@keyframes rwdcur29131 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur29131 1.6666666666667s linear infinite forwards;
}
