@keyframes rwdcur150459 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACVElEQVRYhd2WIXSrMBSGv/ZMICsjkcjISmQlEomsRE5WTlZWTlZWIiORVyIjI5Eo8gSDB1v3Slm3nfN+0yTnwv/15uaSFdflR+PVJzEP0bWX+7Zth8l6vf5WiPWVtdWb6Y/ompNv25afhIC/e+7btvXj+Y+Y96bvzK8q1LuHQg15HqX9Q8H1pqHe+Virh0I8jSdvEH4M0Zsaut9H64mu6m+eex0GGHHoMAAgy6PhmddjtfiY9hn45wvqukZsQxxbsn3SI40iLn4pyKwHQr3z6b5BRZthTatoEiOuQi7V3RBPt0M6qWgzMRVXTUC0iiCBDPw9EDe7Tah3Pj8G7LdntuFhWNcqQqtoAFmqWe1uG7xgrO3GI4he4qoBJNsnkwL9MoDKU7QOOZQlIhYRS1Bng+lkC4CGbK43MKMGmkqAtDPR4bBelh8LcYluZqAuutSaNMVYS3w+sz08fxpvzP6xAAAiFoBDWWLSlPLwwmsRTmIKU+KqGle5u47iTQArxSrd5wPE9vCMiGUXCoUpB2Ng0iceBjCG2KM4JV2Kz6dgYqqizfc0oiRJvNgGgMvlBIDYhvedcaluZkBsQ6wVsVb0ILFWuMoB4Kp68b+fBWClWBlxGHHkxwCxDdmzgnrLMe+AlprPAugh4thyzLvUAxhxxFpxPgUYE5IkyaJLyizqLI+8TiKOebcdvXqIfmyluDsLs7+G0O19fynZbDbDHFhkDjO3ALpiM+I4n46IbTDiqOv6S+Z3KcsjH+qdz7LMn06FL8vKP/qGPBviV8x7hXr3e+b/pf4AgrY8i9X+tWkAAAAASUVORK5CYII=) 4 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur150459 4s linear infinite forwards;
}
