@keyframes rwdcur48861 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur48861 0.8s linear infinite forwards;
}
