@keyframes rwdcur39514 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 3 16, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 3 16, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 16, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 3 16, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 3 16, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 3 16, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
}
div.testarea{
animation:rwdcur39514 0.7s linear infinite forwards;
}
