@keyframes rwdcur122468 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur122468 2.6666666666667s linear infinite forwards;
}
