@keyframes rwdcur230956 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 9, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
}
div.testarea{
animation:rwdcur230956 1s linear infinite forwards;
}
