@keyframes rwdcur57181 {
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:rwdcur57181 2.6666666666667s linear infinite forwards;
}
