@keyframes rwdcur90393 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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:rwdcur90393 1.75s linear infinite forwards;
}
