@keyframes rwdcur58784 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 31 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 31 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 31 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 31 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 31 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 31 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 31 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
}
div.testarea{
animation:rwdcur58784 2.6666666666667s linear infinite forwards;
}
