@keyframes rwdcur47815 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur47815 2.6666666666667s linear infinite forwards;
}
