@keyframes rwdcur153122 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 16, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 16, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABp0lEQVRYhWNgGAUDDBhJUfw/broIQ8+G1wRUMTCUBOoyLsq8QhUH/I+bLsPQtuMxqq7/hE2u9LRlXJR5hGwH/I+bzsDQuI+wTYQcU+fMzLgo8x8uaSY8WlkYfrExwPFvVuwYWQ02XHP47/9bUf//x03nItUBf7BbxEoYY3No+Ymv/6/G//8fN50FJQBx2f7/XCrlwY9Lm+Ec3Gnvf9x0NbJMJRL8j5tugOIYDAWH8sjzFtxEIgLOdjLcXkaoq2QYYu8gZTUi3EBMCYLumIVq3oyLMrfhNOb/lnJUHWTGMUGHMDAwMHp1k1QI0gyghsDSuv/EBS0xRuMPPcbI5sERAgMOMLPh9FYCYUethMnAwJhew4iaBia1E286hQ5hzK0ahGngf9x0GTrZQ9PinjJAh8pID5mPNSH8L5mAViQTYTKRSYqxqwBFJQtWVT/xtFPIdEzDxLfMjQyNGE0zrA44cOktq4O66G9yLMJU85/h6ts37NgsJ2jE/7hpxGV2PGUC48JsyvP7/7jpUmTqUyCkhtSOiRADw/+3hFUyijMuynxFitmjYMAAAFLaolCtX9RLAAAAAElFTkSuQmCC) 15 16, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 16, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 16, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByElEQVRYhWNgGAUDDBhJUfw/broIAwODH0PPhrl4VDEwlATqMi7KvEJVB3wLnyrD2bvrMUTXfyJ0QNT8LnO1ZVuadwSXKha8RtwPRbLpAAPDbzZMRQQc07r07TG8CrCB/fb1eB1GDvgfN50LmzhWixzkJf78v5KAw2tEBD/WiD3B8J9hOivjosw/hA0YKPA/broave1ECaz/h/KISd4ETMRvBKPtZBQ7UR0QN12GIfbOY/LjmTjHMDr3k1T+jILhDVAT4ZxmHKmG8syBbhtjUh0jitD/6a3E2UIFxzBm1MDtRQ2BSe3Em06hQxhzq1BDAO6I3k40k6lUJmDTVlSBqfN/3HQZ8owjDcCKfcwQaOwh7GWiSkE8UrUl2NMAMvgRPlmNXeX3TVo5hrG5iJGBgYGBCZcejpW5txh+MjEw/GRiYPiFB5OiBhlDAf6Wz08s7qMw+BsmvmVuZGj8R5QDDlx6y+qgLvqbHIsQahBJ6urbN+zIlhNrBAMDAwPD/7hpuBMnkWUC48JsDPuIbny+fftOWlhY6ClWyf+4/fHh40dFwY2VD3DJE+0AVlb+H3//MsQzMzMsxKfuy7+v4rxLSl8Ra+4oGHAAADz3lziXb+3oAAAAAElFTkSuQmCC) 15 16, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 16, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 16, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsklEQVRYhe1WsUoDQRB9Gy9EbQJBECRFQImNoKVNfiAWYpVuK0HSBBRBRQVTqIimCrKtHnaSzsLKQmxt7LTQIp0QBAvRnDoWkeSOu0tmvTtE8HW7vHnzZnd2WOAffwkk1RCTN8HVFEzBNHbO650o4kQBa/mcMItXgQyQVED5wj8j04zI1FjF2hMbWgG99QZ1yGHmtuuGWlQ0IKmyEetP2deuxqDLEqer/MFoSpGrtvO27+SlcJgemL+v4w0AGB44Pe1h5v1odMZThs5W3GzWE9M3IvL77byOOqi2Huy988Zaizq3qzcXooLzBI7LtjLDqtgnVG4JwNaEAAAr5sMOqxcYW6S2u2cL0YxY2BDu0eh3ChEZ6TzDyp6PYvi9IJZWO8+wMXuQTk1TvVtAixms4ufr+HjydPHOJWtfULlC4U1Bn+3NZdGT9lqoZhNj1i0jzY/MNB+MycRJ6YalHzU8/ZNUQNLyvosAx4+neJ8wi5/2Lc8fijCLACBIKgP9H5Z2IgfHUYcBoKkl0fqeUfDhRDHxXZgeSKoR/SiApMpweOwRQlKlAGowJIeFWXzk6v7j1/EF4deCt+pP2LsAAAAASUVORK5CYII=) 15 16, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 16, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 15 16, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur153122 1.3s linear infinite forwards;
}