@keyframes rwdcur106982 {
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:rwdcur106982 1.05s linear infinite forwards;
}
