@keyframes rwdcur40239 {
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:rwdcur40239 3.2s linear infinite forwards;
}
