@keyframes rwdcur118761 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 3 10, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 3 10, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 3 10, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 3 10, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 3 10, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 3 10, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 3 10, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 3 10, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 3 10, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 3 10, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 3 10, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 3 10, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
}
div.testarea{
animation:rwdcur118761 2.6666666666667s linear infinite forwards;
}
