@keyframes rwdcur184506 {
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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:rwdcur184506 1.1666666666667s linear infinite forwards;
}
