@keyframes rwdcur90600 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhklEQVRYhb2XS2/TQBSFv1iW5VpRqGjpiwoBGySyYMffi/IPK0QWCBaAQtWXqqoqkWVMwuLek5lOElr6YCTLr/Hcc8+ce2bcGcxGGbAPlFg7GXb6F/ynlgPrUXCAvcFs1ABTP9phpz99TAAF0PWjBBrgHLjyPsVgNpoC9WMAyYAK2AF6Dqbw624CtDuYjYqHBpB7sNrBNMAlxkThZ70DqAaz0cSfNcNO/94AJMAe8BRoHVTp93pXRP0rv+8OZqP8IQCUPqgEmWH0Z/4sI7BB9Byg9Cq6c5MIY0CvsaynwBlw4tdipvbr1r+pCIL95yZKVQEVRn3mIF4sAbyQ8X3EmQOHGAtX2Jx3gV0s6wnwEvgSfVNgLKTjNHcFMPEDPz/BWNgExtiUXGHVIfpTP7izDiSmfR9UAnzvYApMmFNMC5X3/4jp4/yugWMAOx6gBLaAH8ARNv89jNpdD/6cUBEHDvgMwEsy1ohsXGJdCaD1QV95wGOM/nXvs4exUfv7K+ANNj0T4ILAZNwyIB/MRmA2vhSI3G8To74GnnkQlZbKct/vW+//1p9vcd1LlrVyVaXIZHIPeOqZb/m7KTYdl360mEArD5r5M/lE5ccyURbLnDPHqASjUiXWEhakQw+eYaLrYdTLxr8uGbPyPmm1FAQDmzMw8ezjxeeDZ35IULpsW20N00dvSbZp3/nz1LolwtgLZMFjjIEjAisqVblnhlXLFGMpHTu27Ph5E99o0DEmrs8EJ+xhFOfAT8yktFJKN1O/TwHECa5sqttNz6rGaD8j0Jh7thuYR5wC7/z9MTYN43Rgbzc6ZI4pXqousak4cuSZZ7cD/CIw9gljQ25ZEIR3E4BrwpRiG4IIVVr6OPZ/0f6dsHm58O9VfvHSvLCHTA0px+iOLbSNBtP0SDRrCbjL6J1qPGYiBbCwYkp86lgT5l9H4+dtAkM9v9Y+Ig4W75jigO2w018AkGN1foCVk+xS/wQaqHVwJVYh28A3gkc0STAt8wLVDjv9dA8x76h5O8RsOLZL+bs8YJ4N4X+i8G/r5Ft5R/O3/4l409kQ1vyCMAXaGW04A60DLv0sTSjDxoPeap8oADFyLb0xOG1ELgjecIxNwYTwR6Vfulu3pZtMH6TBMqy5vohork8I27QJ16fp1iBE8aomEGmf38mztM+tN6gynVVNe8GxB1U7iYKIhXn2N23D4vYH7zMjoA/rvvoAAAAASUVORK5CYII=) 3 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoElEQVRYhcWXUW8bRRDHf95ejDkd6eFabhQVt4pQEQ0v9KGq4Evwwuc55Zv1qa+0EicElFA1UKVVFCzjWq5zueNh/tPbuG5CVRNWsm69Ozfzn//OzM7B/zw6RVMmwCZQA5O9zm59mQACcBe4D3wD3C2a8jLtE4ChngHYAgaXDSAeOXC7aMpR0ZQpQNGUiY7pPxmdoim/AzIgBbrAA2Ch/y8j2RqY7nV2p+sEEIAfgWfAEbAvMH2MjXRJdrNoyv66AcyAJwIyk/HtaD8DetE7PT+edYwk+tXAHAvEDJhg6emjBsaSSQX2g0fAvEs0PwamUt7jbJAGjB2XX8tYVtSVkaD5ltZroMK8rwVyrQC6GN1bwAj4VOsHWCbMIlA94Pm6ALjSPlaQhpinA4G7CexwNhsSvbM2AG7Y74ME87CSzDWMmRC9s100Zb4uABnm8UAgNoBXtIE4BL7Qfqq1HjAqmjL7UAAJFlgJrcc97IKaac0p/0wAfojk7hVNOcGC8hCY7XV2F+8LYAhcl/KAFaFtjI1j7DimwGvJfw3c0jPFCthj4BEwLpqywmpIDSz2OrvnAggYtZnmcVZ4xPue14wbwPdiKQB3gG+Br2izaCS9w6Ip4yq6EoBXtE3aWEj13BEbO8CXAuWA/L5ABne0R/RMgP55pTtESraAz6UoB7ofk2f670czEuAxVh+GMrLQmrMUswl2ia0EkACfSOk+FpD9K2z0GxpOOQE7zwq7LTPNDwUgBX4BfpecG17uMxzYfBUAtFkBfwCccjIAkoom1VqOBeKR3vGoP9B8uTDFWbVs6y1kJxHiBKPyGTCrOX0qdjLsiCos4ifA3xj13j/EBt7ydAWgNwYPsZT5CKN0ATzEUs3vgOeSzbHK+BNnG5YMS9lMDixfVrX0rgQwo6XW7/8K+Fl7N/U/p42BuEgFvb+g7SmWx/Rd7b5XOafQe4GF1iopvSUWJsBfkaGZ3plqzbsnj4kaq47vvL7d6yDhq7TRfKS1V5LNgBcoUCM2vKE9omVy7sAu+tDxdmwjWqux8xxIUcBS9ETrm7Q3Z1dsuXwupuZYGb7wK8uVHwB/Ar9heT0WExntFT2Wx85YIs89GH3NGcn/zVdWkMF9LBue0LZdL4Gn8uhXeepB15UMtE1qjcVEN5LJLgKRYPQdR+i9tPb0dMrH2s9k9Cp2LAv994B1vT4/t4MOkWBFm8PzaO6KPbAcbA1cweqCH0E8PO/DeZ92/wB9qiS0fvZSLgAAAABJRU5ErkJggg==) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur90600 1.3333333333333s linear infinite forwards;
}
