@keyframes rwdcur57931 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 17 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 17 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 17 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 17 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
}
div.testarea{
animation:rwdcur57931 2.6666666666667s linear infinite forwards;
}
