@keyframes rwdcur115429 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 19 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 19 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 19 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 19 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 19 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 19 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 19 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 19 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 19 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 19 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 19 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 19 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 19 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 19 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 19 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 19 3, auto;}
}
div.testarea{
animation:rwdcur115429 1.8666666666667s linear infinite forwards;
}
