@keyframes rwdcur136741 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 0 0, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur136741 1.1666666666667s linear infinite forwards;
}
