@keyframes rwdcur9972 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABt0lEQVRYhe2WsUscQRjFfx5BQhBRi0CKOWYs7RLEwiKVIAQCSTiCnBBB8NDCRs/WJuVhdyKSIk2ujn1ImSqN/4CZgRFbjxAkRdQU7sKXde92d+6WNPdg2dnvffve29nd2YURRhghHHWr/W28AbUQkbGQkyLDezBObQPtsgNUrPbXvUjjVCHNSkCAiQz+YdkBfmbwv8sOgHFK9ag/CdEbBK3/8hYA2mpvk0Xj1GvgpIhQ0VvwAGimmQNY7T8DLwpq5sZ8YuHpALVo/BU4ENxSXtE8M/AY6Fjtv8cF49QysCp6usCucaoNYLX/AjzPG6IfFhJX3QIeCX49qn8UtQ+ifzHLIGsGLuKBceolsAdcCX4y2su1YcM49QnAav+Nu+emJ/qSwLlx6mlk8COFn04JALBmnPoFHAF/BgkAcNqHi2fgMlG/AbZyaIethCkBuqECwwqQ9X0oLcDUgOcPBLnwnPHv65kboTOwb7XfiQ+s9rPAcaBWYeyIK38DzInjRtnmDWH2TtRXRP1ZWeZ1YbKZwh8KfmbY5q+EeLNHz3jiuzFUdCLR9xl9VRGg0M9pFirA25y91SLCfwEOusBCATrYBgAAAABJRU5ErkJggg==) 16 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
}
div.testarea{
animation:rwdcur9972 1.3333333333333s linear infinite forwards;
}
