@keyframes rwdcur204341 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 3 2, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
}
div.testarea{
animation:rwdcur204341 1.3333333333333s linear infinite forwards;
}
