@keyframes rwdcur226249 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 4 4, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 4 4, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 4 4, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 4 4, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 4 4, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur226249 0.46666666666667s linear infinite forwards;
}
