@keyframes rwdcur45883 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur45883 0.8s linear infinite forwards;
}
