wpKBkuovaSZpUZqlaylub25e8hkf8i9MVu2h+EXDhzO/f5+3y+/c+45PzjAAf4HMP6T4Ia/EeMDbMBrgPjb/C3gLiADpVqSGWrg+oHXgTDw7uDgoMPtdhfS6bSzqakpG4/HHymKkpQkKQFcBx7X08Bh4Azw0cDAgGlkZGTGYrGEVVXdcLvdhc3NzZAgCJ3T09OMj48XgfPr6+s3gPV6GHgJmOrt7X1leHj4WldXV8WkpVLJnMvlOlOplHlhYeHl0dHRNOWteaKXvNoZcDU2Nh4TRXFwaGjohUgk8o0W0WAwKHa7PdvS0nLP5XK9mcvlPJlMZhv4GdjVjKti4P1AIPDZ2NjYUjQana/C/ROWl5cDkUikX5blC8A1LZ7eL2QRBKFDFEVTW1tbsRZxgI6ODqm/v98kCMKrlA9wRehVwOfxeG7Oz88HW1tbPzUajTWbWFlZebG9vX0AOALkKnH0KnChp6fHKsvyLV3xQkHzk91uD4ui6ABCWhwtAybgbj6f93i93rSmcDQKp09rGlAUZcPv9xeAN2o18BzoCgQCT7a2tg5VZDx44CGVsvDsmVGrCk6ns7C6uuoAVrW09Lbg+52dnUOUr97fIUlOzp49RygUI5O5iN0ew2qtmCCfz4d8Pl8OCKBxResZ2JiZmXlULBZ/BOD+fQex2Bmam4eYmNgzZeXqVRdra76/BpdKJbPZbO5cXFx8DHylJaJ3ER0GbJvZ7AlxaSnEqVO93L5tr8h8+DDAyZPJPy5JktQ9NTXVnEwmv93d3b0OKDpamrgEbN8DVa027tyZUFV1eG/Mzs7eDAaDMhDTE6j2ln8HfPHxfqxevnxsbxqPxz+cm5sLy7L8HvD1fsL1EATWLh0//suto0f1q5BITCYSicm+vr6nQILyQ1YXhL1e7ydtoEzabGrRYFCfGgyqCup2OKyqoGZBPef3K0Ae+IDyGaqKWhuStwVBOOKAzhMNDRbJ5fI4ursLtitXrJ/DFvAlsAbcAKR6G9iDFXAC7wA/UW7NfqDcfDxnH01IPWH6L8UOcIB/Bb8Cu0JEl7a2DMoAAAAASUVORK5CYII=) 16 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9ElEQVRYhe2WMYgTQRSGv6iIgS0sHDFWVilSXkTUZlNLCpFoEWyysHZb2S9or6XWIhZGLlqohwghxi02cG6RIqXNghykkyAaTp7FGsnlMrObzVldPnjVvn3/P2+YNwMbNhx3Cjn/s4DLwAVgH9gDdoGfR+RLSw34APwGZCF+Aa+Arf8hbAHPAHEcR7rdrojIg/no9/vied7MzCPgVJbCWbbAAj4qpa62221qtdpDU/JgMPAdx2E0Gr0BbpNs0VoGtpVSt4IgoFwuG8VnxHHs1+t1hsPhY+D+OgZuAq97vR62bWcSnxFFkV+tVgGqQKTLO5lS54XruiXP81YSByiVSp+m06kdBIEC2rq8E4Yal4CtZrO5qvY/Go0GQB04o8sxbcFd4LmIrLz6AwKFgg/YQH/Zd1MHLmaonoQBy7IgGVhLST+ryQp0pHanWCwymUy0CzV1YC+tOOAjYkwYj8cA3/IYCDIYMBJFkU8yiHbzGPgKDO+5bm4DnU4H4D3wQ5eTNojuAC+NTdackrlBdA0Idb+bOgDJAHl7XqmUtIPEcey3Wi2AJybxrJwFviilROBwLNyKYRhKpVIRYAc4va74vIlt/l7HywwsXMdPj1J8nhvAZw4/RoTkkfIOuL5KwbxPsnPAFZJpuU9yzkPge856GzYcY/4A1yPI5mvXJbgAAAAASUVORK5CYII=) 16 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur210492 0.66666666666667s linear infinite forwards;
}
