@keyframes rwdcur4488 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 16 31, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 14 31, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 31, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 13 31, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 18 31, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 31, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 16 31, auto;}
}
div.testarea{
animation:rwdcur4488 1.1666666666667s linear infinite forwards;
}
