@keyframes rwdcur150686 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 12 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 12 9, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 12 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 12 9, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 12 9, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 12 9, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6klEQVRYhe2VPW/TQByHn7v4DV9Tt0YlSocKRZXo0AkEGxJlYiwbfAEWxIbEkpGdb4HY+AQQNgYG1KjAUhZUpYpUJTjEJi92jqEYZUAkFzz62WzZ/j3+3d9nKCkpKTHkwwPuFPk8uUJ4q0iJpQXy8MYTKFLCqAEAWQEpioheQcCxFf7XOmEQAhet/G8TlsnF6pJLtjWm/6MH0AKwKnDyKLw/GPYG11/y1lRgqQbyt+wPesy2elzZrLH7GDxHsXevju/Zr11HvVmljYUC+fDlx157m0E8QriwUfVJ18ecnXdp3F3HsZXxcP5TIA/ffw4CWp6jyHZH7DyNEDZsHE5IgzGzGUxqCb7nmmQvFphn/1mAlGC/X0NUwDkPwQZtxew9DHG6PmmWFStw8xXvgIPjJiBTGs2Y8eE3pAYhwf8Y4J/WqCQ2o50zhklkLLD0V6BVDBpEorA+BUxudPh5uYdOFFNi5DBAiAitzQQWLsF8C/ZRHSyY3upQiQK89jZaxVhaUW0HuLYyS19GYJ7saoLsXwya7HqIkcT+HuJ01zj5EjGZxge/hYsVyFv4/CJitjkGIL3WZXr7FPwMOZEM4oiZYf1LC+SkGWg3/nOntoFqhEhX/zkYbcUAx82/ne2sLGCkvmiXM13/kpISgF+e8aRcPuLbpwAAAABJRU5ErkJggg==) 12 9, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 12 9, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 12 9, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 12 9, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 12 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 12 9, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 12 9, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 12 9, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 12 9, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 12 9, auto;}
}
div.testarea{
animation:rwdcur150686 2.6666666666667s linear infinite forwards;
}
