@keyframes rwdcur164553 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 7 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 7 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 7 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 7 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 7 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 7 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 7 15, auto;}
}
div.testarea{
animation:rwdcur164553 1.4s linear infinite forwards;
}
