@keyframes rwdcur137452 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABt0lEQVRYhb2WPW7DMAyFH4NMLZApg6/RoVNO0BP4Itk8Z+tFcoHkBO1ZOngq0CULO8iyKJmyRSXxA4zI+vseSSkwADC3YMA93IL5E4yVtOXWNbgF8L4WNmhDZwemM0DH9Q1stU46gjLzZWko06+NZ0VpvTNwBgC+inkfYvCazH4DqCkzEWUgB58ANOgAHsd/AGrASyaWHKrwOXC0eUEW1DNQrAw4UXo+KPuSLspGXwYe9f0S2oddzC6u+b3gVIMRSkugwx8ITiUNTOFPBGsGVDA17ko9EuzTPzWgRDzc57EtTVnBl9u0TxogasBatBIMAF+/AO3crwV82gfWpCF5GhzQI/bXSjMjrhwAoOsjI0oJYlMs05+TB0sjl5uDeOCc5v4meS7FB6UEMuIcXEa/ZAAYyqGBZJ+PeA6swUsMAEkmJFw71bnUa3CLeDDCALjrwzdk14dHvstx6B8sVY6ijWSkMvIkWr9GZdUYILjIIok7btq3piY5eFV9zRlYiNy858ZoIIKe8Ar0w1MBty4IBzAAgf1fNRywZyCGODjVwqcbLovH6AP8LtlK8GC4ZZOnwG0G7GuK9A/vF7Uh/x/o/AAAAABJRU5ErkJggg==) 0 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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77.5%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur137452 2.6666666666667s linear infinite forwards;
}