@keyframes rwdcur13799 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {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%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur13799 2.6666666666667s linear infinite forwards;
}
