@keyframes rwdcur113270 {
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:rwdcur113270 0.7s linear infinite forwards;
}
