@keyframes rwdcur150685 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 31, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 31, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 31, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 31, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 31, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 31, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 31, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 31, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
}
div.testarea{
animation:rwdcur150685 2.6666666666667s linear infinite forwards;
}
