@keyframes rwdcur40614 {
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:rwdcur40614 2.6666666666667s linear infinite forwards;
}
