@keyframes rwdcur89504 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhcWXQUhUQRjHf/vaQlZZHkQdJDLwEuihgxeFaCM6LYRkl9iDHQJPuUon8bBsIGIQ9vQknTwsUrAigsdwqejkLamToCEejOghIiKv3Q7fvPWtzszuatEf3uG9+WZ+3/tm5ptvYjSjrA+QBMrAYaSlBXCAPTy3qSFjDYLbgDjQD6SBbqA9504n8/7oHrADrAMrwBIQ4Ln7jQwdrwNOAFeBV8ADg31SPTeBR8AbYJms/xzYxXMPbAjHAm8BJoAN4GFdZ48VV/YbwIQax2p8EgzgAqvArQahOjnACJAi698G9nXrQxeBNuAI8M8Bj6qELFrt6qx1QML1EQl9WnU+j14D48jiXNVNx7EDsuAmkbCP/AUnovCUGndScTQOyGofjrybnCgBj4GOvD96AehQ71Gbk/BQw4pTleQB2efzyOo1/ck8MAusabeW/FkPcA+Y0sBDLQKDYZ4IHXCBH5i32gsgDzh4bmCwgawfRxbcWyQn6BQAV/BcH8BR267fAgd4XxcOqHYHiZRJklGFi4NksbSlQwkJux1e68Qa9sWbVlwcJGTdFuO5eulUowNgztLerbg4yKnWbjH+3CQclfFs/doVl3gqHnCnbTZpsny3N7L9rWkPANjOudOmtmTeHwUgVilm4sBP1Jxo1BEbKHxvGp/1rwNbhtY94DKeGzhIMbFjGarvDPB6/XYUF0c96xbjoUoxk7C065QAhizt64qryijJWialgB41VfUlyagHfRYMtaK4OLGBAoRllFnPKlwqq8HrwctIOjYpAJbC2sCJfFw2dCgF5dZB58N0Dugj6yfCLBYBh2dBH5KGp5AzRKdlIj9bLUorxcwNpIyKnpCloNyavvjp5QRyOoJkuDlkn28D1xR4iOOwl5BsF+0HEp1OPHcz/BCF7QIzdeAoyAKwlXOnfyNbbYHaOU8h8zxObSRmFKeq6pzGBgoHlWJmTHX2DfBmFDqRjryP4bnR+0TtCRgbKBxWipm7Qbn16JxwnRPOSfgpBwC+/rrvd33pb8O+jZqRC1zCUOSeqoq7nj5BVSu9yPyVzwguq/69eK5vurKZLyYSrnGgEymjGqsHxG5R9RvXhT0qe2KROmCTrD+I5m6IHGDnuhs2djkN9Q9ux/9dfwAoixWeRV+97QAAAABJRU5ErkJggg==) 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:rwdcur89504 1.0666666666667s linear infinite forwards;
}
