@keyframes rwdcur111859 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 6 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 6 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 6 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 6 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 6 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 6 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 6 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 6 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 6 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 6 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 6 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 6 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
}
div.testarea{
animation:rwdcur111859 1.6s linear infinite forwards;
}
