@keyframes rwdcur77625 {
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:rwdcur77625 0.26666666666667s linear infinite forwards;
}
