@keyframes rwdcur3980 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuklEQVRYhe2Wv0oDQRCHvzuOQyQECwkWPoBFAqKtVgF9EKuAdgv6BjbbpbLwOcQiVSqLvEsIIUgInsXOJJPjEszd2d0PhuV27zLfzp/dREBG0DWQACtgAcxlXBqrXTGAcw5gAnwBHeBUxg5wArTE0roBIuAKmAgE3ntduydEQO1fIpKIrZ0bkE+Z7gPHYhZEYX6qAGgEOsCHc24LQqEMyFIAZsC0DogIuCDkfJxPww6QW4GYCsiciuk4J0ThDsiccxmhM15kzJxza9M5oAucEYozLus8ZrvQgPXOX4Fn4Ml7XxSVFqEuKnVGzCavC6BvQo2BGgAPubUEaAtAQkkpgK1qYL3TIeFg2uoWUQociZWOggLsi4Kup8DAdMnIgKiVAlAnu6LwDrwRIpFXYpyXLkRVi9ARl8ANu6v/ke1u6cp3pbrB5lWjMNMJmwpzRgz3/MbBKgKAcLL1CLtKgNR7P7IgRt8Up+dPinLPMSGfx2ZsEypdgcfm/R6b+2EmMJUAFMIWl7abrfREnNnuWVDiTigCsCDqzMJo2lbi0F7RB2sfQF7aarZuVtRwGx4q22qV/gs0atSoUaNGAL+yga+6MbAwYAAAAABJRU5ErkJggg==) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur3980 2.6666666666667s linear infinite forwards;
}