@keyframes rwdcur113326 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur113326 0.5s linear infinite forwards;
}
