@keyframes rwdcur253557 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
}
div.testarea{
animation:rwdcur253557 2.6666666666667s linear infinite forwards;
}
