@keyframes rwdcur243455 {
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:rwdcur243455 1.1666666666667s linear infinite forwards;
}
