@keyframes rwdcur126286 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 27 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 27 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 27 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 27 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 27 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 27 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 27 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 27 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 27 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 27 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 27 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 27 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 27 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 27 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 27 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 27 0, auto;}
}
div.testarea{
animation:rwdcur126286 2.6666666666667s linear infinite forwards;
}
