@keyframes rwdcur8145 {
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:rwdcur8145 1.1666666666667s linear infinite forwards;
}
