@keyframes rwdcur205181 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur205181 2s linear infinite forwards;
}
