@keyframes rwdcur117981 {
0%,64.185714285714%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtUlEQVRYhcVXy43DIBB9RNvEnreCNOGV3El8JWU416QTpLgJV5Czy2APMPHwMQxR1nkSEg6TeY+Z4Qd8GGovor7vLfWNMS9ya1ho2NZxT55r+Goht6PzraCyIoLxS3aGigT5KGyrTsg9nuo1LO6+bY1vgEUEBwBA54XsADZ75QRcoDDVRaizi6i1FtDentBlxgXkANWAy5f1Tl3+NNY8+m8iCcgzIpjPKtYijEVw6OfvZYQ2W4UY4CBwlMftO98vwBijEK3/vAASEdcEJzot+X5BDK9+QrgPUBq4CP49LsC5MttxAR5lE45yjij3tEp+hF4f/j9AtRjrlRoXYE1EPPupLKK+FYerQx5eigBf2hlsF+FO+F8BVD+FFIjP5CuOTWfFoGfXEe6IIgEWELVWsW8V0Ur+8SIU34jimd1wDMZPmAPbAXPjaViChh06T/DriFMCJ3C4e7tJdhq274SlZdVi69FWA1PdRGTDIN+KAX5PSMPLZy88iGQCQkdcyCqCn5pCYoI8BTqJQgoaa7hhy5RKiuuFAgQkEYjDu+WYrvdk89a3Br2CJA5bbNHyNhSGNLlXVvAHgsT55u0rQhYAAAAASUVORK5CYII=) 1 5, auto;}
64.285714285714%,69.9% {cursor:url(data:image/png;base64,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) 1 5, auto;}
70%,75.614285714286% {cursor:url(data:image/png;base64,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) 1 5, auto;}
75.714285714286%,81.328571428571% {cursor:url(data:image/png;base64,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) 1 5, auto;}
81.428571428571%,82.757142857143% {cursor:url(data:image/png;base64,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) 1 5, auto;}
82.857142857143%,88.471428571429% {cursor:url(data:image/png;base64,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) 1 5, auto;}
88.571428571429%,94.185714285714% {cursor:url(data:image/png;base64,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) 1 5, auto;}
94.285714285714%,99.9% {cursor:url(data:image/png;base64,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) 1 5, auto;}
}
div.testarea{
animation:rwdcur117981 2.3333333333333s linear infinite forwards;
}