@keyframes rwdcur115980 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 24 4, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 24 4, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 24 4, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 24 4, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 24 4, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 24 4, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 24 4, auto;}
}
div.testarea{
animation:rwdcur115980 0.7s linear infinite forwards;
}
