@keyframes rwdcur134842 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+klEQVRYhe2WMWjbQBSGv5QOwks1eegkMhjRwXgKmoSm4EkcnYQn06lT8SgoiGAoaDSdOgVP5qYiPBVPxpPwZDIU08F4zqQu5TZ1cO/ilFpyEnfLWwTv7t3/v/d+3Tt4tv9kfjMp/WZS1u178b/AlecetffkBDT4UngU9qp2/9kpwdutsASwi47xLW6HlRgvTwluudEOVHg7XzqA2+q4kxEAUGuJXXTw8zXKc1FHxDyqBfvqLuwVNz+mZ9r/t/jUWpr1f9mDKtBuhaVddHg/GhrfSE5oQ6lBBlGPntpwkeVHnXn0X9BuheVNPMLaOgCMxTU9tWEpPCw3wm8m5ZuPPxHifty+IB9NoN0Ky/hqih+PDfhMBkysc35F5wyiHspz+f7pFQAT65zlHyHWWSWBdiss99X9fjSkiCyzrrMVYlf6v/1L4aE8l6obsbYC8dWUQdRjJCfm4JkMuIzmNOSGrpMYUOW5dJ2EhtyY+H1iDyLgN5PSciO+DBKEgLnsmQMvstxU4ts2puskdJ3kHthlNAd2ItXnPYgAgJf3WKR9gmhiMgWw8jVqLY0mFmmfb9uYL4OERdo34HqvyA4LsbYFl9HcCKrrJKRXIcpzia+mKM8lyxoGcJH28eMxytlSRBZ+PK4EhwMXkd9MSp3JTAbmn9ZEJta50UMQTbDl3Z03k4GpDOgWpQdnwkECHYast9cAFJHFUngm04x3Zq8W3H7Zi8jClsqQqRpIB1uwImEmg3+uCa4RXNOQG/x4TDsdMGu8O1POlpkMTEXqwCsJiKxj1G7lawAyIrOuW9NhaO76xe3wTGtAOdtacKhogRZPJu4eFYu0D8BFluPlPWIbuoSVw+ZRBDSJwl5hFx0G1m74bOXX3Ve8Jbbh9eoDvmMflemDCXxoUgIEFswVxPbOnxYwt0NuVs6O6BMJVN4DgQWedQec//nbNDjUP7nqrDJYV0Fnb6/A64QExRTtf/3jae/K2uB9Erm6346ngsMRL6LPtwbEDJNTAD/bs2n7DfRBTQjDvNtoAAAAAElFTkSuQmCC) 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:rwdcur134842 0.8s linear infinite forwards;
}
