@keyframes rwdcur185088 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur185088 1.6s linear infinite forwards;
}
