@keyframes rwdcur2853 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 16 7, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 7, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 7, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 7, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 7, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 7, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 16 7, auto;}
}
div.testarea{
animation:rwdcur2853 0.58333333333333s linear infinite forwards;
}
