@keyframes rwdcur148739 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZ0lEQVRYhe2Ub0wTdxjHv727tlBaeleYLZUaaRUVF6LJqBqrQaNBsgzMNmMy/7zzxfZqmWYvtmRmLxbeOBNjnIm6LMM/wbCBFpVNNG6Cbqs1oQOKQmldqaxyyBWuXtvr1fMVi3PE3G0w3/Tz6vLkl+f7yfP87ocDnePygc5xGa8IYubjVUkQh+oXaF524Hj7Lx+d7vS/+38J/YND3r7WTy4Mc/0DQeN89KdmKza33TjWy9Kbi5hCOpHOQDSZ6IHQ71UAfHMtQMxWdK9y7S8pTHkzU5khIovbBP94ciAS2zHX4Yr59KurH+z8ooNnWdb2fD008sD+X3vPOoEXkdNcnNOYjMHwKP18vf1i25eHTzS7512ALilbL6V4pJ4ky1OC8Fe91jFBFU78+mPbpa6/TSI0PDy3AqPTJAVDCc61X+36rOkw23Tk5Lf3QxFDNG0lNrlYOhoZ6r58pevtSDhiPN96/uNQKPi5UoFZ/4IXcTK55H2yApbKveD+HC29FeX2ajtvvGczF1EHL8qALuCUSOP3opS9mZyObSyiV9YoFXjpIzTDtR4ffcxnGCkpN1saqeuIPYpjKmNCXygO67b38TSXBaCBNtCKuhorttTvVtQXULiCLR53opjM+KMTwLWcGysqbFjtECEZl2Hwegf4+B+ALEMUeGh1dIvScEDhCgDARk2LZTptCCCotkerFxOJBHZ7kjg99gYYhwWAjGU1m9JlFa798yJQbECvqWiqfTIhbJ2yvL7Yx5ohh2PYtyKGYFKA3UTA+hr5U6WzfEyNgKIVAIBBLwU4IV3PZ4xjpfyIUL2Qwp2cA8fvmqBPPZbK9Hx/VpL3qAkHAFLpwZZTR4fsTMFvZC4dtmgzFZN6ZunyAs6fTJOlOp3550obGjd61rFqBRRPgGFoqXq568Gut9b4hWz260KNJHoW8O+46Kctg+wTaZ27ZlxtuCqBGcZGH+pIs72RySZO1W3eEK1iuKMrHdSSfxMOqLiEt3q6t/f191d2XO6Ij2tKazVc9Ieenm6nx7PB33T2JhWOPtQ5Fy0U1QoofjAAwOv1unsDgYP3BGYbxQ4SDist2qzWM4JjfblemDj74a66ZrUCiicAAA0NDT4Ab37zXVdtcUGVWLu2OjgweM8enxbsI6ywSm14njx58uQBgGdWVVCVHEHB6wAAAABJRU5ErkJggg==) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrklEQVRYhe2WX2hbdRTHv/fmT+/vNk2bNIbSJO3+1DFa2k5lJRYsm9q6F0XzUqqoE4Yg+CCTTcQH2YOI6yiOguBYEZfOzWmjOHEwse1GKXWi1m61bbLaJku7Nsmy7Obm3pvbm3t9MJWBKUtS5l7yfbr8uL9zPr9zzu+cHzjPUY3zHNXwgESvfzwoCNrsO0zd6ydJFPX/B8xGztn7aT/n6UVBsAEARVECQ4ggiaKRIUS+HwB0rkXCsjGKomQlk5Gz4WclUWTyNTpx8tSeTQEAAEMIZzKZFIYQBYAMQBVSKQb4pyYuf3vh0e8+OLYv197KydnXxj7sb88HIK/iyqaBpWn63zS0drhnw99f8o6+81Gbvd58NrzMbSlrrE84Wh8LMe8ee05LqBEA40UBTPw4ctDdubcP+M8NMAJQAKDSahHmhsfeDvV+eoGMGY403LoCi/0hBNo75OaFtPHmM9XGfA6XMwXpq1efGvd+3nXXkg0AC0BZr4W//P7G23xi2NXSfG44FUHFjh4EBQtsQyPGaJ0LsBoCPM8XB2BW0gOWi8MD0+e+agcAhpAVAIlsBGiGECX262Sv9cxg2smF9uxiTCjTG7DV2QZj/W7oDEawP4/2L168tKsogEcOH/LddDlD9kHvSHzg5JvxSFzPEKKshkLS3Cdn9i+9d+J8VSjJ2JZWsT0wa3enZyDFFnGWhEETC9IMBT0n445u7Z5Xd8Mu6L82zSpDvver5gOvS5omlVfbFqFZtliWzDU0RUGDhnhkASlxAg62HApXhoy5EaTagShSiNsjfnPn3s46jydUFMC6ogsB4/zv012VkShbfuV6b22ytg4AODkFs4FFMnYDqaUZCDuqEGxr+bhB0pkjrprPml55YdxkMqlFRyCXVl49tGoTHHZZVXA7zSOTUUHrKKzFApAOdr+x9dmuUwCMDCGJfG1u2IhySdHRo5rII2JIKdZgEGpwGss7TVPsTqesrklmAHIhzgsC4Hler7Vs45JsWoi3Wr++01QREV5+sod+vOnIdSHpm/KvnMh2zYJUUArmX3rreKKpPspOLZbH9rl/eWJ/jw8ANjOsCkpB3N38k+4W51IOeM6rf871xCPx9f15db1NAUiiyDYfePEHXhSeV80V136zErXveN8fg15vBwCpWIC8XzrZgaSfdFSOLg99OSPJsnAjHG5YU+Rv3G73bkkUQ8XUQEFPrayD7i9On356zh/ofnh72WRNbW2/0+kM4a5BVVJJJZVUUiH6GzP/j96PxEkjAAAAAElFTkSuQmCC) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur148739 1.0666666666667s linear infinite forwards;
}
