@keyframes rwdcur212682 {
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87.719298245614%,91.712865497076% {cursor:url(data:image/png;base64,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) 2 5, auto;}
91.812865497076%,95.806432748538% {cursor:url(data:image/png;base64,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) 2 5, auto;}
95.906432748538%,99.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
}
div.testarea{
animation:rwdcur212682 2.85s linear infinite forwards;
}
