@keyframes rwdcur226040 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 5 7, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 5 7, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 5 7, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 5 7, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 5 7, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 5 7, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
}
div.testarea{
animation:rwdcur226040 0.7s linear infinite forwards;
}