@keyframes rwdcur39513 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 4 4, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 4 4, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 4 4, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 4 4, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 4 4, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur39513 0.7s linear infinite forwards;
}
