@keyframes rwdcur211087 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 14 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
}
div.testarea{
animation:rwdcur211087 2.6666666666667s linear infinite forwards;
}
