@keyframes rwdcur172820 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 16, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 16, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur172820 0.7s linear infinite forwards;
}
