@keyframes rwdcur23078 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur23078 0.7s linear infinite forwards;
}
