@keyframes rwdcur38956 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur38956 2.6666666666667s linear infinite forwards;
}
