@keyframes rwdcur207422 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 14 17, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
}
div.testarea{
animation:rwdcur207422 0.66666666666667s linear infinite forwards;
}
