@keyframes rwdcur77218 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur77218 0.26666666666667s linear infinite forwards;
}