@keyframes rwdcur247773 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 63 0, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 63 0, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 63 0, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 63 0, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 63 0, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 63 0, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 63 0, auto;}
}
div.testarea{
animation:rwdcur247773 1.1666666666667s linear infinite forwards;
}
