@keyframes rwdcur16151 {
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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 21 21, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 21 21, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 21 21, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 21 21, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 21 21, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 21 21, auto;}
}
div.testarea{
animation:rwdcur16151 1.1666666666667s linear infinite forwards;
}
