@keyframes rwdcur48152 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 10, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 10, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 10, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 10, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 10, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 10, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 10, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 10, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 10, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 14 10, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 10, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 10, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
}
div.testarea{
animation:rwdcur48152 2.6666666666667s linear infinite forwards;
}