@keyframes rwdcur77219 {
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:rwdcur77219 0.26666666666667s linear infinite forwards;
}