@keyframes rwdcur146902 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 14 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 3, auto;}
}
div.testarea{
animation:rwdcur146902 2.6666666666667s linear infinite forwards;
}
