@keyframes rwdcur106289 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur106289 0.33333333333333s linear infinite forwards;
}
