@keyframes rwdcur20816 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 3 5, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 3 5, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 5, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 3 5, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 3 5, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 3 5, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
}
div.testarea{
animation:rwdcur20816 1.1666666666667s linear infinite forwards;
}
