@keyframes rwdcur247030 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 29, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
}
div.testarea{
animation:rwdcur247030 0.66666666666667s linear infinite forwards;
}
