@keyframes rwdcur68165 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 5 13, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 5 13, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 5 13, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 5 13, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 5 13, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 5 13, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
}
div.testarea{
animation:rwdcur68165 1.05s linear infinite forwards;
}
