@keyframes rwdcur23305 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur23305 2.6666666666667s linear infinite forwards;
}