@keyframes rwdcur104650 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 14 9, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
}
div.testarea{
animation:rwdcur104650 4s linear infinite forwards;
}
