@keyframes rwdcur241979 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAeCAYAAAA7MK6iAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACUElEQVRIie2WPWgbQRCF38UpXY5V6ArbOOC4USUwKgQK6sKBCC6vkSu16fTj3laXtMJF1KgUwUi4ExHIcAhUCULsQigurELeMq2ZFJdb396tdBsITgie7obZ983M7twu8GxPZJZpIBXKjN0ckM4AtAdsbgE/7gExAxZTYO5BDNvGeomBVCgzDo/8j2sPuJtCTPpyHWUdhp0BXud8x7hrlMDKANo5YLx5D6TSwKClwFauyTqMYgVYLoAvHyG+fzPugIRStcdUarDid2usjY/4qdTw1+8caONXg49bWiidsx58zqyFH7dWgl/ERAplRioNcXH6uI9ujVE4W59t4UypXFycWkilfT0TMA6PgEHrMRG3xnk3AfrL8q4Kx6AFeTDXgYPsgoNEbo2xvY/RVRt5OwFqA6OrNrC9L+FSR1O1WvFuzh+ZEDSwKDxcmYQGFoLj2vN11xmdeExZx+gkUuOTWVzWYTrxEiqmPaN5BQA8kFGYmPQt0F7M/1L52txaKyLb/0DAKwdU7TE2BHB7A9Fprk44QRf0YWk88FTtmcdqdNVWixlM9xgbwgyadRhiFvOrrV5MATsDTPran0beBj6/tfyW3t5I/7tL5tFdRHlY99tvZ3zdiKkVzz15y4hO08KwrkDDIxPe09icB1DA15t7CeCvlwAg2x3AY3OqMQkPQaWO5ppUwOJ+aWHcBYoVpbJRpx5dp4d36urpLlaAcVcbG/tXi2HbwnKB8O0kOk0rvKdai4wUlRqM5eK3XiVPch//tRfIv/fm0ibwB1+Zz/b/209mxDsI4EbxwAAAAABJRU5ErkJggg==) 14 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
}
div.testarea{
animation:rwdcur241979 0.8s linear infinite forwards;
}
