@keyframes rwdcur92166 {
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:rwdcur92166 1.4s linear infinite forwards;
}