@keyframes rwdcur162489 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5klEQVRYhe2UvYoTURiGnxOCbCGWVouF4jKSsINdSGamWMRCvABBCxEvQFllsZRVRGHRwmJBsLSw8BoWMUMGAgkh8wML4gVYiJVImNfCSXZ2Nj+zYOc8cDjD9/ueOR8HKioqKipKMhwObwwGA2dVnO/7W77vXytbt74qYDQaNSXtAReBKyVqfgEOu93uGNjudDrJsmCzyDEej88Du5LuSapLum3b9ocSAvB9/76kd8BE0r6kp67rfi8lIIqiNUkPgCeSzgFIGqVpetW27bSkgDoQStqQhKQfwC7w1nXd33MFRFGEMeYW8FLShawx2X4gqZ8VO7HSNJ1nb0lycjUAvkp67Hnep2MCkiRpA3uSWlNHPrH4vajpPNu8Gvydk4ee5/WnQ1gD6saYWZAxZrbnBc2Um6Pbm/rytqKvQC1bR1cQxzHGmDvAC2C9oP4z0D/l6VuS2oW/8U3Sjud5H49dQZ4kSdaAR8COpLNZ4ihNU7vZbM47zQl6vV5NUpwbwp/Ac0lvikNYKyZblvXLsqxnwGXgvTEmBTazAS3LXWADmAD7xphLjuO8KjaHJe/AlDiONyW9lrQONBqNxmRZfBAEZyQdSookbbfb7egUwhcThuHNMAxXPsVBEGwFQXD9nzStqKio+C/4A7J7g5mK6iURAAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur162489 0.4s linear infinite forwards;
}