@keyframes rwdcur38706 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 12, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
}
div.testarea{
animation:rwdcur38706 1s linear infinite forwards;
}