@keyframes rwdcur214533 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur214533 2s linear infinite forwards;
}
