@keyframes rwdcur199209 {
0%,42.757142857143%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 0 0, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur199209 1.1666666666667s linear infinite forwards;
}