@keyframes rwdcur25118 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur25118 1.6666666666667s linear infinite forwards;
}
