@keyframes rwdcur95421 {
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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur95421 1.05s linear infinite forwards;
}
