@keyframes rwdcur153355 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 12 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 12 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 12 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 12 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 12 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 12 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 12 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 12 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 12 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 12 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 12 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 12 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
}
div.testarea{
animation:rwdcur153355 2.6666666666667s linear infinite forwards;
}
