@keyframes rwdcur40141 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
}
div.testarea{
animation:rwdcur40141 2.6666666666667s linear infinite forwards;
}
