@keyframes rwdcur4593 {
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:rwdcur4593 1.1666666666667s linear infinite forwards;
}
