@keyframes rwdcur153363 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 13, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 13, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 13, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 13, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 13, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 13, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 13, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 13, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur153363 2.6666666666667s linear infinite forwards;
}
